<?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" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.2.0--><head><title>Zarzadu_lokum_2023-12-31_pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#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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}
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y5 ff2 fs1 fc1 sc1 ls0 ws0">Sprawozd<span class="_ _0"></span>anie zarządu <span class="_ _0"></span>Grupy Ka<span class="_ _0"></span>pitałowej Lokum Dewelope<span class="_ _0"></span>r </div><div class="t m0 x3 h4 y6 ff2 fs2 fc1 sc1 ls0 ws0">za okres 01.01.2023 r. – 31.12.2023 r. </div><div class="t m0 x4 h5 y7 ff2 fs3 fc1 sc1 ls0 ws0">(obejmujące spr<span class="_ _0"></span>awozdanie z działalnośc<span class="_ _0"></span>i Lokum Dewelop<span class="_ _0"></span>er S.A.) </div><div class="t m0 x5 h6 y8 ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="t m0 x5 h6 y9 ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="t m0 x5 h6 ya ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="t m0 x5 h6 yb ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="c x5 yc w2 h7"><div class="t m0 x0 h8 yd ff2 fs5 fc2 sc2 ls0 ws0"> </div></div><div class="t m0 x5 h6 ye ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="t m0 x5 h6 yf ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="t m0 x5 h6 y10 ff2 fs4 fc1 sc1 ls0 ws0"> </div><div class="c x6 y11 w3 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">W<span class="_ _1"> </span>R<span class="_ _1"> </span>O<span class="_ _1"> </span>C<span class="_ _1"> </span>Ł<span class="_ _1"> </span>A<span class="_ _1"> </span>W<span class="_ _2"> </span>,<span class="_ _1"> </span> </div></div><div class="c x7 y11 w4 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">2<span class="_ _1"> </span>6</div></div><div class="c x8 y11 w5 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">.<span class="_ _1"> </span>0</div></div><div class="c x9 y11 w6 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">3</div></div><div class="c xa y11 w7 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">.<span class="_ _1"> </span>2<span class="_ _1"> </span>0<span class="_ _1"> </span>2</div></div><div class="c xb y11 w8 h9"><div class="t m0 x0 h6 y12 ff2 fs4 fc1 sc0 ls0 ws0">4</div></div><div class="c x5 y11 w9 ha"><div class="t m0 x0 h3 y12 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">1</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h12 y1f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y20 ff3 fs0 fc0 sc0 ls0 ws0">1.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Charaktery<span class="_ _0"></span>styka Lokum Deweloper S.A. i Grupy Kapitałowej Lokum Deweloper <span class="_ _5"></span>............................................................................ <span class="_ _5"></span>3<span class="ff1 fs3"> </span></div><div class="t m0 x13 h13 y21 ff1 fs0 fc0 sc0 ls0 ws0">1.1.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span>gólne <span class="_ _6"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>............ <span class="_ _5"></span>3<span class="fs3"> </span></div><div class="t m0 x13 h13 y22 ff1 fs0 fc0 sc0 ls0 ws0">1.2.<span class="fs3"> <span class="_ _2"> </span></span>Przedmiot dział<span class="_ _0"></span>alności <span class="_ _7"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>...... <span class="_ _5"></span>3<span class="fs3"> </span></div><div class="t m0 x13 h13 y23 ff1 fs0 fc0 sc0 ls0 ws0">1.3.<span class="fs3"> <span class="_ _2"> </span></span>Po<span class="_ _0"></span>wiązania organizacyjne i kapitałowe <span class="_ _5"></span>.............................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>........................<span class="_ _0"></span>...................<span class="_ _0"></span>................. <span class="_ _5"></span>5<span class="_ _0"></span><span class="fs3"> </span></div><div class="t m0 x14 h13 y24 ff1 fs0 fc0 sc0 ls0 ws0">1.3.1.<span class="fs3">  </span>S<span class="_ _3"></span>truktura Grupy Kapitałowej <span class="_ _5"></span>........<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span> <span class="_ _5"></span>5<span class="fs3"> </span></div><div class="t m0 x14 h13 y25 ff1 fs0 fc0 sc0 ls0 ws0">1.3.2.<span class="fs3">  </span>Zmiany w stru<span class="_ _3"></span>kturze Grupy Kapitało<span class="_ _0"></span>wej Lokum Deweloper <span class="_ _6"></span>.........<span class="_ _0"></span>..................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.......... <span class="_ _5"></span>7<span class="fs3"> </span></div><div class="t m0 x13 h13 y26 ff1 fs0 fc0 sc0 ls0 ws0">1.4.<span class="fs3"> <span class="_ _2"> </span></span>Informacja o<span class="_ _0"></span> posiadanych oddziałach (zakładach) <span class="_ _5"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>........................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>...... <span class="_ _5"></span>8<span class="fs3"> </span></div><div class="t m0 x13 h13 y27 ff1 fs0 fc0 sc0 ls0 ws0">1.5.<span class="fs3"> <span class="_ _2"> </span></span>Głów<span class="_ _0"></span>ne inwestycje krajowe i zagraniczne ...............<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>........................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>. <span class="_ _5"></span>8<span class="fs3"> </span></div><div class="t m0 x13 h13 y28 ff1 fs0 fc0 sc0 ls0 ws0">1.6.<span class="fs3"> <span class="_ _2"> </span></span>Struktura sprzedaży jednostki do<span class="_ _0"></span>minującej <span class="_ _8"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.............. <span class="_ _5"></span>10<span class="fs3"> </span></div><div class="t m0 x13 h13 y29 ff1 fs0 fc0 sc0 ls0 ws0">1.7.<span class="fs3"> <span class="_ _2"> </span></span>Struktura sprzedaży Grupy i roz<span class="_ _0"></span>poznanie w wyniku <span class="_ _7"></span>..............<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>.........................<span class="_ _0"></span>.... <span class="_ _5"></span>11<span class="fs3"> </span></div><div class="t m0 x13 h13 y2a ff1 fs0 fc0 sc0 ls0 ws0">1.8.<span class="fs3"> <span class="_ _2"> </span></span>Inwestycje zakońc<span class="_ _0"></span>zone, realizowane i planowane <span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>. <span class="_ _5"></span>14<span class="fs3"> </span></div><div class="t m0 x13 h13 y2b ff1 fs0 fc0 sc0 ls0 ws0">1.9.<span class="fs3"> <span class="_ _2"> </span></span>Ważniejsze osiągnięcia w dziedzinie ba<span class="_ _0"></span>dań i rozwoju ........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.............. <span class="_ _6"></span>15<span class="fs3"> </span></div><div class="t m0 xc h13 y2c ff3 fs0 fc0 sc0 ls0 ws0">2.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Sytuacja finansowa Lokum Deweloper S.A. i Grupy Lokum Dewelope<span class="_ _0"></span>r .................................................<span class="_ _3"></span>....................................... <span class="_ _6"></span>16<span class="ff1 fs3"> </span></div><div class="t m0 x13 h13 y2d ff1 fs0 fc0 sc0 ls0 ws0">2.1.<span class="fs3"> <span class="_ _2"> </span></span>Omów<span class="_ _0"></span>ienie podstawowych wielkości ekonomiczno-finansowych, ujaw<span class="_ _0"></span>nionych w jednostkowym sprawoz<span class="_ _0"></span>daniu finan<span class="_ _3"></span>sowym <span class="_ _8"></span>.......... <span class="_ _6"></span>16<span class="fs3"> </span></div><div class="t m0 x13 h13 y2e ff1 fs0 fc0 sc0 ls0 ws0">2.2.<span class="fs3"> <span class="_ _2"> </span></span>Omów<span class="_ _0"></span>ienie podstawowych wielkości ekonomiczno-finansowych, ujaw<span class="_ _0"></span>nionych w skonsolidowanym sprawozdaniu finansowym <span class="_ _6"></span>.....<span class="_ _0"></span> <span class="_ _5"></span>18<span class="fs3"> </span></div><div class="t m0 x13 h13 y2f ff1 fs0 fc0 sc0 ls0 ws0">2.3.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> zaciągniętych i wypowiedzianych umowach dotyczących kredytów <span class="_ _6"></span>..<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>........... <span class="_ _5"></span>20<span class="fs3"> </span></div><div class="t m0 x13 h13 y30 ff1 fs0 fc0 sc0 ls0 ws0">2.4.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> udzielonych pożyczkach, w tym udzielonych podmioto<span class="_ _0"></span>m powiązanym emitenta <span class="_ _7"></span>.........<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>........ <span class="_ _5"></span>21<span class="fs3"> </span></div><div class="t m0 x13 h13 y31 ff1 fs0 fc0 sc0 ls0 ws0">2.5.<span class="fs3"> <span class="_ _2"> </span></span>Opis wykorzyst<span class="_ _0"></span>ania przez emitenta wpływów z emisji do chwili spo<span class="_ _0"></span>rządzenia sprawozdania  z działalności <span class="_ _3"></span>.........................<span class="_ _0"></span>.............. <span class="_ _5"></span>23<span class="fs3"> </span></div><div class="t m0 x13 h13 y32 ff1 fs0 fc0 sc0 ls0 ws0">2.6.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> udzielonych poręczeniach i gwarancjach, w tym udzielonym podmiotom po<span class="_ _0"></span>wiązanym emitenta <span class="_ _6"></span>...............<span class="_ _0"></span>................... <span class="_ _6"></span>28<span class="fs3"> </span></div><div class="t m0 x13 h13 y33 ff1 fs0 fc0 sc0 ls0 ws0">2.7.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> otrzymanych poręczeniach i gwarancjach, w tym udzielonym podmiot<span class="_ _0"></span>om powiązanym Emitenta <span class="_ _7"></span>.<span class="_ _0"></span>.....................<span class="_ _0"></span>.......... <span class="_ _5"></span>30<span class="fs3"> </span></div><div class="t m0 x13 h13 y34 ff1 fs0 fc0 sc0 ls0 ws0">2.8.<span class="fs3"> <span class="_ _2"> </span></span>Ocena dotyc<span class="_ _0"></span>ząca zarządzania zasobami finansowymi Emitenta <span class="_ _5"></span>.............<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>............. <span class="_ _5"></span>31<span class="fs3"> </span></div><div class="t m0 x13 h13 y35 ff1 fs0 fc0 sc0 ls0 ws0">2.9.<span class="fs3"> <span class="_ _2"> </span></span>Ocena dotyc<span class="_ _0"></span>ząca zarządzania zasobami finansowymi Grupy ......................<span class="_ _0"></span>..........................<span class="_ _0"></span>................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>..... <span class="_ _5"></span>32<span class="fs3"> </span></div><div class="t m0 x13 h13 y36 ff1 fs0 fc0 sc0 ls0 ws0">2.10.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Ocena możliwości realizacji za<span class="_ _0"></span>mierzeń inwestycyjnych <span class="_ _5"></span>......<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>........................<span class="_ _0"></span>..................<span class="_ _0"></span>............. <span class="_ _5"></span>33<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y37 ff1 fs0 fc0 sc0 ls0 ws0">2.11.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Ocena czynników i nietypowych zdarzeń mających wpły<span class="_ _0"></span>w na wynik z działalności za rok obrotowy <span class="_ _7"></span>.......<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>.. <span class="_ _5"></span>33<span class="fs3"> </span></span></span></div><div class="t m0 xc h13 y38 ff3 fs0 fc0 sc0 ls0 ws0">3.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Czynniki ryzyka i pers<span class="_ _0"></span>pektywy rozwoju <span class="_ _8"></span>...............................................................................................<span class="_ _3"></span>......................................... <span class="_ _5"></span>34<span class="ff1 fs3"> </span></div><div class="t m0 x13 h13 y39 ff1 fs0 fc0 sc0 ls0 ws0">3.1.<span class="fs3"> <span class="_ _2"> </span></span>Istotne czynniki ryzyka i zagrożen<span class="_ _0"></span>ia <span class="_ _8"></span>.<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>..................<span class="_ _0"></span>..... <span class="_ _5"></span>34<span class="fs3"> </span></div><div class="t m0 x14 h13 y3a ff1 fs0 fc0 sc0 ls0 ws0">3.1.1.<span class="fs3">  </span>Ryzyko finansowe..............................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>...................<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>............. <span class="_ _5"></span>34<span class="fs3"> </span></div><div class="t m0 x14 h13 y3b ff1 fs0 fc0 sc0 ls0 ws0">3.1.2.<span class="fs3">  </span>Czynniki<span class="_ _3"></span> ryzyka związane z działalnością operacyjną Grupy<span class="_ _0"></span> <span class="_ _7"></span>....<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>............... <span class="_ _5"></span>35<span class="fs3"> </span></div><div class="t m0 x14 h13 y3c ff1 fs0 fc0 sc0 ls0 ws0">3.1.3.<span class="fs3">  </span>Czynniki<span class="_ _3"></span> ryzyka związane z otoczeniem, w jakim Grupa prowadzi dz<span class="_ _0"></span>iałalność <span class="_ _8"></span>..........................<span class="_ _0"></span>..................<span class="_ _0"></span>.......................<span class="_ _0"></span>....... <span class="_ _5"></span>37<span class="fs3"> </span></div><div class="t m0 x13 h13 y3d ff1 fs0 fc0 sc0 ls0 ws0">3.2.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> przyjętej strategii rozwoju emitenta i Grupy wraz z o<span class="_ _0"></span>pisem perspektywy rozwoju działalności emitenta co najmniej w </div><div class="t m0 x14 h13 y3e ff1 fs0 fc0 sc0 ls0 ws0">najbliższym roku obrotowym <span class="_ _7"></span>.................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>................ <span class="_ _6"></span>39<span class="fs3"> </span></div><div class="t m0 x14 h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">Ryzyko wzrostu kosztów<span class="_ _0"></span> materiałów budowlanych i kosztów pracy w związku z odblokowaniem środków z K<span class="_ _0"></span>rajowego Planu </div><div class="t m0 x15 h13 y40 ff1 fs0 fc0 sc0 ls0 ws0">Odbudowy ....................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>...... <span class="_ _5"></span>41<span class="fs3"> </span></div><div class="t m0 xc h13 y41 ff3 fs0 fc0 sc0 ls0 ws0">4.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Ład korporacyjny Lokum Deweloper S.A. <span class="_ _8"></span>..<span class="_ _0"></span>.................................................................................<span class="_ _3"></span>.................................................. <span class="_ _5"></span>42<span class="ff1 fs3"> </span></div><div class="t m0 x13 h13 y42 ff1 fs0 fc0 sc0 ls0 ws0">4.1.<span class="fs3"> <span class="_ _2"> </span></span>Zbiór zasad ładu korporacyjnego,<span class="_ _0"></span> któremu podlega emitent <span class="_ _8"></span>.......<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>.. <span class="_ _5"></span>42<span class="fs3"> </span></div><div class="t m0 x13 h13 y43 ff1 fs0 fc0 sc0 ls0 ws0">4.2.<span class="fs3"> <span class="_ _2"> </span></span>Odstąpienia od postanowień zbioru zasad ładu korporacyjnego<span class="_ _0"></span> ....................................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>...... <span class="_ _5"></span>42<span class="fs3"> </span></div><div class="t m0 x13 h13 y44 ff1 fs0 fc0 sc0 ls0 ws0">4.3.<span class="fs3"> <span class="_ _2"> </span></span>Opis głów<span class="_ _0"></span>nych cech stosowanych w przedsiębiorstwie emitenta systemów<span class="_ _0"></span> kontroli wewnętrznej  i zarządzania ryzykiem w </div><div class="t m0 x14 h13 y45 ff1 fs0 fc0 sc0 ls0 ws0">odniesieniu do procesu sporządzania sprawozdań finansowy<span class="_ _0"></span>ch  i skonsolidowanych sprawozdań finansowych <span class="_ _6"></span>.......................<span class="_ _0"></span>......... <span class="_ _5"></span>44<span class="fs3"> </span></div><div class="t m0 x13 h13 y46 ff1 fs0 fc0 sc0 ls0 ws0">4.4.<span class="fs3"> <span class="_ _2"> </span></span>Stosowanie polityki  różnorodno<span class="_ _0"></span>ści w odniesieniu do zarządu i rady nadzorc<span class="_ _0"></span>zej <span class="_ _5"></span>..........................<span class="_ _0"></span>..................<span class="_ _0"></span>.......................<span class="_ _0"></span>............... <span class="_ _6"></span>44<span class="fs3"> </span></div><div class="t m0 x13 h13 y47 ff1 fs0 fc0 sc0 ls0 ws0">4.5.<span class="fs3"> <span class="_ _2"> </span></span>Kapitał zakłado<span class="_ _0"></span>wy <span class="_ _8"></span>.<span class="_ _0"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.......... <span class="_ _5"></span>45<span class="fs3"> </span></div><div class="t m0 x13 h13 y48 ff1 fs0 fc0 sc0 ls0 ws0">4.6.<span class="fs3"> <span class="_ _2"> </span></span>Akcjonariat <span class="_ _6"></span>.......<span class="_ _0"></span>.......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>............ <span class="_ _6"></span>45<span class="fs3"> </span></div><div class="t m0 x13 h13 y49 ff1 fs0 fc0 sc0 ls0 ws0">4.7.<span class="fs3"> <span class="_ _2"> </span></span>Po<span class="_ _0"></span>siadacze wszelkich papierów wartościowych, które dają specjalne uprawnienia kontrolne, wraz  <span class="_ _0"></span>z opisem tych uprawnień ......... <span class="_ _5"></span>46<span class="fs3"> </span></div><div class="t m0 x13 h13 y4a ff1 fs0 fc0 sc0 ls0 ws0">4.8.<span class="fs3"> <span class="_ _2"> </span></span>Ograniczenia praw z akcji <span class="_ _6"></span>..................................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>...... <span class="_ _5"></span>46<span class="fs3"> </span></div><div class="t m0 x13 h13 y4b ff1 fs0 fc0 sc0 ls0 ws0">4.9.<span class="fs3"> <span class="_ _2"> </span></span>Wskazanie wszelkich ograniczeń <span class="_ _0"></span>dotyczącyc<span class="_ _0"></span>h przenoszenia prawa własności papierów wartościowych emitenta <span class="_ _8"></span>.<span class="_ _0"></span>..................<span class="_ _0"></span>.......... <span class="_ _5"></span>46<span class="fs3"> </span></div><div class="t m0 x13 h13 y4c ff1 fs0 fc0 sc0 ls0 ws0">4.10.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Opis zasad dotyczących powoływania i odwoływ<span class="_ _0"></span>ania osób zarządzających oraz ich uprawnień,  w szczególności prawo do podjęcia </span></span></div><div class="t m0 x14 h13 y4d ff1 fs0 fc0 sc0 ls0 ws0">decyzji o emisji lub wykupie akcji <span class="_ _8"></span>....................................<span class="_ _0"></span>..................<span class="_ _0"></span>.......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>............... <span class="_ _6"></span>47<span class="fs3"> </span></div><div class="t m0 x13 h13 y4e ff1 fs0 fc0 sc0 ls0 ws0">4.11.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Zmiana Statutu Spółki <span class="_ _8"></span>...............<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>..................<span class="_ _0"></span>.......................<span class="_ _0"></span>....... <span class="_ _5"></span>47<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y4f ff1 fs0 fc0 sc0 ls0 ws0">4.12.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Walne Zgromadzenie Spółki ..<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>.............. <span class="_ _5"></span>47<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y50 ff1 fs0 fc0 sc0 ls0 ws0">4.13.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Zarząd .................................<span class="_ _0"></span>................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>..................<span class="_ _0"></span>................... <span class="_ _6"></span>48<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y51 ff1 fs0 fc0 sc0 ls0 ws0">4.14.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Rada nadzorcza <span class="_ _8"></span>..............................<span class="_ _0"></span>.....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>....... <span class="_ _5"></span>49<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y52 ff1 fs0 fc0 sc0 ls0 ws0">4.15.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Komitet Audytu <span class="_ _5"></span>.<span class="_ _0"></span>..............<span class="_ _0"></span>..........................<span class="_ _0"></span>................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>............... <span class="_ _6"></span>51<span class="fs3"> </span></span></span></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">2</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 y1f ff3 fs0 fc0 sc0 ls0 ws0">5.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Pozostałe informacje ...............................................<span class="_ _3"></span>....................................................................................<span class="_ _3"></span>................................ <span class="_ _5"></span>53<span class="ff1 fs3"> </span></div><div class="t m0 x13 h13 y20 ff1 fs0 fc0 sc0 ls0 ws0">5.1.<span class="fs3"> <span class="_ _2"> </span></span>Wskazanie postępow<span class="_ _0"></span>ań toczących się przed sądem, organem właściwym dla postępowania arbitraż<span class="_ _0"></span>owego lub organem </div><div class="t m0 x14 h13 y21 ff1 fs0 fc0 sc0 ls0 ws0">administracji publicznej <span class="_ _5"></span>.....<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>........................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>............. <span class="_ _5"></span>53<span class="fs3"> </span></div><div class="t m0 x13 h13 y22 ff1 fs0 fc0 sc0 ls0 ws0">5.2.<span class="fs3"> <span class="_ _2"> </span></span>Informacje o<span class="_ _0"></span> zawartych umowach znaczących dla działalności emitenta, w tym znanych emitentowi umo<span class="_ _0"></span>wach zawartyc<span class="_ _0"></span>h pomiędzy </div><div class="t m0 x14 h13 y23 ff1 fs0 fc0 sc0 ls0 ws0">akcjonariuszami (wspólnikami), umowac<span class="_ _0"></span>h ubezpieczenia, współpracy lub kooperacji <span class="_ _7"></span>....<span class="_ _0"></span>......................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>..... <span class="_ _5"></span>53<span class="fs3"> </span></div><div class="t m0 x13 h13 y24 ff1 fs0 fc0 sc0 ls0 ws0">5.3.<span class="fs3"> <span class="_ _2"> </span></span>Transakcje z podmiotami po<span class="_ _0"></span>wiązanymi <span class="_ _8"></span>....................................<span class="_ _0"></span>........................<span class="_ _0"></span>...................<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>... <span class="_ _5"></span>54<span class="fs3"> </span></div><div class="t m0 x13 h13 y25 ff1 fs0 fc0 sc0 ls0 ws0">5.4.<span class="fs3"> <span class="_ _2"> </span></span>Objaśnienie różnic pomiędzy w<span class="_ _0"></span>ynikami finansowymi wykazanymi w raporcie rocznym a wcześ<span class="_ _0"></span>niej publikowanymi prognozami </div><div class="t m0 x14 h13 y26 ff1 fs0 fc0 sc0 ls0 ws0">wyników na dany rok ............<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.................<span class="_ _0"></span>.........................<span class="_ _0"></span>....... <span class="_ _5"></span>54<span class="fs3"> </span></div><div class="t m0 x13 h13 y27 ff1 fs0 fc0 sc0 ls0 ws0">5.5.<span class="fs3"> <span class="_ _2"> </span></span>Zmiany w podstawow<span class="_ _0"></span>ych zasadach zarządzania przedsiębiorstwem emitenta i jego grupą kapitałow<span class="_ _0"></span>ą <span class="_ _8"></span>.<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>.... <span class="_ _5"></span>54<span class="fs3"> </span></div><div class="t m0 x13 h13 y28 ff1 fs0 fc0 sc0 ls0 ws0">5.6.<span class="fs3"> <span class="_ _2"> </span></span>Wszelkie umowy za<span class="_ _0"></span>warte między emitentem a osobami zarządzającymi, przewidujące rekompensatę w przypadku ich rezygnacji l<span class="_ _0"></span>ub </div><div class="t m0 x14 h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">zwolnienia z zajmow<span class="_ _0"></span>anego stanowiska be<span class="_ _3"></span>z ważnej przyczyny lub gdy ich odwoła<span class="_ _0"></span>nie lub zwolnienie następuje z powodu połączenia </div><div class="t m0 x14 h13 y2a ff1 fs0 fc0 sc0 ls0 ws0">emitent przez przejęcie <span class="_ _8"></span>..................<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>....................<span class="_ _0"></span>.....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>.... <span class="_ _5"></span>54<span class="fs3"> </span></div><div class="t m0 x13 h13 y2b ff1 fs0 fc0 sc0 ls0 ws0">5.7.<span class="fs3"> <span class="_ _2"> </span></span>Wartość w<span class="_ _0"></span>ynagrodzeń, nagród lub korzyści, w tym wy<span class="_ _0"></span>nikających z programów motywacyjnych członków zarządu i rady nadzorczej</div><div class="t m0 x14 h13 y2c ff1 fs0 fc0 sc0 ls0 ws0"> ....................<span class="_ _0"></span>.....................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>..................<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span> <span class="_ _5"></span>54<span class="fs3"> </span></div><div class="t m0 x13 h13 y2d ff1 fs0 fc0 sc0 ls0 ws0">5.8.<span class="fs3"> <span class="_ _2"> </span></span>Wszelkie zobowiąza<span class="_ _0"></span>nia wynikające z emerytur i świadczeń o podobnym charakterze dl<span class="_ _0"></span>a byłych członków zarządu, rady nadzorczej <span class="_ _6"></span>56<span class="fs3"> </span></div><div class="t m0 x13 h13 y2e ff1 fs0 fc0 sc0 ls0 ws0">5.9.<span class="fs3"> <span class="_ _2"> </span></span>Łączna liczba i war<span class="_ _0"></span>tość nominalna wszystkich akcji emitenta oraz akcji i udziałów o<span class="_ _0"></span>dpowiednio  w podmiotach powiązanych </div><div class="t m0 x14 h13 y2f ff1 fs0 fc0 sc0 ls0 ws0">emitenta, będących w posiadaniu osób zarządzaj<span class="_ _0"></span>ących i nadzorujących emitenta <span class="_ _6"></span>.<span class="_ _0"></span>........................<span class="_ _0"></span>.................<span class="_ _0"></span>..........................<span class="_ _0"></span>.......... <span class="_ _5"></span>56<span class="fs3"> </span></div><div class="t m0 x13 h13 y30 ff1 fs0 fc0 sc0 ls0 ws0">5.10.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Informacje o znanych emitentowi umowach (w<span class="_ _0"></span> tym również zawartych po dniu bilansowym), w w<span class="_ _0"></span>yniku których mogą w przyszłości </span></span></div><div class="t m0 x14 h13 y31 ff1 fs0 fc0 sc0 ls0 ws0">nastąpić zmiany w proporcjach posiadanych akcji przez dotychczasow<span class="_ _0"></span>ych akcjonariuszy i obligatariuszy <span class="_ _8"></span>.......<span class="_ _0"></span>..................<span class="_ _0"></span>................. <span class="_ _5"></span>5<span class="_ _0"></span>7<span class="fs3"> </span></div><div class="t m0 x13 h13 y32 ff1 fs0 fc0 sc0 ls0 ws0">5.11.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Informacje o systemie kontroli programów<span class="_ _0"></span> akcji pracowniczych <span class="_ _8"></span>....................................<span class="_ _0"></span>.........................<span class="_ _0"></span>.................<span class="_ _0"></span>........................<span class="_ _0"></span>.... <span class="_ _5"></span>57<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y33 ff1 fs0 fc0 sc0 ls0 ws0">5.12.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Firma audytorska uprawniona do badania sprawozdań <span class="_ _8"></span>.................<span class="_ _0"></span>.....................<span class="_ _0"></span>....................<span class="_ _0"></span>......................<span class="_ _0"></span>...................<span class="_ _0"></span>..................... <span class="_ _6"></span>57<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y34 ff1 fs0 fc0 sc0 ls0 ws0">5.13.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Pozostałe zdarzenia istotnie wpływając<span class="_ _0"></span>e na działalność jednostki I Grupy Kapitałowej, jakie nastąpiły w ro<span class="_ _0"></span>ku obrotowym <span class="_ _8"></span>............... <span class="_ _5"></span>57<span class="fs3"> </span></span></span></div><div class="t m0 x13 h13 y35 ff1 fs0 fc0 sc0 ls0 ws0">5.14.<span class="fs3"> <span class="_ _9"></span><span class="fs0">Zdarzenia następujące po zakończeniu okresu sprawozdawc<span class="_ _0"></span>zego <span class="_ _5"></span>.................<span class="_ _0"></span>.......................<span class="_ _0"></span>...................<span class="_ _0"></span>......................<span class="_ _0"></span>.....................<span class="_ _0"></span>.. <span class="_ _5"></span>58<span class="fs3"> </span></span></span></div><div class="t m0 xc h13 y36 ff3 fs0 fc0 sc0 ls0 ws0">6.<span class="ff1 fs3"> <span class="_ _4"> </span></span>Zatwierdzenie do publikacji <span class="_ _3"></span>.......................................................<span class="_ _3"></span>....................................................................................<span class="_ _3"></span>.............. <span class="_ _6"></span>59<span class="ff1 fs3"> </span></div><div class="t m0 xc h12 y37 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">3</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">1.<span class="ff4"> <span class="_ _a"> </span></span>Charakterystyka Lokum Dewelo<span class="_ _3"></span>per S.A. i Grupy Kapit<span class="_ _3"></span>ałowej Lokum Dewelop<span class="_ _3"></span>er </div><div class="t m0 xc h13 y54 ff1 fs3 fc3 sc0 ls0 ws0">1.1.<span class="ff5"> <span class="_ _b"> </span></span>Informacje ogó<span class="_ _0"></span>lne </div><div class="t m0 xc h11 y55 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h15 y25 ff1 fs9 fc0 sc0 ls0 ws0">Pełna nazwa (fir<span class="_ _3"></span>ma) jednostki<span class="_ _3"></span> dominującej </div><div class="t m0 x17 h15 y56 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er Spółka Akcyjn<span class="_ _3"></span>a </div><div class="t m0 x16 h15 y57 ff1 fs9 fc0 sc0 ls0 ws0">Oznaczenie for<span class="_ _3"></span>my prawnej  <span class="_ _c"> </span>spółka akcyj<span class="_ _3"></span>na </div><div class="t m0 x16 h15 y58 ff1 fs9 fc0 sc0 ls0 ws0">Siedziba  <span class="_ _d"> </span>Wrocław </div><div class="t m0 x16 h15 y59 ff1 fs9 fc0 sc0 ls0 ws0">Adres <span class="_ _e"> </span>ul. Krawiecka <span class="_ _3"></span>1 lok. 101, 50-148 Wrocław </div><div class="t m0 x16 h15 y5a ff1 fs9 fc0 sc0 ls0 ws0">NIP  <span class="_ _f"> </span>8992725235 </div><div class="t m0 x16 h15 y5b ff1 fs9 fc0 sc0 ls0 ws0">REGON  <span class="_ _10"> </span>021677137 </div><div class="t m0 x16 h15 y5c ff1 fs9 fc0 sc0 ls0 ws0">Sąd rejestr<span class="_ _3"></span>owy  </div><div class="t m0 x17 h15 y5d ff1 fs9 fc0 sc0 ls0 ws0">Sąd Rejonowy d<span class="_ _3"></span>la Wrocławia-Fabryczne<span class="_ _3"></span>j we Wrocławiu<span class="_ _3"></span> </div><div class="t m0 x17 h15 y5e ff1 fs9 fc0 sc0 ls0 ws0">VI Wydział Gospod<span class="_ _3"></span>arczy Krajowego R<span class="_ _3"></span>ejestru Sąd<span class="_ _3"></span>owego </div><div class="t m0 x16 h15 y5f ff1 fs9 fc0 sc0 ls0 ws0">Data rejest<span class="_ _3"></span>racji  <span class="_ _11"> </span>11 sierpnia<span class="_ _3"></span> 2011 </div><div class="t m0 x16 h15 y60 ff1 fs9 fc0 sc0 ls0 ws0">KRS  <span class="_ _12"> </span>0000392828 </div><div class="t m0 x16 h15 y61 ff1 fs9 fc0 sc0 ls0 ws0">Kapitał zakładowy  <span class="_ _13"> </span>3 600 000,00 PLN<span class="_ _3"></span> </div><div class="t m0 xc h11 y62 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y63 ff1 fs0 fc0 sc0 ls0 ws0">Zawarte <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _14"></span>treści <span class="_ _0"></span>ni<span class="_ _0"></span>niejszego <span class="_ _0"></span>spraw<span class="_ _0"></span>ozdania <span class="_ _14"></span>zarządu <span class="_ _14"></span>określenia: <span class="_ _0"></span>„<span class="_ _0"></span>Spółka”, <span class="_ _14"></span>„Emitent”, <span class="_ _0"></span>„Lo<span class="_ _0"></span>kum <span class="_ _14"></span>Deweloper <span class="_ _0"></span>S.<span class="_ _0"></span>A.”, <span class="_ _0"></span>„je<span class="_ _0"></span>dnostka <span class="_ _14"></span>dominująca” <span class="_ _0"></span>lub<span class="_ _0"></span> </div><div class="t m0 xc h2 y64 ff1 fs0 fc0 sc0 ls0 ws0">inne sformułowania o p<span class="_ _3"></span>odobnym znaczeniu oraz ich <span class="_ _3"></span>odmiany, odnoszą się do Lokum <span class="_ _3"></span>Deweloper Spółki Akcyjnej, natomiast „Grupa”, „Grupa </div><div class="t m0 xc h2 y65 ff1 fs0 fc0 sc0 ls0 ws0">Kapitałowa”, „Grupa Kapitałowa Lokum Deweloper” lub inne sfor<span class="_ _0"></span>mułowania o podobnym znaczeniu oraz ich odmiany odnoszą się do Grupy </div><div class="t m0 xc h2 y66 ff1 fs0 fc0 sc0 ls0 ws0">Kapitałowej Lokum <span class="_ _7"></span>Deweloper, <span class="_ _3"></span>w <span class="_ _7"></span>skład <span class="_ _3"></span>której <span class="_ _7"></span>w<span class="_ _0"></span>chodzi <span class="_ _3"></span>Lokum D<span class="_ _3"></span>eweloper<span class="_ _3"></span> <span class="_ _3"></span>Spółka <span class="_ _3"></span>Akcyjna <span class="_ _7"></span>oraz podmioty <span class="_ _3"></span>podlegające <span class="_ _7"></span>konsolidacji, <span class="_ _3"></span>dla <span class="_ _3"></span>których </div><div class="t m0 xc h2 y67 ff1 fs0 fc0 sc0 ls0 ws0">stosuje się określenia: „jednostka zależna”, „spółka operacyjna” lu<span class="_ _0"></span>b inne sformułowania o podobnym znaczeniu oraz ich odmiany. </div><div class="t m0 xc h2 y68 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 xc h2 y69 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _15"> </span>z <span class="_ _15"> </span>działa<span class="_ _0"></span>lności <span class="_ _15"> </span>Gr<span class="_ _0"></span>upy <span class="_ _15"> </span>Kapitałow<span class="_ _0"></span>ej <span class="_ _15"> </span>Lokum <span class="_ _16"> </span>Deweloper <span class="_ _15"> </span>obejmuje <span class="_ _15"> </span>sprawozdanie <span class="_ _16"> </span>zarządu <span class="_ _15"> </span>z <span class="_ _16"> </span>działalności <span class="_ _15"> </span>Emitenta <span class="_ _16"> </span>i <span class="_ _15"> </span>Grupy </div><div class="t m0 xc h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Kapitałowej. </div><div class="t m0 xc h13 y6b ff1 fs3 fc3 sc0 ls0 ws0">1.2.<span class="ff5"> <span class="_ _b"> </span></span>Przedmiot działalno<span class="_ _0"></span>ści </div><div class="t m0 xc h2 y6c ff1 fs0 fc0 sc0 ls0 ws0">Lokum <span class="_ _0"></span>Deweloper <span class="_ _0"></span>S.A. <span class="_ _0"></span>pełni <span class="_ _0"></span>w <span class="_ _14"></span>Grupie K<span class="_ _0"></span>apitałowej <span class="_ _0"></span>ro<span class="_ _0"></span>lę spółki <span class="_ _14"></span>holdingowej. <span class="_ _0"></span>Spółka <span class="_ _0"></span>sprawuje <span class="_ _0"></span>nadzó<span class="_ _0"></span>r <span class="_ _0"></span>nad <span class="_ _0"></span>spółkami <span class="_ _0"></span>celowymi <span class="_ _0"></span>i<span class="_ _0"></span> opera<span class="_ _0"></span>cyjnymi </div><div class="t m0 xc h2 y6d ff1 fs0 fc0 sc0 ls0 ws0">oraz obejmuje spółki zależne pełną obsługą organizacyjną, prawną<span class="_ _0"></span> i techniczną. </div><div class="t m0 xc h2 y6e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y6f ff1 fs0 fc0 sc0 ls0 ws0">Rolą Spółki jest:  </div><div class="t m0 x18 h2 y70 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">analiza zmian zachodzących na rynku nieruchomości, w szc<span class="_ _0"></span>zególności w sektorach prowadzonej działalności deweloperskiej; </span></span></div><div class="t m0 x18 h2 y71 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">wyszukiwanie <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>grunt<span class="_ _0"></span>owych, <span class="_ _14"></span>kontakty <span class="_ _0"></span>z <span class="_ _0"></span>firmami <span class="_ _14"></span>pośredn<span class="_ _3"></span>iczącymi <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>obrocie <span class="_ _14"></span>nieruchomościami, <span class="_ _0"></span>przeprowadzanie <span class="_ _0"></span>analiz </span></span></div><div class="t m0 x19 h2 y72 ff1 fs0 fc0 sc0 ls0 ws0">nabywanej nieruchomości, prowadzenie negocjacji dotyczą<span class="_ _0"></span>cych zakupu nieruchomości; </div><div class="t m0 x18 h2 y73 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">stworzenie <span class="_ _1"> </span>we <span class="_ _18"> </span>współpracy <span class="_ _18"> </span>z  arch<span class="_ _3"></span>itektami <span class="_ _18"> </span>koncepcji <span class="_ _1"> </span>zabudowy, <span class="_ _18"> </span>nadzór  n<span class="_ _3"></span>ad <span class="_ _18"> </span>wykonaniem <span class="_ _18"> </span>proj<span class="_ _0"></span>ektu, <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _18"> </span>celu <span class="_ _18"> </span>uzyskania <span class="_ _18"> </span>n<span class="_ _0"></span>iezbędnych </span></span></div><div class="t m0 x19 h2 y74 ff1 fs0 fc0 sc0 ls0 ws0">pozwoleń i zgód administracyjnych; </div><div class="t m0 x18 h2 y75 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">nabywanie na rzecz spółek operacyjnych nieruchomości w c<span class="_ _0"></span>elu realizacji projektów deweloperskich; </span></span></div><div class="t m0 x18 h2 y76 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">prowadzenie negocjacji w zak<span class="_ _0"></span>resie pozyskania fin<span class="_ _3"></span>ansowania; </span></span></div><div class="t m0 x18 h2 y77 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">pozyskanie finansowania na realizację proj<span class="_ _0"></span>ektów deweloperskich; </span></span></div><div class="t m0 x18 h2 y78 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">przygotowanie budowy i pozyskiwanie podwykonawc<span class="_ _0"></span>ów robót budowlanych; </span></span></div><div class="t m0 x18 h2 y79 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">pełnienie funkcji inwestora zastępczego o<span class="_ _0"></span>raz komercjalizacja inwestycji dla Lokum Deweloper FIZ; </span></span></div><div class="t m0 x18 h2 y7a ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sprawowanie <span class="_ _19"> </span>funkcji <span class="_ _19"> </span>nadzorczych <span class="_ _19"> </span>i <span class="_ _19"> </span>zarządczych, <span class="_ _19"> </span>w<span class="_ _0"></span> <span class="_ _19"> </span>tym <span class="_ _19"> </span>w <span class="_ _19"> </span>zakresie <span class="_ _19"> </span>nadzoru <span class="_ _19"> </span>technicznego, <span class="_ _19"> </span>nad <span class="_ _19"> </span>projektami <span class="_ _19"> </span>deweloperskimi </span></span></div><div class="t m0 x19 h2 y7b ff1 fs0 fc0 sc0 ls0 ws0">realizowanymi przez spółki operacyjne obejmujące m.in. kontrolę <span class="_ _0"></span>i przebieg, w tym terminowo<span class="_ _0"></span>ści i prawidłowości; </div><div class="t m0 x18 h2 y7c ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">prowadzenie <span class="_ _7"></span>działa<span class="_ _0"></span>ń <span class="_ _7"></span>marketingo<span class="_ _0"></span>wych <span class="_ _3"></span>i <span class="_ _7"></span>PR oraz <span class="_ _8"></span>o<span class="_ _0"></span>rganizacja <span class="_ _3"></span>sprzedaży <span class="_ _7"></span>wybudowanych miesz<span class="_ _3"></span>kań <span class="_ _3"></span>i <span class="_ _7"></span>domów <span class="_ _3"></span>oraz <span class="_ _7"></span>sprzedaż i<span class="_ _3"></span> <span class="_ _7"></span>w<span class="_ _0"></span>ynajem <span class="_ _7"></span>lokali </span></span></div><div class="t m0 x19 h2 y7d ff1 fs0 fc0 sc0 ls0 ws0">użytkowych;  </div><div class="t m0 x18 h2 y7e ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">analiza otoczenia prawnego w zakresie zawieranych umów; </span></span></div><div class="t m0 x18 h2 y7f ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">kontakty z klientami i kontrahentami; </span></span></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">4</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x18 h2 y80 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">prowadzenie obsługi administracyjnej i księgowej na rzecz spół<span class="_ _0"></span>ek operacyjnych. </span></span></div><div class="t m0 xc h2 y81 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y82 ff1 fs0 fc0 sc0 ls0 ws0">Grupa Kapitałowa Lok<span class="_ _0"></span>um Deweloper prowadzi działalność w za<span class="_ _0"></span>kresie budowy, sprzedaży, w<span class="_ _0"></span>ynajmu oraz świadczenia u<span class="_ _0"></span>sług zakwaterow<span class="_ _0"></span>ania </div><div class="t m0 xc h2 y83 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości lokalow<span class="_ _0"></span>ych we Wrocławiu i Krakowie. </div><div class="t m0 xc h2 y84 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y85 ff1 fs0 fc0 sc0 ls0 ws0">Inwestycje realizowane są w jedno<span class="_ _0"></span>stkach zależnych.  </div><div class="t m0 xc h2 y86 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y87 ff1 fs0 fc0 sc0 ls0 ws0">Grupa Kapi<span class="_ _3"></span>tałowa Lokum D<span class="_ _3"></span>eweloper spe<span class="_ _3"></span>cjalizuje się <span class="_ _7"></span>w<span class="_ _0"></span> budownictwie mie<span class="_ _3"></span>szkaniowym wielorodzinnym. Gru<span class="_ _3"></span>pa koncentruje <span class="_ _3"></span>swoją działalność </div><div class="t m0 xc h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _3"></span>rynku wrocławskim <span class="_ _3"></span>i <span class="_ _3"></span>krakowskim. Inwestycje <span class="_ _7"></span>r<span class="_ _0"></span>ealizowane są<span class="_ _3"></span> w wysel<span class="_ _3"></span>ekcjonowanych lokalizacjach, <span class="_ _3"></span>które <span class="_ _3"></span>generują <span class="_ _3"></span>duży i <span class="_ _3"></span>stabilny popyt <span class="_ _3"></span>na </div><div class="t m0 xc h2 y89 ff1 fs0 fc0 sc0 ls0 ws0">produkt <span class="_ _1a"></span>o <span class="_ _1a"></span>wysokim <span class="_ _1a"></span>pot<span class="_ _0"></span>encjale <span class="_ _1a"></span>rentowno<span class="_ _0"></span>ści <span class="_ _1a"></span>i <span class="_ _1a"></span>dużych <span class="_ _1a"></span>walorach <span class="_ _1b"></span>funkcjonalnych. <span class="_ _1a"></span>Istotną <span class="_ _1a"></span>c<span class="_ _0"></span>echą <span class="_ _1a"></span>dystynktywną <span class="_ _1a"></span>realizow<span class="_ _0"></span>anych <span class="_ _1a"></span>projektów<span class="_ _0"></span> <span class="_ _1a"></span>jest </div><div class="t m0 xc h2 y8a ff1 fs0 fc0 sc0 ls0 ws0">estetyka zagospodarowania części wspólnych: nasycenie zielenią, strefy aktywnego wypoczy<span class="_ _0"></span>nku, bogato aranżowane place zabaw dla dzieci </div><div class="t m0 xc h2 y8b ff1 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _14"></span>atrakcyjna <span class="_ _14"></span>architektura <span class="_ _0"></span>i <span class="_ _14"></span>ład <span class="_ _14"></span>przestrzenny. <span class="_ _14"></span>Lokaliza<span class="_ _0"></span>cja <span class="_ _14"></span>każdej <span class="_ _0"></span>inwestycji <span class="_ _14"></span>spełnia <span class="_ _14"></span>również <span class="_ _14"></span>warunek <span class="_ _14"></span>dogodnego <span class="_ _14"></span>dostępu <span class="_ _14"></span>do <span class="_ _14"></span>komu<span class="_ _0"></span>nikacji </div><div class="t m0 xc h2 y8c ff1 fs0 fc0 sc0 ls0 ws0">miejskiej, <span class="_ _14"></span>za<span class="_ _0"></span>plecza <span class="_ _1a"></span>edukac<span class="_ _0"></span>yjnego, <span class="_ _1a"></span>medycznego,<span class="_ _0"></span> <span class="_ _1a"></span>kulturalnego <span class="_ _1a"></span>czy<span class="_ _0"></span> <span class="_ _1a"></span>handlowo-usługowego. <span class="_ _1b"></span>Komfort <span class="_ _1b"></span>życia <span class="_ _1a"></span>i <span class="_ _1a"></span>bezpieczeństwo <span class="_ _1a"></span>m<span class="_ _0"></span>ieszkańcó<span class="_ _0"></span>w <span class="_ _1a"></span>to </div><div class="t m0 xc h2 y8d ff1 fs0 fc0 sc0 ls0 ws0">szczególne <span class="_ _0"></span>priorytety, <span class="_ _14"></span>które <span class="_ _0"></span>są <span class="_ _14"></span>realizow<span class="_ _0"></span>ane <span class="_ _0"></span>poprzez <span class="_ _0"></span>przemyślane <span class="_ _14"></span>rozw<span class="_ _0"></span>iązania <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _14"></span>dodatkowej <span class="_ _0"></span>infrast<span class="_ _0"></span>ruktury <span class="_ _0"></span>w <span class="_ _0"></span>po<span class="_ _0"></span>staci <span class="_ _0"></span>mo<span class="_ _0"></span>nitoringu </div><div class="t m0 xc h2 y8e ff1 fs0 fc0 sc0 ls0 ws0">i ochrony osiedla oraz <span class="_ _3"></span>miejsc postojowych w zamkniętych gar<span class="_ _3"></span>ażach. Grupa specjalizuje się <span class="_ _3"></span>w realizacjach osiedli, których wielkość <span class="_ _3"></span>to kilkaset </div><div class="t m0 xc h2 y8f ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _1"> </span>więcej  mieszkań <span class="_ _18"> </span>w  jednej <span class="_ _1"> </span>lokalizacji.  Założony <span class="_ _1"> </span>rygor <span class="_ _1"> </span>projektowo-wy<span class="_ _0"></span>konawczy <span class="_ _1"> </span>we <span class="_ _1"> </span>właściwy  sposób <span class="_ _18"> </span>odpow<span class="_ _0"></span>iada <span class="_ _1"> </span>na  potrzeb<span class="_ _3"></span>y  zarówn<span class="_ _3"></span>o </div><div class="t m0 xc h2 y90 ff1 fs0 fc0 sc0 ls0 ws0">nabywców <span class="_ _16"> </span>szukającyc<span class="_ _0"></span>h <span class="_ _16"> </span>lokali <span class="_ _16"> </span>dając<span class="_ _0"></span>ych <span class="_ _16"> </span>atrakcyjną <span class="_ _16"> </span>stopę <span class="_ _16"> </span>zw<span class="_ _0"></span>rotu, <span class="_ _16"> </span>przy <span class="_ _1c"> </span>wykorzystaniu <span class="_ _16"> </span>funkcji <span class="_ _1c"> </span>najmu, <span class="_ _16"> </span>jak <span class="_ _16"> </span>rów<span class="_ _0"></span>nież <span class="_ _16"> </span>tych, <span class="_ _16"> </span>którz<span class="_ _0"></span>y <span class="_ _16"> </span>mają </div><div class="t m0 xc h2 y91 ff1 fs0 fc0 sc0 ls0 ws0">sprecyzowane <span class="_ _1a"></span>wymagania <span class="_ _1a"></span>w <span class="_ _1b"></span>zakresie <span class="_ _1a"></span>w<span class="_ _0"></span>łasnych <span class="_ _1a"></span>potrzeb <span class="_ _1a"></span>miesz<span class="_ _0"></span>kaniow<span class="_ _0"></span>ych. <span class="_ _1a"></span>Oferowane <span class="_ _1a"></span>lokale <span class="_ _1a"></span>sprze<span class="_ _0"></span>dawane <span class="_ _1a"></span>są <span class="_ _1b"></span>zarówno <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>tzw. <span class="_ _1b"></span>standardzie </div><div class="t m0 xc h2 y92 ff1 fs0 fc0 sc0 ls0 ws0">deweloperskim, <span class="_ _0"></span>jak <span class="_ _0"></span>t<span class="_ _0"></span>eż <span class="_ _0"></span>z <span class="_ _0"></span>w<span class="_ _0"></span>ykończeniem <span class="_ _0"></span>„pod <span class="_ _0"></span>klucz”. <span class="_ _14"></span>Przystępność <span class="_ _14"></span>cenowa <span class="_ _0"></span>połączona <span class="_ _0"></span>z <span class="_ _14"></span>wysoką <span class="_ _0"></span>jakością <span class="_ _14"></span>osiedli i <span class="_ _0"></span>sam<span class="_ _0"></span>ych <span class="_ _0"></span>mieszkań <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>ic<span class="_ _0"></span>h </div><div class="t m0 xc h2 y93 ff1 fs0 fc0 sc0 ls0 ws0">lokalizacja <span class="_ _1d"> </span>–  odporna  na <span class="_ _1d"> </span>zmieniające <span class="_ _1d"> </span>się  mody  rynkow<span class="_ _0"></span>e  – <span class="_ _1d"> </span>gwarantuje  Grupie <span class="_ _1d"> </span>stabilną  sprzed<span class="_ _0"></span>aż <span class="_ _1d"> </span>z  za<span class="_ _0"></span>chowaniem  dobrej  rentowno<span class="_ _0"></span>ści </div><div class="t m0 xc h2 y94 ff1 fs0 fc0 sc0 ls0 ws0">umożliwiającej jej stały rozwó<span class="_ _0"></span>j. </div><div class="t m0 xc h2 y95 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _0"></span>prowadzo<span class="_ _0"></span>ne <span class="_ _0"></span>są <span class="_ _14"></span>z <span class="_ _14"></span>wykorzystaniem <span class="_ _14"></span>własnego <span class="_ _14"></span>nadzoru <span class="_ _0"></span>na<span class="_ _0"></span>d <span class="_ _14"></span>przygotowaniem <span class="_ _0"></span>i <span class="_ _14"></span>realizacją <span class="_ _14"></span>w <span class="_ _14"></span>trybie <span class="_ _14"></span>generalnego <span class="_ _14"></span>wykonawstwa <span class="_ _14"></span>przy </div><div class="t m0 xc h2 y97 ff1 fs0 fc0 sc0 ls0 ws0">udziale <span class="_ _0"></span>podmiotów <span class="_ _0"></span>zewnętrznych, <span class="_ _0"></span>co <span class="_ _0"></span>daje <span class="_ _0"></span>Grupie <span class="_ _0"></span>pełną<span class="_ _0"></span> <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad p<span class="_ _0"></span>rocesem <span class="_ _0"></span>inwestycyjnym,<span class="_ _0"></span> g<span class="_ _0"></span>warancję <span class="_ _0"></span>wysokiej <span class="_ _0"></span>jakości <span class="_ _0"></span>zastosow<span class="_ _0"></span>anych </div><div class="t m0 xc h2 y98 ff1 fs0 fc0 sc0 ls0 ws0">materiałów  i<span class="_ _3"></span> <span class="_ _1"> </span>właściwego  ich <span class="_ _18"> </span>wbudowania, <span class="_ _1"> </span>zdolność  do <span class="_ _18"> </span>szybkiego  reagowania <span class="_ _18"> </span>na  oczekiwane <span class="_ _1"> </span>przez <span class="_ _1"> </span>rynek <span class="_ _1"> </span>zmiany  produktu <span class="_ _18"> </span>i  pozwala </div><div class="t m0 xc h2 y66 ff1 fs0 fc0 sc0 ls0 ws0">racjonalnie <span class="_ _1b"></span>ogran<span class="_ _0"></span>iczyć <span class="_ _1b"></span>k<span class="_ _0"></span>oszty <span class="_ _1b"></span>realizac<span class="_ _0"></span>ji. <span class="_ _1b"></span>Długoletnie <span class="_ _18"> </span>relacje <span class="_ _1b"></span>handlo<span class="_ _0"></span>we <span class="_ _18"></span>ze <span class="_ _1b"></span>sprawdzonymi <span class="_ _1b"></span>po<span class="_ _0"></span>dwykonawcami <span class="_ _18"> </span>pozwalają <span class="_ _1b"></span>utrzymyw<span class="_ _0"></span>ać <span class="_ _1b"></span>koszty </div><div class="t m0 xc h2 y99 ff1 fs0 fc0 sc0 ls0 ws0">realizacji na racjonalnym poziomie. </div><div class="t m0 xc h2 y9a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _18"> </span>ramach <span class="_ _18"></span>Grupy <span class="_ _1b"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _18"> </span>Lokum <span class="_ _18"></span>Deweloper, <span class="_ _1b"></span>w <span class="_ _18"> </span>oparciu <span class="_ _18"> </span>o <span class="_ _18"></span>umowę <span class="_ _1b"></span>o <span class="_ _18"> </span>zastępstwo <span class="_ _18"> </span>inwestycyjne <span class="_ _1b"></span>z <span class="_ _18"> </span>Lokum <span class="_ _18"> </span>Deweloper <span class="_ _1b"></span>FIZ <span class="_ _0"></span> </div><div class="t m0 xc h2 y9c ff1 fs0 fc0 sc0 ls0 ws0">z siedzibą w Krakowie, Spółka zobowiązał<span class="_ _0"></span>a się do realizacji i komercjalizacji inwestycji należących do Funduszu. </div><div class="t m0 xc h2 y9d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y9e ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>analizuje <span class="_ _14"></span>zmiany <span class="_ _14"></span>na <span class="_ _14"></span>rynku <span class="_ _14"></span>nieruchomości <span class="_ _14"></span>mieszkaniowych <span class="_ _14"></span>oraz <span class="_ _14"></span>gruntowych <span class="_ _14"></span>i <span class="_ _14"></span>starannie <span class="_ _0"></span>dobi<span class="_ _0"></span>era <span class="_ _0"></span>grunty <span class="_ _14"></span>dla <span class="_ _14"></span>nowych <span class="_ _14"></span>inwestycji, <span class="_ _14"></span>które </div><div class="t m0 xc h2 y9f ff1 fs0 fc0 sc0 ls0 ws0">posiadają <span class="_ _18"></span>potencjał <span class="_ _18"> </span>dla <span class="_ _1b"></span>realizacji<span class="_ _0"></span> <span class="_ _18"></span>gwarantujących <span class="_ _1b"></span>uzyskanie <span class="_ _18"> </span>satysfa<span class="_ _0"></span>kcjonującego <span class="_ _18"> </span>poziomu <span class="_ _18"> </span>rentowności <span class="_ _18"></span>przy <span class="_ _1b"></span>zac<span class="_ _0"></span>howaniu <span class="_ _18"> </span>bezpieczeństwa </div><div class="t m0 xc h2 ya0 ff1 fs0 fc0 sc0 ls0 ws0">płynności sp<span class="_ _3"></span>rzedaży i realizacji. Grup<span class="_ _3"></span>a finansuje <span class="_ _3"></span>prowadzone projekty de<span class="_ _3"></span>weloperskie zarówno przy u<span class="_ _3"></span>dziale kapitału <span class="_ _3"></span>własnego, zbudowanego </div><div class="t m0 xc h2 ya1 ff1 fs0 fc0 sc0 ls0 ws0">dzięki  rokrocznemu  zatrzymywaniu  części <span class="_ _1d"> </span>generowanych  zysków,<span class="_ _0"></span>  dokonanej  emisji  akcji,  jak  i  k<span class="_ _0"></span>apitału  dłużnego  w  formie  kr<span class="_ _0"></span>edytów </div><div class="t m0 xc h2 ya2 ff1 fs0 fc0 sc0 ls0 ws0">bankowych i obligacji oraz z wpłat klientów. </div><div class="t m0 xc h2 ya3 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">5</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">1.3.<span class="ff5"> <span class="_ _b"> </span></span>Powiązania org<span class="_ _0"></span>anizacyjne i kapitałowe </div><div class="t m0 xc h12 ya5 ff3 fs0 fc0 sc0 ls0 ws0">1.3.1.<span class="ff4"> <span class="_ _1f"> </span></span>Struktura Grupy Kapitałowej </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">Właścicielem <span class="_ _1d"> </span>70,89 <span class="_ _15"> </span>% <span class="_ _1d"> </span>akcji <span class="_ _15"> </span>Lokum  Deweloper <span class="_ _15"> </span>S.A. <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>spółk<span class="_ _0"></span>a <span class="_ _1d"> </span>Nasze <span class="_ _15"> </span>Pasaże <span class="_ _1d"> </span>S.A. <span class="_ _1d"> </span>z <span class="_ _15"> </span>siedzibą <span class="_ _1d"> </span>we <span class="_ _15"> </span>Wrocławiu, <span class="_ _15"> </span>której <span class="_ _1d"> </span>większościowym </div><div class="t m0 xc h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">akcjonariuszem <span class="_ _3"></span>jest spółka <span class="_ _3"></span>Halit <span class="_ _3"></span>sp. z <span class="_ _7"></span>o<span class="_ _0"></span>.o. Wszystkie <span class="_ _7"></span>u<span class="_ _0"></span>działy Halit <span class="_ _7"></span>s<span class="_ _0"></span>p. z <span class="_ _3"></span>o.o. n<span class="_ _3"></span>ależą d<span class="_ _3"></span>o p<span class="_ _3"></span>ana Dariusza Olczyka <span class="_ _3"></span>będącego <span class="_ _7"></span>przewodn<span class="_ _0"></span>iczącym rady </div><div class="t m0 xc h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">nadzorczej Spółki. </div><div class="t m0 xc h2 yaa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yab ff1 fs0 fc0 sc0 ls0 ws0">W skład Grupy Kapitałowej Lok<span class="_ _0"></span>um Dewelope<span class="_ _3"></span>r w 2023 roku wchodzi<span class="_ _0"></span>ła jednostka dominująca oraz następujące jednostki zależne: </div><div class="t m0 xc h11 yac ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 yad ff3 fs9 fc4 sc0 ls0 ws0">Nazwa jednostki zal<span class="_ _3"></span>eżnej <span class="_ _20"> </span>Siedziba </div><div class="t m0 x1a h16 yae ff3 fs9 fc4 sc0 ls0 ws0">w dalszej części sprawo<span class="_ _3"></span>zdania  </div><div class="t m0 x1a h16 yaf ff3 fs9 fc4 sc0 ls0 ws0">zwana jako </div><div class="t m0 x16 h15 yb0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 1 sp. z o.o<span class="_ _3"></span>. <span class="_ _21"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _22"> </span>Lokum Holding 1</div><div class="c x1b yb1 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yb3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 2 sp. z o.o<span class="_ _3"></span>. w likwidacji <span class="_ _23"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50-148 Wr<span class="_ _3"></span>ocław) <span class="_ _22"> </span>Lokum Holding 2</div><div class="c x1b yb4 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y5e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 3 sp. z o.o<span class="_ _3"></span>. w likwidacji <span class="_ _23"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50-148 Wr<span class="_ _3"></span>ocław) <span class="_ _22"> </span>Lokum Holding 3</div><div class="c x1b yb5 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yb6 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 4 sp. z o.o<span class="_ _3"></span>. w likwidacji <span class="_ _23"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50-148 Wr<span class="_ _3"></span>ocław) <span class="_ _22"> </span>Lokum Holding 4</div><div class="c x1b yb7 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yb8 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. <span class="_ _24"> </span>Wrocław (ul. Krawieck<span class="_ _3"></span>a 1 lok. 101, 50-148 <span class="_ _3"></span>Wrocław) <span class="_ _25"> </span>Olczyk</div><div class="c x1b yb9 wf h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 ybb ff1 fs9 fc0 sc0 ls0 ws0">LD sp. z o.o. w likwi<span class="_ _3"></span>dacji <span class="_ _26"> </span>Wrocław (ul. Krawieck<span class="_ _3"></span>a 1 lok. 101, 50-148 <span class="_ _3"></span>Wrocław) <span class="_ _27"> </span>LD</div><div class="c x1b ybc wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 ybd ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 1 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50-148 <span class="_ _3"></span>Wrocław) <span class="_ _29"> </span>Lokum 1</div><div class="c x1b y33 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 ybe ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 2 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _29"> </span>Lokum 2</div><div class="c x1b ybf wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yc0 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 4 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _29"> </span>Lokum 4</div><div class="c x1b yc1 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yc2 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 7 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _29"> </span>Lokum 7</div><div class="c x1b yc3 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yc4 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 8 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _29"> </span>Lokum 8</div><div class="c x1b yc5 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yc6 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 9 sp. j. <span class="_ _28"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _29"> </span>Lokum 9</div><div class="c x1b yc7 wf h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yc8 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 10 sp. j. <span class="_ _2a"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 10</div><div class="c x1b yc9 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yca ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 11 S.K.A. <span class="_ _2c"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 11</div><div class="c x1b ycb wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 ycc ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 12 sp. j. <span class="_ _2a"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 12</div><div class="c x1b ycd wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yce ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 13 sp. j. <span class="_ _2a"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 13</div><div class="c x1b ycf wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd0 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 14 sp. j. <span class="_ _2a"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 14</div><div class="c x1b yd1 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd2 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 15 sp. j. <span class="_ _2a"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 15</div><div class="c x1b yd3 wf h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd4 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum 16 S.K.A. <span class="_ _2c"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2b"> </span>Lokum 16</div><div class="c x1b yd5 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd6 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum la Vida sp<span class="_ _3"></span>. j. <span class="_ _2d"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _2e"> </span>Lokum la Vida</div><div class="c x1b y44 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd7 ff1 fs9 fc0 sc0 ls0 ws0">Olczyk sp. z o.o. Lo<span class="_ _3"></span>kum Górals<span class="_ _3"></span>ka sp. j. <span class="_ _2f"> </span>Wrocław (ul. Krawiecka<span class="_ _3"></span> 1 lok. 101, 50<span class="_ _3"></span>-148 Wrocław) <span class="_ _30"> </span>Lokum Góral<span class="_ _3"></span>ska</div><div class="c x1b yd8 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 yd9 w10 h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">LOKUM DEWELOPER Fu<span class="_ _3"></span>ndusz Inwesty<span class="_ _3"></span>cyjny </div></div><div class="t m0 x16 h15 yda ff1 fs9 fc0 sc0 ls0 ws0">Zamknięty </div><div class="t m0 x1c h15 ydb ff1 fs9 fc0 sc0 ls0 ws0">Kraków (ul. Wadowi<span class="_ _3"></span>cka 3c, 30-347 Kr<span class="_ _3"></span>aków) <span class="_ _31"> </span>LOKUM DEWELOPER FIZ</div><div class="c x1b ydc w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 ydd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yde ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _14"></span>31 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _0"></span>r<span class="_ _0"></span>oku <span class="_ _0"></span>w<span class="_ _0"></span>yżej <span class="_ _14"></span>wymienione <span class="_ _0"></span>jednostki <span class="_ _14"></span>zależne <span class="_ _14"></span>podlegały <span class="_ _14"></span>konsolidacji, <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _14"></span>wyjątkiem: <span class="_ _14"></span>Lokum <span class="_ _14"></span>2, <span class="_ _14"></span>Lokum <span class="_ _0"></span>10<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _14"></span>Lokum <span class="_ _0"></span>1<span class="_ _0"></span>2, </div><div class="t m0 xc h2 ydf ff1 fs0 fc0 sc0 ls0 ws0">które <span class="_ _7"></span>połączy<span class="_ _0"></span>ły <span class="_ _7"></span>się <span class="_ _3"></span>z <span class="_ _7"></span>innymi <span class="_ _3"></span>spółkami <span class="_ _7"></span>z <span class="_ _3"></span>Grupy <span class="_ _7"></span>Kapitał<span class="_ _0"></span>owej <span class="_ _3"></span>oraz <span class="_ _7"></span>Lokum <span class="_ _3"></span>Holding <span class="_ _7"></span>2, <span class="_ _3"></span>Lokum <span class="_ _7"></span>Holding <span class="_ _3"></span>3, <span class="_ _7"></span>L<span class="_ _0"></span>okum <span class="_ _7"></span>Holding<span class="_ _0"></span> <span class="_ _7"></span>4, <span class="_ _3"></span>LD, <span class="_ _7"></span>dla <span class="_ _3"></span>których <span class="_ _7"></span>w g<span class="_ _3"></span>rudniu </div><div class="t m0 xc h2 ye0 ff1 fs0 fc0 sc0 ls0 ws0">2023 roku likwidatorzy zakończy<span class="_ _0"></span>li proces likwidacji. </div><div class="t m0 xc h11 ye1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 ye2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 ye3 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">6</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Szczegółowe powiązania <span class="_ _7"></span>m<span class="_ _0"></span>iędzy s<span class="_ _3"></span>półkami z <span class="_ _7"></span>G<span class="_ _0"></span>rupy <span class="_ _7"></span>L<span class="_ _0"></span>okum Deweloper <span class="_ _7"></span>na dzień<span class="_ _3"></span> <span class="_ _3"></span>31 grudnia <span class="_ _7"></span>2023<span class="_ _0"></span> roku <span class="_ _7"></span>przedstawiono na <span class="_ _7"></span>poniższym schemacie. </div><div class="t m0 x1d h1a ye4 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">7</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2023 roku Grupa składała się z:<span class="_ _0"></span> </div><div class="t m0 x15 h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">a)<span class="ff5"> <span class="_ _32"> </span></span>Lokum Deweloper S.A. (jednostka dominująca Grupy);  </div><div class="t m0 x15 h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _33"> </span></span>spółek zależnych nieprowadzących działalności deweloperskiej:  </div><div class="t m0 x1e h2 ye6 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _34"> </span><span class="ff1">Lokum Holding 1 (spółka zależna, wspólnik i akcjonariusz spółek o<span class="_ _0"></span>peracyjnych), </span></span></div><div class="t m0 x1e h2 ye7 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _34"> </span><span class="ff1">Olczyk (spółka zależna, wspólnik i komplementariusz s<span class="_ _0"></span>półek operacyjnych); </span></span></div><div class="t m0 x15 h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">c)<span class="ff5"> <span class="_ _35"> </span></span>spółek operacyjnych prowadzących działalność stricte dewelopers<span class="_ _0"></span>ką (zakup gruntów, prow<span class="_ _0"></span>adzenie inwestycji, sprzedaż mieszkań) </div><div class="t m0 x1f h2 y56 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>fo<span class="_ _0"></span>rmie <span class="_ _0"></span>spółek <span class="_ _0"></span>osobowych, <span class="_ _0"></span>spółek <span class="_ _14"></span>zależnych: <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>1, <span class="_ _0"></span>Lokum <span class="_ _0"></span>4, <span class="_ _14"></span>Lokum <span class="_ _0"></span>7, <span class="_ _0"></span>Lokum <span class="_ _14"></span>8, <span class="_ _0"></span>Lokum <span class="_ _0"></span>9, <span class="_ _14"></span>Lokum 11,<span class="_ _0"></span> <span class="_ _0"></span>Lokum <span class="_ _14"></span>13, <span class="_ _0"></span>Lokum <span class="_ _0"></span>14, </div><div class="t m0 x1f h2 ye9 ff1 fs0 fc0 sc0 ls0 ws0">Lokum 15, Lokum 16, Lokum la Vida, Lok<span class="_ _0"></span>um Góralska; </div><div class="t m0 x15 h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _33"> </span></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _0"></span>FIZ<span class="_ _0"></span> <span class="_ _0"></span>(<span class="_ _0"></span>fundusz <span class="_ _0"></span>i<span class="_ _0"></span>nwestycyjny <span class="_ _14"></span>zamknięty, <span class="_ _14"></span>którego <span class="_ _14"></span>w<span class="_ _0"></span>iększość <span class="_ _0"></span>c<span class="_ _0"></span>ertyfikatów <span class="_ _14"></span>inwestycyjnych <span class="_ _14"></span>jest <span class="_ _14"></span>w <span class="_ _14"></span>posiadaniu <span class="_ _14"></span>spółki </div><div class="t m0 x1f h2 yea ff1 fs0 fc0 sc0 ls0 ws0">Lokum Deweloper).  </div><div class="t m0 xc h2 yae ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yeb ff1 fs0 fc0 sc0 ls0 ws0">Spółka i Grupa Kapitałowa w 2023 roku nie zaprzestały żadnego rodzaju prow<span class="_ _0"></span>adzonej działalności. </div><div class="t m0 xc h2 yb0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 yec ff3 fs0 fc0 sc0 ls0 ws0">1.3.2.<span class="ff4"> <span class="_ _1f"> </span></span>Zmiany w strukturze Grupy<span class="_ _0"></span> Kapitałowej Lokum Deweloper </div><div class="t m0 xc h2 yed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yee ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>dniu <span class="_ _3"></span>7 <span class="_ _7"></span>lutego <span class="_ _3"></span>2023 <span class="_ _7"></span>roku <span class="_ _3"></span>Zgromadzenie <span class="_ _7"></span>Wspólników spółki <span class="_ _7"></span>Lokum <span class="_ _7"></span>13 p<span class="_ _3"></span>owzięło <span class="_ _3"></span>uchwałę <span class="_ _7"></span>w zakr<span class="_ _3"></span>esie <span class="_ _7"></span>obniże<span class="_ _0"></span>nia <span class="_ _7"></span>kapitału <span class="_ _7"></span>za<span class="_ _0"></span>kładowego <span class="_ _3"></span>jednego </div><div class="t m0 xc h2 yef ff1 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _3"></span>wspólników. <span class="_ _7"></span>Udział<span class="_ _0"></span> <span class="_ _7"></span>k<span class="_ _0"></span>apitałowy <span class="_ _3"></span>Lokum <span class="_ _7"></span>H<span class="_ _0"></span>olding <span class="_ _7"></span>1 został <span class="_ _7"></span>o<span class="_ _0"></span>bniżony <span class="_ _7"></span>o kwotę <span class="_ _3"></span>7 499 <span class="_ _7"></span>tys. PLN. <span class="_ _7"></span>Wszyscy <span class="_ _3"></span>wspólnicy <span class="_ _7"></span>wy<span class="_ _0"></span>razili <span class="_ _7"></span>zgo<span class="_ _0"></span>dę <span class="_ _3"></span>na <span class="_ _7"></span>zmniejszenie </div><div class="t m0 xc h2 yf0 ff1 fs0 fc0 sc0 ls0 ws0">udziału kapitałowego ww. wspólnika. </div><div class="t m0 xc h2 yf1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yf2 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _1a"></span>30 <span class="_ _1a"></span>marca <span class="_ _1a"></span>2023 <span class="_ _1a"></span>rok<span class="_ _0"></span>u <span class="_ _14"></span>spó<span class="_ _0"></span>łka <span class="_ _14"></span>O<span class="_ _0"></span>lczyk, <span class="_ _1a"></span>Marek <span class="_ _1a"></span>Kokot, <span class="_ _1a"></span>Arkadiusz <span class="_ _14"></span>Kró<span class="_ _0"></span>l <span class="_ _14"></span>i <span class="_ _1a"></span>spół<span class="_ _0"></span>ka <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _1a"></span>Holding <span class="_ _1a"></span>1 <span class="_ _1a"></span>dokonali <span class="_ _14"></span>zm<span class="_ _0"></span>ian <span class="_ _1a"></span>umów <span class="_ _1a"></span>spółek <span class="_ _14"></span>j<span class="_ _0"></span>awnych </div><div class="t m0 xc h2 yf3 ff1 fs0 fc0 sc0 ls0 ws0">z Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _14"></span>Lokum <span class="_ _0"></span>Deweloper, <span class="_ _0"></span>poprzez <span class="_ _0"></span>zm<span class="_ _0"></span>ianę <span class="_ _0"></span>struktury <span class="_ _14"></span>własnościowej <span class="_ _14"></span>tych <span class="_ _0"></span>spółek, <span class="_ _0"></span>tj. <span class="_ _14"></span>Lokum 2,<span class="_ _0"></span> <span class="_ _0"></span>Lokum <span class="_ _14"></span>10, <span class="_ _0"></span>Lokum <span class="_ _0"></span>12, <span class="_ _14"></span>w <span class="_ _0"></span>związku </div><div class="t m0 xc h2 yf4 ff1 fs0 fc0 sc0 ls0 ws0">z wystąpieniem z tych spółek <span class="_ _3"></span>wspólników Marka Kokota oraz Arkadiusza <span class="_ _3"></span>Króla. Wspólnikami spółek pozostały: Olczyk oraz Lokum Hold<span class="_ _3"></span>ing 1. </div><div class="t m0 xc h2 yf5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yf6 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>30 <span class="_ _0"></span>marc<span class="_ _0"></span>a <span class="_ _0"></span>2023 <span class="_ _14"></span>roku <span class="_ _0"></span>zmieniła <span class="_ _14"></span>się <span class="_ _0"></span>strukt<span class="_ _0"></span>ura <span class="_ _0"></span>własnościowa <span class="_ _14"></span>spółki <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>16, <span class="_ _14"></span>w <span class="_ _0"></span>związku <span class="_ _14"></span>ze <span class="_ _0"></span>sprzedażą <span class="_ _0"></span>akc<span class="_ _0"></span>ji <span class="_ _0"></span>przez <span class="_ _0"></span>akc<span class="_ _0"></span>jonariuszy <span class="_ _0"></span>Marka </div><div class="t m0 xc h2 yf7 ff1 fs0 fc0 sc0 ls0 ws0">Kokota oraz Arkadiusza Króla na rzecz innego akcjonariusza, tj. spół<span class="_ _0"></span>ki Lokum Holding 1.  </div><div class="t m0 xc h2 yf8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0">W  dniu  25 <span class="_ _1d"> </span>kwietnia <span class="_ _1d"> </span>2023 <span class="_ _1d"> </span>roku  Zw<span class="_ _0"></span>yczajne  Zgromadzenie  Ws<span class="_ _0"></span>pólników <span class="_ _1d"> </span>spółki  L<span class="_ _0"></span>okum  Holding <span class="_ _1d"> </span>4 <span class="_ _1d"> </span>powzięło <span class="_ _1d"> </span>uchwałę <span class="_ _1d"> </span>w  zakresie  zw<span class="_ _0"></span>rotu </div><div class="t m0 xc h2 yfa ff1 fs0 fc0 sc0 ls0 ws0">wniesionych przez jedynego wspólnika tj. Lok<span class="_ _0"></span>um Deweloper S.A. dopłat w kwocie 220 tys. PLN. </div><div class="t m0 xc h2 yfb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 yfc ff1 fs0 fc0 sc0 ls0 ws0">W dniu 25 <span class="_ _3"></span>kwietnia 2023 r<span class="_ _3"></span>oku doszł<span class="_ _0"></span>o do zawią<span class="_ _3"></span>zania nowej spółki op<span class="_ _3"></span>eracyjnej Olczyk spółka z ograniczoną odp<span class="_ _3"></span>owiedzialnością Lokum la <span class="_ _3"></span>Vida </div><div class="t m0 xc h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">spółka jawna. W dn<span class="_ _3"></span>iu 11 <span class="_ _3"></span>maja 2023 roku Sąd Rejonowy dla Wrocławia - F<span class="_ _3"></span>abrycznej we Wrocławiu  –  <span class="_ _3"></span>VI Wydział Gospodarczy dokonał wpis<span class="_ _3"></span>u </div><div class="t m0 xc h2 yfe ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _14"></span>Rejestru <span class="_ _14"></span>Przedsiębiorców <span class="_ _1a"></span>Krajowego <span class="_ _14"></span>Rejestru <span class="_ _14"></span>Sądowego <span class="_ _14"></span>spółki <span class="_ _14"></span>z <span class="_ _14"></span>siedzibą <span class="_ _14"></span>we <span class="_ _14"></span>W<span class="_ _0"></span>rocławiu <span class="_ _14"></span>pod <span class="_ _14"></span>numerem <span class="_ _14"></span>KRS <span class="_ _14"></span>0001033463. <span class="_ _1a"></span>Wspólnikami </div><div class="t m0 xc h2 yff ff1 fs0 fc0 sc0 ls0 ws0">spółki są: Lokum Holding 1, Olczyk, Marek Kokot<span class="_ _0"></span>, Arkadiusz Król. Spółka jako jednostka zależna podlega konsolidacji. </div><div class="t m0 xc h2 y100 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y101 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 28 <span class="_ _0"></span>kwietnia 2023 rok<span class="_ _0"></span>u doszło <span class="_ _0"></span>do uzgodnienia i zawarc<span class="_ _0"></span>ia planu połąc<span class="_ _0"></span>zenia przez <span class="_ _0"></span>przejęcie spółek <span class="_ _0"></span>Lokum 2, Lok<span class="_ _0"></span>um 10, L<span class="_ _0"></span>okum 12 oraz </div><div class="t m0 xc h2 y102 ff1 fs0 fc0 sc0 ls0 ws0">Lokum Holding <span class="_ _0"></span>1. Spółką <span class="_ _0"></span>przejmu<span class="_ _0"></span>jącą był <span class="_ _0"></span>Lokum <span class="_ _0"></span>Holding 1, <span class="_ _0"></span>natomiast spółkami <span class="_ _0"></span>przejmowanymi: Lo<span class="_ _0"></span>kum 2, <span class="_ _0"></span>Lokum <span class="_ _0"></span>10, Lo<span class="_ _0"></span>kum 12. <span class="_ _0"></span>W dniu 30 </div><div class="t m0 xc h2 y103 ff1 fs0 fc0 sc0 ls0 ws0">czerwca 2023 roku Sąd dokonał ww. wpisu połąc<span class="_ _0"></span>zenia Lokum Holding 1 oraz spółek przejmowanych. </div><div class="t m0 xc h2 y104 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y105 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>12 <span class="_ _18"> </span>czerwca <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _18"></span>Sąd <span class="_ _1a"></span>Rejestrowy <span class="_ _18"> </span>dokonał <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>Krajowym <span class="_ _1b"></span>Rejestrze <span class="_ _1b"></span>Przedsi<span class="_ _0"></span>ębiorców <span class="_ _1b"></span>wpisu <span class="_ _1b"></span>w <span class="_ _1b"></span>zak<span class="_ _0"></span>resie <span class="_ _1b"></span>rozpoczęcia <span class="_ _1b"></span>proc<span class="_ _0"></span>edury </div><div class="t m0 xc h2 y106 ff1 fs0 fc0 sc0 ls0 ws0">likwidacji spółki Lokum Holding 4. </div><div class="t m0 xc h2 y107 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y108 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>13 <span class="_ _18"> </span>czerwca <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _18"></span>Sąd <span class="_ _1a"></span>Rejestrowy <span class="_ _18"> </span>dokonał <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>Krajowym <span class="_ _1b"></span>Rejestrze <span class="_ _1b"></span>Przedsi<span class="_ _0"></span>ębiorców <span class="_ _1b"></span>wpisu <span class="_ _1b"></span>w <span class="_ _1b"></span>zak<span class="_ _0"></span>resie <span class="_ _1b"></span>rozpoczęcia <span class="_ _1b"></span>proc<span class="_ _0"></span>edury </div><div class="t m0 xc h2 y109 ff1 fs0 fc0 sc0 ls0 ws0">likwidacji spółki LD. </div><div class="t m0 xc h2 y10a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y10b ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>14 <span class="_ _18"> </span>czerwca <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _18"></span>Sąd <span class="_ _1a"></span>Rejestrowy <span class="_ _18"> </span>dokonał <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>Krajowym <span class="_ _1b"></span>Rejestrze <span class="_ _1b"></span>Przedsi<span class="_ _0"></span>ębiorców <span class="_ _1b"></span>wpisu <span class="_ _1b"></span>w <span class="_ _1b"></span>zak<span class="_ _0"></span>resie <span class="_ _1b"></span>rozpoczęcia <span class="_ _1b"></span>proc<span class="_ _0"></span>edury </div><div class="t m0 xc h2 y10c ff1 fs0 fc0 sc0 ls0 ws0">likwidacji spółki Lokum Holding 2. </div><div class="t m0 xc h2 y10d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y10e ff1 fs0 fc0 sc0 ls0 ws0">W dniu 6 lipca 2023 roku Sąd Rejestrowy dokonał w K<span class="_ _0"></span>rajowym Rejestrze Przedsiębiorców wpisu w zakresie rozpoczęcia procedury likwidacji </div><div class="t m0 xc h2 y10f ff1 fs0 fc0 sc0 ls0 ws0">spółki Lokum Holding 3. </div><div class="t m0 xc h2 y110 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y111 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>7 <span class="_ _14"></span>li<span class="_ _0"></span>pca, <span class="_ _14"></span>1 <span class="_ _1a"></span>sierpnia <span class="_ _14"></span>oraz <span class="_ _1a"></span>3 <span class="_ _14"></span>sierpnia <span class="_ _14"></span>2023<span class="_ _0"></span> <span class="_ _14"></span>roku <span class="_ _1a"></span>Sąd <span class="_ _14"></span>Rejestro<span class="_ _0"></span>wy <span class="_ _14"></span>dokonał <span class="_ _1a"></span>odpowiednio <span class="_ _14"></span>wykreślenia <span class="_ _14"></span>z <span class="_ _1a"></span>Rejestru <span class="_ _14"></span>Przeds<span class="_ _0"></span>iębiorców <span class="_ _14"></span>spółki: </div><div class="t m0 xc h2 y112 ff1 fs0 fc0 sc0 ls0 ws0">Lokum 12, Lokum 2 oraz Lokum 10. </div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">8</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>29 <span class="_ _18"> </span>sierpnia <span class="_ _1a"></span>202<span class="_ _0"></span>3 <span class="_ _1b"></span>roku <span class="_ _1b"></span>Zgromadzenie <span class="_ _1b"></span>Wspólników <span class="_ _1b"></span>spół<span class="_ _0"></span>ki <span class="_ _1b"></span>Lokum <span class="_ _1b"></span>7 <span class="_ _1b"></span>powzięło <span class="_ _1b"></span>uchwał<span class="_ _0"></span>ę <span class="_ _1b"></span>w <span class="_ _1b"></span>zakresie <span class="_ _1a"></span>obniżenia <span class="_ _1b"></span>kapit<span class="_ _0"></span>ału <span class="_ _1b"></span>zakładowego </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">jednego <span class="_ _14"></span>ze <span class="_ _14"></span>wspólników. <span class="_ _1a"></span>Udział <span class="_ _14"></span>kapitałowy <span class="_ _14"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>Holding <span class="_ _0"></span>1 <span class="_ _14"></span>zo<span class="_ _0"></span>stał <span class="_ _14"></span>o<span class="_ _0"></span>bniżony <span class="_ _14"></span>o <span class="_ _14"></span>kwotę <span class="_ _14"></span>3 200 <span class="_ _14"></span>tys. <span class="_ _1a"></span>PLN. <span class="_ _14"></span>Wszyscy <span class="_ _14"></span>wspólnicy <span class="_ _14"></span>w<span class="_ _0"></span>yrazili <span class="_ _14"></span>zgodę <span class="_ _14"></span>na </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">zmniejszenie udziału kapitałowego ww.<span class="_ _0"></span> wspólnika. </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _7"></span>14 <span class="_ _3"></span>września <span class="_ _7"></span>2023 roku <span class="_ _7"></span>Lokum Holding <span class="_ _7"></span>1 <span class="_ _7"></span>nabył<span class="_ _0"></span>a <span class="_ _7"></span>o<span class="_ _0"></span>d <span class="_ _7"></span>O<span class="_ _0"></span>lczyk <span class="_ _3"></span>trzy <span class="_ _3"></span>udziały <span class="_ _7"></span>własne. Wobec <span class="_ _7"></span>nabycia <span class="_ _3"></span>udziałów <span class="_ _7"></span>wła<span class="_ _0"></span>snych <span class="_ _3"></span>(bez <span class="_ _7"></span>wynagrodzenia) </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">doszło  do  ich  umorzenia,  a  nast<span class="_ _0"></span>ępnie  podjęta  została  uchwała  w  za<span class="_ _0"></span>kresie  obniżenia  kapitału  zakłado<span class="_ _0"></span>wego  do  kwoty  7  150,00  PLN, </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">z jednoczesnym podjęciem uchwały w sprawie podwyższenia kapitału za<span class="_ _0"></span>kładowego do kwoty 7 300,00 PLN. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 4 gr<span class="_ _3"></span>udnia 2023 roku doszło do zawiązania n<span class="_ _3"></span>owej spółki operacyjnej Olczyk spółka z <span class="_ _3"></span>ograniczoną odpowiedzialnością Lokum Góralska </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">spółka <span class="_ _3"></span>jawna. <span class="_ _7"></span>W<span class="_ _0"></span> <span class="_ _3"></span>dniu <span class="_ _7"></span>5 grud<span class="_ _3"></span>nia <span class="_ _7"></span>2<span class="_ _0"></span>023 r<span class="_ _3"></span>oku <span class="_ _3"></span>Sąd <span class="_ _7"></span>Rejonowy dla <span class="_ _7"></span>Wrocła<span class="_ _0"></span>wia <span class="_ _3"></span>- <span class="_ _7"></span>Fabrycznej we <span class="_ _7"></span>Wrocła<span class="_ _0"></span>wiu  <span class="_ _3"></span>–  <span class="_ _7"></span>VI Wydział <span class="_ _7"></span>Gospodarczy<span class="_ _0"></span> <span class="_ _7"></span>do<span class="_ _0"></span>konał <span class="_ _3"></span>wpisu </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _14"></span>Rejestru <span class="_ _14"></span>Przedsiębiorców <span class="_ _1a"></span>Krajowego <span class="_ _14"></span>Rejestru <span class="_ _14"></span>Sądowego <span class="_ _14"></span>spółki <span class="_ _14"></span>z <span class="_ _14"></span>siedzibą <span class="_ _14"></span>we <span class="_ _14"></span>W<span class="_ _0"></span>rocławiu <span class="_ _14"></span>pod <span class="_ _14"></span>numerem <span class="_ _14"></span>KRS <span class="_ _14"></span>0001073674. <span class="_ _1a"></span>Wspólnikami </div><div class="t m0 xc h1b y2a ff1 fs0 fc0 sc0 ls0 ws0">spółki są: Lokum Holding 1, Olczyk, Marek Kokot<span class="_ _0"></span>, Arkadiusz Król. Spółka jako jednostka zależna podlega konsolidacji.<span class="fs5"> </span></div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">W dniu 12 gr<span class="_ _3"></span>udnia 2023 roku Zgromadzenie Wspólników sp<span class="_ _3"></span>ółki Lokum la Vida podję<span class="_ _3"></span>ło uchwałę w zakresie zmiany umowy spółki (wniesi<span class="_ _3"></span>enie </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">wkładu pieniężnego przez wspólnika) i przyjęcia tekstu jedno<span class="_ _0"></span>litego spółki. </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">W dniu 29 grudnia 2023 roku spółka L<span class="_ _0"></span>okum Holding 2 została wykreślona z Rejestru Przedsiębiorców. </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">W okresie od 1 stycznia do 31 grudnia 2023 roku nie wystąpił<span class="_ _0"></span>y inne zmiany w strukturze Grupy Kapitałow<span class="_ _0"></span>ej.  </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 5 stycznia 2024 roku spółka Lokum Holding 4 została w<span class="_ _0"></span>ykreślona z Rejestru Przedsiębiorców. </div><div class="t m0 xc h2 y114 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 9 stycznia 2024 roku spółka LD zo<span class="_ _0"></span>stała wykreślona z Rejestru Przedsiębiorców. </div><div class="t m0 xc h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 18 stycznia 2024 roku spółka L<span class="_ _0"></span>okum Holding 3 została wykreślona z Rejestru Przedsiębiorców.<span class="_ _0"></span> </div><div class="t m0 xc h13 y116 ff1 fs3 fc3 sc0 ls0 ws0">1.4.<span class="ff5"> <span class="_ _b"> </span></span>Informacja o posiadanych oddzi<span class="_ _0"></span>ałach (zakładach) </div><div class="t m0 xc h2 y117 ff1 fs0 fc0 sc0 ls0 ws0">Emitent w okresie objętym sprawo<span class="_ _0"></span>zdaniem nie posiadał oddziałów. </div><div class="t m0 xc h13 y118 ff1 fs3 fc3 sc0 ls0 ws0">1.5.<span class="ff5"> <span class="_ _b"> </span></span>Główne inwestycje krajowe i z<span class="_ _0"></span>agraniczne </div><div class="t m0 xc h2 ya1 ff1 fs0 fc0 sc0 ls0 ws0">W okresie dwunastu miesięcy zakończo<span class="_ _0"></span>nym dnia 31 grudnia 2023 roku spółki zależne nabyły nieruchomo<span class="_ _0"></span>ści: </div><div class="t m0 xc h2 ya2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y119 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>11<span class="_ _0"></span> <span class="_ _14"></span>styc<span class="_ _0"></span>znia <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>13 <span class="_ _1a"></span>(Sprzedający) <span class="_ _14"></span>zaw<span class="_ _0"></span>arła <span class="_ _14"></span>z <span class="_ _1a"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _14"></span>FIZ <span class="_ _1a"></span>(Kupujący) <span class="_ _14"></span>przedwstępną <span class="_ _1a"></span>umowę, <span class="_ _1a"></span>w <span class="_ _1a"></span>której <span class="_ _14"></span>strony </div><div class="t m0 xc h2 y11a ff1 fs0 fc0 sc0 ls0 ws0">zobowiązały się do <span class="_ _3"></span>zawarcia przyrzeczonej umowy sprzedaży 8<span class="_ _3"></span>3 lokali mie<span class="_ _3"></span>szkalnych wraz z miejscami postojowymi, komórkami lokatorski<span class="_ _3"></span>mi </div><div class="t m0 xc h2 y11b ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _14"></span>boksami <span class="_ _1a"></span>garaż<span class="_ _0"></span>owymi, <span class="_ _1a"></span>zrealizowanymi <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>ramach <span class="_ _1a"></span>inwestycji <span class="_ _1a"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>Salsa, <span class="_ _1a"></span>przy <span class="_ _1a"></span>ul. <span class="_ _1a"></span>Stanisława <span class="_ _1a"></span>Klimeckiego <span class="_ _1a"></span>8, <span class="_ _1a"></span>8<span class="_ _0"></span>A <span class="_ _14"></span>i<span class="_ _0"></span> <span class="_ _14"></span>8B<span class="_ _0"></span> <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>Krakow<span class="_ _0"></span>ie. <span class="_ _1a"></span>W <span class="_ _1a"></span>dniu </div><div class="t m0 xc h2 y11c ff1 fs0 fc0 sc0 ls0 ws0">1 lutego 2023 roku strony zawarły aneks do ww. umow<span class="_ _0"></span>y i rozszerzyły jej zakres o dodatkowy lokal mieszkalny.  </div><div class="t m0 xc h2 y11d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y11e ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>10 <span class="_ _14"></span>lutego <span class="_ _14"></span>2023 <span class="_ _14"></span>ro<span class="_ _0"></span>ku <span class="_ _14"></span>Lokum <span class="_ _14"></span>13 <span class="_ _14"></span>(Sprzedający) <span class="_ _14"></span>oraz <span class="_ _1a"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _14"></span>FIZ <span class="_ _14"></span>(Kupujący), <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>związku <span class="_ _14"></span>z <span class="_ _14"></span>zawartą <span class="_ _14"></span>w <span class="_ _1a"></span>dniu <span class="_ _0"></span>11 <span class="_ _1a"></span>stycznia <span class="_ _14"></span>2023 </div><div class="t m0 xc h2 y11f ff1 fs0 fc0 sc0 ls0 ws0">roku przedwstępna <span class="_ _0"></span>umową, <span class="_ _0"></span>dokonały <span class="_ _0"></span>sprzedaży pakietu 4<span class="_ _0"></span>3 lokali<span class="_ _0"></span> mieszalnych <span class="_ _0"></span>wraz <span class="_ _0"></span>z po<span class="_ _0"></span>mieszczeniami przynal<span class="_ _0"></span>eżnymi, w <span class="_ _0"></span>ramach inw<span class="_ _0"></span>estycji </div><div class="t m0 xc h2 y120 ff1 fs0 fc0 sc0 ls0 ws0">Lokum Salsa, przy ul. Stanisława Klimeckiego 8, 8A i 8B w Krakow<span class="_ _0"></span>ie. </div><div class="t m0 xc h2 y121 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y122 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 17 <span class="_ _0"></span>kwietnia <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>Lokum <span class="_ _0"></span>13 <span class="_ _0"></span>(Sprzedający) <span class="_ _0"></span>oraz <span class="_ _0"></span>Lokum Deweloper <span class="_ _0"></span>FIZ <span class="_ _0"></span>(Kupujący), <span class="_ _0"></span>w <span class="_ _0"></span>związku z <span class="_ _0"></span>zaw<span class="_ _0"></span>artą w <span class="_ _0"></span>dniu <span class="_ _0"></span>11 st<span class="_ _0"></span>ycznia 2023 </div><div class="t m0 xc h2 y123 ff1 fs0 fc0 sc0 ls0 ws0">roku przedwstępna umową, d<span class="_ _3"></span>okonały sprzedaży pakietu <span class="_ _7"></span>41 lokali mieszkalnych wraz z pomieszczeniami pr<span class="_ _3"></span>zynależnymi, w ramach <span class="_ _3"></span>inwestycji </div><div class="t m0 xc h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">Lokum Salsa, przy ul. Stanisława Klimeckiego 8, 8A i 8B w Krakow<span class="_ _0"></span>ie. </div><div class="t m0 xc h2 y125 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y126 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>13 <span class="_ _1a"></span>czerwca <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>Lokum <span class="_ _14"></span>la <span class="_ _1a"></span>Vida <span class="_ _14"></span>nabyła <span class="_ _1a"></span>od <span class="_ _14"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _14"></span>FIZ <span class="_ _14"></span>prawo <span class="_ _1a"></span>własności <span class="_ _14"></span>nieruchomo<span class="_ _0"></span>ści <span class="_ _14"></span>gruntowej <span class="_ _14"></span>przy <span class="_ _1a"></span>ul. <span class="_ _14"></span>Lo<span class="_ _0"></span>thara </div><div class="t m0 xc h2 y127 ff1 fs0 fc0 sc0 ls0 ws0">Herbsta 4 i 6 we Wrocławiu. </div><div class="t m0 xc h2 y128 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">9</div><div class="c xe y17 wb hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 13 <span class="_ _0"></span>czerwc<span class="_ _0"></span>a <span class="_ _0"></span>2023 <span class="_ _0"></span>roku L<span class="_ _0"></span>okum Holding <span class="_ _0"></span>1 <span class="_ _0"></span>sprzedała L<span class="_ _0"></span>okum <span class="_ _0"></span>Deweloper FIZ <span class="_ _0"></span>prawo <span class="_ _0"></span>w<span class="_ _0"></span>łasności <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>gruntowej <span class="_ _0"></span>przy <span class="_ _0"></span>al. <span class="_ _0"></span>Stefana </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Batorego na Ratyniu (co do 4 działek zawarto umowę warunkową,<span class="_ _0"></span> z uwagi na przeznaczenie w planie miejscowym pod zalesienie i związane </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _0"></span>tym <span class="_ _14"></span>prawo <span class="_ _0"></span>pierwokupu). <span class="_ _0"></span>W <span class="_ _14"></span>dniu 11 <span class="_ _14"></span>sierpnia <span class="_ _0"></span>2023 <span class="_ _0"></span>ro<span class="_ _0"></span>ku <span class="_ _0"></span>strony <span class="_ _0"></span>zawarły <span class="_ _14"></span>umowę <span class="_ _0"></span>przeniesienia <span class="_ _0"></span>prawa <span class="_ _0"></span>własnośc<span class="_ _0"></span>i <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>pozostałych </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">działek, z uwagi na niewykonanie prawa pierwokupu przez Skar<span class="_ _0"></span>b Państwa reprezentowany przez Lasy Państwowe. </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">W  dn<span class="_ _3"></span>iu  28 <span class="_ _1"> </span>lipca  2023 <span class="_ _1"> </span>roku  Lokum <span class="_ _18"> </span>8  zawarła  przedwstępną  umowę <span class="_ _1"> </span>sprzedaży  nieru<span class="_ _3"></span>chomośc<span class="_ _0"></span>i  gr<span class="_ _3"></span>untowej,  położonej  w <span class="_ _1"> </span>Krakowie <span class="_ _1"> </span>przy </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">ul. Walerego Sławka, o p<span class="_ _3"></span>owierzchni <span class="_ _3"></span>ok. 1,07 ha. <span class="_ _3"></span>Zawarcie pr<span class="_ _3"></span>zyrzeczonej umowy sprzed<span class="_ _3"></span>aży nieruchomości miało <span class="_ _3"></span>nastąpić <span class="_ _3"></span>w terminie<span class="_ _3"></span> jednego </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">miesiąca <span class="_ _1b"></span>liczonego <span class="_ _1b"></span>od <span class="_ _1b"></span>dnia <span class="_ _1b"></span>zai<span class="_ _0"></span>stnienia <span class="_ _1b"></span>ostatniego <span class="_ _1b"></span>ze <span class="_ _18"> </span>zdarzeń <span class="_ _1a"></span>ws<span class="_ _0"></span>kazanych <span class="_ _1b"></span>w <span class="_ _1b"></span>umo<span class="_ _0"></span>wie <span class="_ _1b"></span>przedwstępnej, <span class="_ _1b"></span>między <span class="_ _1b"></span>innymi <span class="_ _1b"></span>po <span class="_ _1b"></span>przenie<span class="_ _0"></span>sieniu <span class="_ _1b"></span>na </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">kupującego pozwolenia na <span class="_ _3"></span>budowę w zakr<span class="_ _3"></span>esie zbywanej <span class="_ _7"></span>nierucho<span class="_ _0"></span>mości, nie p<span class="_ _3"></span>óźniej jednak <span class="_ _3"></span>niż do dnia <span class="_ _7"></span>28 czerwc<span class="_ _0"></span>a 2024 r<span class="_ _3"></span>oku. Str<span class="_ _3"></span>ony umowy </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">przedwstępnej <span class="_ _0"></span>usta<span class="_ _0"></span>liły, <span class="_ _14"></span>że <span class="_ _14"></span>cena <span class="_ _0"></span>s<span class="_ _0"></span>przedaży <span class="_ _14"></span>za <span class="_ _14"></span>nieruchomość <span class="_ _14"></span>wyniesie <span class="_ _14"></span>50 000 tys. <span class="_ _14"></span>PLN <span class="_ _14"></span>netto <span class="_ _14"></span>i <span class="_ _14"></span>zostanie <span class="_ _14"></span>powiększona <span class="_ _14"></span>o <span class="_ _14"></span>należny <span class="_ _14"></span>podatek <span class="_ _14"></span>VAT </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">w stawce <span class="_ _1b"></span>obow<span class="_ _0"></span>iązującej <span class="_ _1b"></span>w <span class="_ _1b"></span>dniu <span class="_ _1b"></span>zaw<span class="_ _0"></span>arcia <span class="_ _1b"></span>umowy <span class="_ _1b"></span>przy<span class="_ _0"></span>rzeczonej. <span class="_ _1b"></span>W <span class="_ _1b"></span>za<span class="_ _0"></span>kresie <span class="_ _1b"></span>umowy <span class="_ _18"></span>p<span class="_ _3"></span>rzedwstępnej <span class="_ _1b"></span>kup<span class="_ _0"></span>ujący <span class="_ _1b"></span>uiścił <span class="_ _1b"></span>za<span class="_ _0"></span>datek <span class="_ _1b"></span>w <span class="_ _1b"></span>w<span class="_ _0"></span>ysokości </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">18 450 tys. <span class="_ _14"></span>PLN <span class="_ _14"></span>brutto, <span class="_ _0"></span>który <span class="_ _14"></span>zo<span class="_ _0"></span>stanie <span class="_ _0"></span>zaliczony <span class="_ _14"></span>na <span class="_ _14"></span>poczet <span class="_ _14"></span>ceny <span class="_ _14"></span>sprzedaży. <span class="_ _14"></span>Pozwolenie <span class="_ _0"></span>na <span class="_ _14"></span>budowę <span class="_ _14"></span>przewiduje, <span class="_ _14"></span>iż <span class="_ _0"></span>na <span class="_ _14"></span>nieruc<span class="_ _0"></span>homości <span class="_ _14"></span>można </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">wybudować 244 lokale mieszkalne i 3 lokale usługowe, o<span class="_ _0"></span> łącznej powierzchni użytkowej około 13 tys. mkw. </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>dniu <span class="_ _1b"></span>21 <span class="_ _1"> </span>grudnia <span class="_ _18"> </span>2023 <span class="_ _1b"></span>ro<span class="_ _0"></span>ku <span class="_ _18"> </span>Lokum <span class="_ _18"> </span>8 <span class="_ _1b"></span>za<span class="_ _0"></span>warła <span class="_ _18"> </span>przyrzeczo<span class="_ _0"></span>ną <span class="_ _1b"></span>umow<span class="_ _0"></span>ę <span class="_ _18"></span>sprzedaży <span class="_ _1b"></span>ww.<span class="_ _0"></span> <span class="_ _18"></span>nieruchomości <span class="_ _18"> </span>gruntowej. <span class="_ _18"> </span>Łączna <span class="_ _18"></span>cena <span class="_ _18"> </span>sprzedaży </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości wyniosła 50 000 tys. PLN plus na<span class="_ _0"></span>leżny podatek VAT<span class="_ _0"></span>. Na poczet ceny kupujący<span class="_ _0"></span> uiścił zadatek w kwoc<span class="_ _0"></span>ie 18 450 tys. PLN brutto. </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">Umowa <span class="_ _1c"> </span>sprzedaży <span class="_ _16"> </span>za<span class="_ _0"></span>wierała <span class="_ _16"> </span>st<span class="_ _0"></span>andardowe <span class="_ _16"> </span>dla <span class="_ _1c"> </span>tego<span class="_ _0"></span> <span class="_ _1c"> </span>typu <span class="_ _16"> </span>tran<span class="_ _0"></span>sakcji <span class="_ _16"> </span>postanowienia <span class="_ _1c"> </span>dotycząc<span class="_ _0"></span>e <span class="_ _16"> </span>za<span class="_ _0"></span>pewnień <span class="_ _16"> </span>i <span class="_ _1c"> </span>oświadcze<span class="_ _0"></span>ń <span class="_ _16"> </span>sprzedawcy </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">i kupującego oraz dotyczące odpowiedzialności Stron. </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 20 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>LOKUM <span class="_ _0"></span>DEWELOPER <span class="_ _0"></span>FIZ <span class="_ _0"></span>(<span class="_ _0"></span>Sprzedający) zawarła<span class="_ _0"></span> z <span class="_ _0"></span>Lokum <span class="_ _0"></span>Góralska <span class="_ _0"></span>(Kupujący) umo<span class="_ _0"></span>wę sprzedaży, <span class="_ _14"></span>na podstawie </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">której Lokum Góralska <span class="_ _3"></span>nabyła prawo użytkowania <span class="_ _3"></span>wieczystego nieruchomości gruntowej <span class="_ _3"></span>położonej we Wrocławiu, pr<span class="_ _3"></span>zy ul. G<span class="_ _3"></span>óralskiej, obręb </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Stare Miasto, o łącznej powierzchni łącznie 10,939 ha wraz z<span class="_ _0"></span> prawem własności posadowio<span class="_ _0"></span>nych na tym gruncie budynków. </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>11 <span class="_ _14"></span>s<span class="_ _0"></span>tycznia <span class="_ _14"></span>2024 <span class="_ _14"></span>roku <span class="_ _14"></span>Lokum <span class="_ _14"></span>11 <span class="_ _14"></span>zawarła <span class="_ _14"></span>aneks <span class="_ _14"></span>do <span class="_ _14"></span>przed<span class="_ _0"></span>wstępnej <span class="_ _0"></span>umo<span class="_ _0"></span>wy <span class="_ _14"></span>nabycia <span class="_ _14"></span>prawa <span class="_ _14"></span>użytkowania <span class="_ _14"></span>wieczystego <span class="_ _14"></span>nieruc<span class="_ _0"></span>homości </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">gruntowych po<span class="_ _0"></span>łożonych <span class="_ _0"></span>we <span class="_ _0"></span>Wrocławiu <span class="_ _0"></span>przy <span class="_ _0"></span>al. <span class="_ _0"></span>Poprzecznej, <span class="_ _0"></span>obręb <span class="_ _0"></span>Sołtysowice, <span class="_ _0"></span>o <span class="_ _0"></span>powierzchni <span class="_ _0"></span>ok. <span class="_ _0"></span>11,7 <span class="_ _0"></span>ha. <span class="_ _0"></span>W <span class="_ _0"></span>zakresie <span class="_ _0"></span>istotnych <span class="_ _0"></span>warunków </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">umowy strony uzgodniły, że:  </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _35"> </span></span>zawarcie <span class="_ _14"></span>umowy <span class="_ _14"></span>przyrzeczonej <span class="_ _0"></span>nabycia <span class="_ _14"></span>prawa <span class="_ _14"></span>użytkowania <span class="_ _14"></span>wieczystego <span class="_ _14"></span>nieruchomości <span class="_ _14"></span>nastąpi <span class="_ _14"></span>ni<span class="_ _0"></span>e <span class="_ _0"></span>póź<span class="_ _0"></span>niej <span class="_ _0"></span>niż <span class="_ _14"></span>do <span class="_ _14"></span>dnia <span class="_ _14"></span>26 <span class="_ _14"></span>lutego <span class="_ _14"></span>2026 </div><div class="t m0 x21 h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">roku;  </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _35"> </span></span>zmieniają <span class="_ _0"></span>mec<span class="_ _0"></span>hanizm <span class="_ _14"></span>ustalenia <span class="_ _14"></span>kw<span class="_ _0"></span>oty <span class="_ _14"></span>dodatkowej, <span class="_ _14"></span>poprzez <span class="_ _14"></span>za<span class="_ _0"></span>stąpienie <span class="_ _0"></span>kw<span class="_ _0"></span>oty <span class="_ _14"></span>700 <span class="_ _14"></span>PL<span class="_ _0"></span>N <span class="_ _14"></span>netto <span class="_ _14"></span>kwotą <span class="_ _14"></span>800 <span class="_ _14"></span>PL<span class="_ _0"></span>N <span class="_ _14"></span>netto. <span class="_ _14"></span>W <span class="_ _14"></span>wyniku <span class="_ _14"></span>zmiany </div><div class="t m0 x21 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">łączna <span class="_ _0"></span>kwota dodatkowa, dla <span class="_ _0"></span>wyliczenia której strony <span class="_ _0"></span>umowy <span class="_ _0"></span>ustaliły jednakową meto<span class="_ _0"></span>dykę w <span class="_ _0"></span>oparciu m.in. o <span class="_ _0"></span>planowane liczby <span class="_ _0"></span>metrów </div><div class="t m0 x21 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">kwadratowych <span class="_ _1"> </span>PUM  ora<span class="_ _3"></span>z <span class="_ _1"> </span>PUU <span class="_ _18"> </span>wy<span class="_ _0"></span>nikającej <span class="_ _1"> </span>z <span class="_ _18"> </span>o<span class="_ _0"></span>statecznego <span class="_ _1"> </span>i <span class="_ _1"> </span>prawomocnego <span class="_ _18"> </span>po<span class="_ _0"></span>zwolenia <span class="_ _18"> </span>na  budowę <span class="_ _18"> </span>dla  całej <span class="_ _18"> </span>nieruchomości,  b<span class="_ _3"></span>ądź </div><div class="t m0 x21 h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">wyliczonej <span class="_ _0"></span>z <span class="_ _14"></span>uchwalonego <span class="_ _0"></span>dla <span class="_ _14"></span>całej <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>miejscow<span class="_ _0"></span>ego <span class="_ _0"></span>planu <span class="_ _0"></span>zagospodarow<span class="_ _0"></span>ania <span class="_ _0"></span>przestrzennego <span class="_ _0"></span>oraz <span class="_ _14"></span>kwoty <span class="_ _14"></span>800 <span class="_ _0"></span>PLN <span class="_ _0"></span>netto <span class="_ _14"></span>za </div><div class="t m0 x21 h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">każdy metr kwadratowy PUM/PUU przy uwzględnieniu wytyczny<span class="_ _0"></span>ch projektowych stosowanych przez spółki z Grupy Kapitałowej.<span class="_ _0"></span> </div><div class="t m0 xc h2 y41 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y129 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 11 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>LOKUM <span class="_ _0"></span>DEWELOPER <span class="_ _0"></span>FIZ (Kupujący) <span class="_ _0"></span>za<span class="_ _0"></span>warł z <span class="_ _14"></span>dwiema spółkami <span class="_ _0"></span>powiązanymi <span class="_ _0"></span>ze <span class="_ _0"></span>sobą k<span class="_ _0"></span>apitałowo (łącznie jak<span class="_ _0"></span>o </div><div class="t m0 xc h2 y12a ff1 fs0 fc0 sc0 ls0 ws0">Sprzedający)  aneks <span class="_ _18"> </span>do<span class="_ _0"></span> <span class="_ _1"> </span>przedwst<span class="_ _0"></span>ępnych  u<span class="_ _3"></span>mów  nabycia  p<span class="_ _3"></span>rawa  użytkowania  wieczysteg<span class="_ _3"></span>o  nie<span class="_ _3"></span>ruchomo<span class="_ _0"></span>ści  gru<span class="_ _3"></span>ntowych  wraz <span class="_ _18"> </span>z  własnością </div><div class="t m0 xc h2 y12b ff1 fs0 fc0 sc0 ls0 ws0">budynku, <span class="_ _18"> </span>poł<span class="_ _0"></span>ożonych  we <span class="_ _18"> </span>Wrocławiu <span class="_ _1"> </span>przy <span class="_ _1"> </span>al. <span class="_ _18"> </span>Kano<span class="_ _0"></span>nierskiej, <span class="_ _18"> </span>o<span class="_ _0"></span>bręb <span class="_ _1"> </span>Sołtysowice,  o <span class="_ _18"> </span>łącznej <span class="_ _1"> </span>powierzchni <span class="_ _1"> </span>ok.  35 <span class="_ _18"> </span>ha. <span class="_ _1"> </span>W  zakr<span class="_ _3"></span>esie <span class="_ _18"> </span>ist<span class="_ _0"></span>otnych </div><div class="t m0 xc h2 y12c ff1 fs0 fc0 sc0 ls0 ws0">warunków <span class="_ _1b"></span>umó<span class="_ _0"></span>w <span class="_ _18"></span>pr<span class="_ _3"></span>zedwstępnych <span class="_ _18"> </span>strony <span class="_ _1b"></span>uzgodniły, <span class="_ _18"> </span>że <span class="_ _1b"></span>termin <span class="_ _1b"></span>z<span class="_ _0"></span>awarcia <span class="_ _18"> </span>umów <span class="_ _18"> </span>przyrzeczonych <span class="_ _1b"></span>nabycia <span class="_ _1b"></span>prawa <span class="_ _18"> </span>użytkowania <span class="_ _1b"></span>w<span class="_ _0"></span>ieczystego </div><div class="t m0 xc h2 y12d ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _18"> </span>ulegnie <span class="_ _18"> </span>skróceniu <span class="_ _18"> </span>i <span class="_ _18"> </span>nastąpi <span class="_ _18"> </span>do <span class="_ _18"> </span>dnia <span class="_ _18"> </span>27 <span class="_ _18"> </span>lutego <span class="_ _18"> </span>2024 <span class="_ _1"> </span>roku, <span class="_ _18"> </span>zamiast <span class="_ _18"> </span>do <span class="_ _18"> </span>końca <span class="_ _18"> </span>marca <span class="_ _18"> </span>2024 <span class="_ _18"> </span>rok<span class="_ _0"></span>u. <span class="_ _18"> </span>Pozostałe <span class="_ _18"> </span>postanowienia </div><div class="t m0 xc h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">wynikające z ww. umów pozostały bez zmian.  </div><div class="t m0 xc h2 y12f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>27 <span class="_ _14"></span>lutego <span class="_ _14"></span>2024 <span class="_ _14"></span>roku <span class="_ _14"></span>LOKUM <span class="_ _14"></span>DEWEL<span class="_ _0"></span>OPER <span class="_ _14"></span>FIZ <span class="_ _14"></span>(Kupujący) <span class="_ _0"></span>zawarł <span class="_ _14"></span>z <span class="_ _14"></span>dw<span class="_ _0"></span>iema <span class="_ _0"></span>spółk<span class="_ _0"></span>ami <span class="_ _0"></span>pow<span class="_ _0"></span>iązanymi <span class="_ _0"></span>ze <span class="_ _14"></span>sobą <span class="_ _14"></span>kapitałow<span class="_ _0"></span>o <span class="_ _14"></span>(łącznie <span class="_ _0"></span>jako </div><div class="t m0 xc h2 y130 ff1 fs0 fc0 sc0 ls0 ws0">Sprzedający), <span class="_ _0"></span>w <span class="_ _0"></span>ramach jednej <span class="_ _0"></span>transakcji <span class="_ _0"></span>biznesowej, <span class="_ _0"></span>przyrzeczo<span class="_ _0"></span>ną umo<span class="_ _0"></span>wę sprzedaży <span class="_ _0"></span>prawa <span class="_ _0"></span>użytkowania <span class="_ _0"></span>wieczystego <span class="_ _0"></span>(częściowo w<span class="_ _0"></span> <span class="_ _0"></span>formie<span class="_ _3"></span> </div><div class="t m0 xc h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">umowy warunkowej) gruntów wr<span class="_ _3"></span>az z w<span class="_ _3"></span>łasnością budynku p<span class="_ _3"></span>rzy al. Kan<span class="_ _3"></span>onierskiej we <span class="_ _3"></span>Wrocław<span class="_ _0"></span>iu, obr<span class="_ _3"></span>ęb Sołtysowice, o łą<span class="_ _3"></span>cznej powierzchni <span class="_ _7"></span>ok<span class="_ _0"></span>. </div><div class="t m0 xc h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">35 <span class="_ _7"></span>ha. <span class="_ _3"></span>Łączna <span class="_ _7"></span>cena <span class="_ _7"></span>sprzedaży <span class="_ _3"></span>nieruchomości <span class="_ _7"></span>wyniosła <span class="_ _3"></span>45 <span class="_ _7"></span>mln <span class="_ _7"></span>PLN <span class="_ _3"></span>netto, <span class="_ _7"></span>na <span class="_ _7"></span>poczet <span class="_ _3"></span>której <span class="_ _7"></span>zaliczony <span class="_ _3"></span>został <span class="_ _7"></span>uiszczony <span class="_ _7"></span>przez Ku<span class="_ _3"></span>pującego <span class="_ _7"></span>zadatek. </div><div class="t m0 xc h2 y133 ff1 fs0 fc0 sc0 ls0 ws0">Umowa sprzedaży zawiera <span class="_ _3"></span>standardowe d<span class="_ _3"></span>la tego typu<span class="_ _3"></span> transakcji <span class="_ _3"></span>postanowienia dotyczące zapewnień <span class="_ _3"></span>i oświadczeń <span class="_ _3"></span>sprzedawcy i kupującego </div><div class="t m0 xc h2 y134 ff1 fs0 fc0 sc0 ls0 ws0">oraz dotyczące odpowiedzialności Stron. </div><div class="t m0 xc h2 y135 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y136 ff1 fs0 fc0 sc0 ls0 ws0">W dniu<span class="_ _3"></span> 27 lu<span class="_ _3"></span>tego 2024 <span class="_ _3"></span>roku LOKUM D<span class="_ _3"></span>EWELOPER FIZ przejęło <span class="_ _3"></span>prawa i <span class="_ _7"></span>obwiązk<span class="_ _0"></span>i Lokum <span class="_ _3"></span>11 <span class="_ _3"></span>wynikające z przedwstęp<span class="_ _3"></span>nej umowy n<span class="_ _3"></span>abycia prawa<span class="_ _3"></span> </div><div class="t m0 xc h2 y137 ff1 fs0 fc0 sc0 ls0 ws0">użytkowania wieczystego do części nieruchomośc<span class="_ _0"></span>i gruntowych przy al. Poprzecznej w<span class="_ _0"></span>e Wrocławiu. </div><div class="t m0 xc h2 y138 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">10</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">1.6.<span class="ff5"> <span class="_ _b"> </span></span>Struktura sprzedaży jednostki do<span class="_ _0"></span>minującej </div><div class="t m0 xc h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">Jednostka <span class="_ _1b"></span>dom<span class="_ _0"></span>inująca <span class="_ _18"> </span>koordynuje <span class="_ _1b"></span>i nadzoruje <span class="_ _18"> </span>działania <span class="_ _18"> </span>poszczególnych <span class="_ _1b"></span>spół<span class="_ _0"></span>ek <span class="_ _18"></span>zależnych, <span class="_ _1b"></span>będąc <span class="_ _18"> </span>ośrodkiem, <span class="_ _1b"></span>w<span class="_ _0"></span> którym <span class="_ _18"> </span>podejmowane <span class="_ _1b"></span>są </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0">decyzje do<span class="_ _0"></span>tyczące <span class="_ _0"></span>tworzenia i r<span class="_ _0"></span>ealizacji st<span class="_ _0"></span>rategii rozw<span class="_ _0"></span>oju. Lo<span class="_ _0"></span>kum Deweloper <span class="_ _0"></span>S.A. podejm<span class="_ _0"></span>uje dział<span class="_ _0"></span>ania zm<span class="_ _0"></span>ierzające do<span class="_ _0"></span> optymalizac<span class="_ _0"></span>ji kosztów </div><div class="t m0 xc h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">operacyjnych Grupy, kreuje jednolitą politykę ha<span class="_ _0"></span>ndlową i marketingową Grupy oraz pełni rolę koordynatora tej dział<span class="_ _0"></span>alności. </div><div class="t m0 xc h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">Usługi <span class="_ _1b"></span>świadczo<span class="_ _0"></span>ne <span class="_ _1b"></span>przez <span class="_ _18"> </span>Spółkę <span class="_ _18"> </span>w <span class="_ _18"> </span>ramach <span class="_ _1b"></span>zaw<span class="_ _0"></span>artych <span class="_ _18"> </span>umów <span class="_ _1b"></span>z <span class="_ _18"> </span>jednostkami <span class="_ _1b"></span>powiązanymi <span class="_ _18"> </span>pogrupowano <span class="_ _18"> </span>w <span class="_ _18"> </span>główne <span class="_ _1b"></span>obszary <span class="_ _18"> </span>kompetencji, </div><div class="t m0 xc h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">będące jednocześnie podstawowym źró<span class="_ _0"></span>dłem przychodów ze sprzedaży. </div><div class="t m0 xc h11 y139 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y13a ff3 fs9 fc4 sc0 ls0 ws0">Źródło przychodu<span class="_ _3"></span> </div><div class="c x23 y13b w14 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Wartość</div></div><div class="c x24 y13b w15 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x25 h16 y13c ff3 fs9 fc4 sc0 ls0 ws0">[w tys. PLN] </div><div class="c x26 y13b w16 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Udział w sprzedaży </div></div><div class="t m0 x27 h16 y13c ff3 fs9 fc4 sc0 ls0 ws0">ogółem </div><div class="c x28 y13b w17 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Wartość</div></div><div class="c x29 y13b w18 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h16 y13c ff3 fs9 fc4 sc0 ls0 ws0">[w tys. PLN] </div><div class="c x2b y13b w19 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Udział w sprzedaży </div></div><div class="t m0 x2c h16 y13c ff3 fs9 fc4 sc0 ls0 ws0">ogółem </div><div class="t m0 x2d h16 y13d ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony 31 grudn<span class="_ _3"></span>ia 2023 <span class="_ _36"> </span>Rok zakończony 31 grudn<span class="_ _3"></span>ia 2022 </div><div class="t m0 x16 h15 y13e ff1 fs9 fc0 sc0 ls0 ws0">Usługi związane z pro<span class="_ _3"></span>cesem inwest<span class="_ _3"></span>ycyjnym <span class="_ _37"> </span>9 149</div><div class="c x2e y13f w1a h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h15 y13e ff1 fs9 fc0 sc0 ls0 ws0">31,36%</div><div class="c x30 y13f w11 h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x31 h15 y13e ff1 fs9 fc0 sc0 ls0 ws0">8 806</div><div class="c x32 y13f w1a h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y13e ff1 fs9 fc0 sc0 ls0 ws0">30,14%</div><div class="c x34 y13f w1b h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y140 ff1 fs9 fc0 sc0 ls0 ws0">Usługi księgowe, prawne i<span class="_ _3"></span> administra<span class="_ _3"></span>cyjne  <span class="_ _38"> </span>7 101</div><div class="c x2e y141 w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h15 y140 ff1 fs9 fc0 sc0 ls0 ws0">24,34%</div><div class="c x30 y141 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x31 h15 y140 ff1 fs9 fc0 sc0 ls0 ws0">6 664</div><div class="c x32 y141 w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y140 ff1 fs9 fc0 sc0 ls0 ws0">22,81%</div><div class="c x34 y141 w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y142 ff1 fs9 fc0 sc0 ls0 ws0">Usługi wsparcia sprzed<span class="_ _3"></span>aży i obsługi po<span class="_ _3"></span>sprzedażowej <span class="_ _39"> </span>8 294</div><div class="c x2e y143 w1a h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h15 y142 ff1 fs9 fc0 sc0 ls0 ws0">28,43%</div><div class="c x30 y143 w11 h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x31 h15 y142 ff1 fs9 fc0 sc0 ls0 ws0">6 640</div><div class="c x32 y143 w1a h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y142 ff1 fs9 fc0 sc0 ls0 ws0">22,73%</div><div class="c x34 y143 w1b h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">Usługi marketi<span class="_ _3"></span>ngowe <span class="_ _3a"> </span>3 537</div><div class="c x2e y146 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">12,12%</div><div class="c x30 y146 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x31 h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">3 181</div><div class="c x32 y146 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">10,89%</div><div class="c x34 y146 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">Wykonanie, przygotowan<span class="_ _3"></span>ie i komer<span class="_ _3"></span>cjalizacja inwestycj<span class="_ _3"></span>i <span class="_ _3b"> </span>977</div><div class="c x2e y148 w1a h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">3,35%</div><div class="c x30 y148 w11 h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x31 h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">3 825</div><div class="c x32 y148 w1a h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">13,09%</div><div class="c x34 y148 w1b h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y14a ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _3c"> </span>29 058</div><div class="c x2e y14b w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h16 y14a ff3 fs9 fc0 sc0 ls0 ws0">99,59%</div><div class="c x30 y14b w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x36 h16 y14a ff3 fs9 fc0 sc0 ls0 ws0">29 116</div><div class="c x32 y14b w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h16 y14a ff3 fs9 fc0 sc0 ls0 ws0">99,66%</div><div class="c x34 y14b w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y14c ff3 fs9 fc0 sc0 ls0 ws0">Ogółem przychody ze spr<span class="_ _3"></span>zedaży <span class="_ _3d"> </span>29 177</div><div class="c x2e y14d w1c h1d"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h16 y14c ff3 fs9 fc0 sc0 ls0 ws0">100,00%</div><div class="c x30 y14d w1d h1d"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x36 h16 y14c ff3 fs9 fc0 sc0 ls0 ws0">29 215</div><div class="c x32 y14d w1e h1d"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h16 y14c ff3 fs9 fc0 sc0 ls0 ws0">100,00%</div><div class="c x34 y14d w1d h1d"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y14f ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi xc y13 we hb" alt="" src="data:image/png;base64,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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">11</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">1.7.<span class="ff5"> <span class="_ _b"> </span></span>Struktura sprzedaży Grupy i r<span class="_ _0"></span>ozpoznanie w wyniku </div><div class="t m0 xc h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">Głównym źró<span class="_ _0"></span>dłem przychodów Gru<span class="_ _3"></span>py w 2023 roku była sprzedaż lokali mieszkalnych wraz z <span class="_ _0"></span>miejscami postojowymi. </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">Cechą <span class="_ _1a"></span>charakteryst<span class="_ _0"></span>yczną <span class="_ _1a"></span>pierwo<span class="_ _0"></span>tnego <span class="_ _1a"></span>ry<span class="_ _0"></span>nku <span class="_ _1b"></span>mieszkaniowego, <span class="_ _1b"></span>na <span class="_ _1b"></span>którym <span class="_ _1b"></span>działa <span class="_ _1b"></span>Grupa, <span class="_ _1b"></span>jest <span class="_ _1b"></span>rozproszenie <span class="_ _1b"></span>odbiorcó<span class="_ _0"></span>w. <span class="_ _1b"></span>Nie <span class="_ _1a"></span>identyfi<span class="_ _0"></span>kuje <span class="_ _1b"></span>się </div><div class="t m0 xc h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">odbiorców, <span class="_ _1"> </span>których <span class="_ _1"> </span>udział <span class="_ _18"> </span>osiągałby <span class="_ _18"> </span>c<span class="_ _0"></span>o <span class="_ _18"> </span>naj<span class="_ _0"></span>mniej <span class="_ _18"> </span>10% <span class="_ _18"> </span>s<span class="_ _0"></span>konsolidowanyc<span class="_ _0"></span>h <span class="_ _18"> </span>przychodów<span class="_ _0"></span> <span class="_ _18"> </span>ze <span class="_ _18"> </span>sprzeda<span class="_ _0"></span>ży. <span class="_ _1"> </span>Główni <span class="_ _18"> </span>odbiorcy  to <span class="_ _18"> </span>osoby <span class="_ _18"> </span>fizyczne </div><div class="t m0 xc h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">poszukujące <span class="_ _7"></span>mieszkania<span class="_ _0"></span> <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _3"></span>celu <span class="_ _7"></span>zaspokojenia <span class="_ _3"></span>własnych <span class="_ _7"></span>po<span class="_ _0"></span>trzeb <span class="_ _7"></span>mieszk<span class="_ _0"></span>aniowych <span class="_ _3"></span>– <span class="_ _7"></span>przede <span class="_ _3"></span>wszystkim <span class="_ _7"></span>l<span class="_ _0"></span>udzie <span class="_ _7"></span>mł<span class="_ _0"></span>odzi <span class="_ _3"></span>(single), <span class="_ _7"></span>mło<span class="_ _0"></span>de <span class="_ _7"></span>m<span class="_ _0"></span>ałżeństwa </div><div class="t m0 xc h2 yaa ff1 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _18"> </span>rodziny <span class="_ _1b"></span>szukające <span class="_ _18"> </span>większych <span class="_ _18"></span>lokali, <span class="_ _1b"></span>które <span class="_ _18"> </span>zapewniają <span class="_ _18"> </span>komfort <span class="_ _1b"></span>funkcjonowania, <span class="_ _18"> </span>a <span class="_ _18"></span>częs<span class="_ _3"></span>to <span class="_ _18"> </span>również <span class="_ _1b"></span>stają <span class="_ _18"> </span>się <span class="_ _18"></span>ekwiwalentem <span class="_ _1b"></span>dla <span class="_ _18"> </span>domu </div><div class="t m0 xc h2 yab ff1 fs0 fc0 sc0 ls0 ws0">jednorodzinnego <span class="_ _1b"></span>położonego <span class="_ _18"> </span>z <span class="_ _1a"></span>dala <span class="_ _1b"></span>o<span class="_ _0"></span>d <span class="_ _1a"></span>c<span class="_ _0"></span>entrum. <span class="_ _1b"></span>Pewną <span class="_ _1b"></span>c<span class="_ _0"></span>zęść <span class="_ _1b"></span>odbiorców<span class="_ _0"></span> <span class="_ _1b"></span>stanowią <span class="_ _1b"></span>także <span class="_ _1b"></span>o<span class="_ _0"></span>soby <span class="_ _1b"></span>w <span class="_ _1b"></span>wieku <span class="_ _1b"></span>eme<span class="_ _0"></span>rytalnym, <span class="_ _1b"></span>którym <span class="_ _18"></span>sytuacja </div><div class="t m0 xc h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">finansowa <span class="_ _0"></span>po<span class="_ _0"></span>zwala <span class="_ _14"></span>na <span class="_ _0"></span>popraw<span class="_ _0"></span>ę <span class="_ _0"></span>warunków <span class="_ _14"></span>mieszkaniowych <span class="_ _14"></span>i <span class="_ _14"></span>korzystanie <span class="_ _0"></span>z <span class="_ _14"></span>bogatej <span class="_ _14"></span>i <span class="_ _0"></span>now<span class="_ _0"></span>oczesnej <span class="_ _0"></span>infrastruktury <span class="_ _14"></span>osiedli <span class="_ _0"></span>b<span class="_ _0"></span>udowanych <span class="_ _14"></span>przez </div><div class="t m0 xc h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">Grupę. Wśród klientów są również o<span class="_ _0"></span>soby kupujące mieszkania w celach inwestycyjnych.<span class="_ _0"></span> </div><div class="t m0 xc h2 y152 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">Wynik <span class="_ _1a"></span>finansowy <span class="_ _1a"></span>Grupy <span class="_ _1a"></span>w <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _14"></span>po<span class="_ _0"></span>chodzi <span class="_ _1a"></span>przede <span class="_ _1a"></span>wszystkim <span class="_ _1b"></span>z <span class="_ _1a"></span>inwestycji <span class="_ _1a"></span>Lok<span class="_ _0"></span>um <span class="_ _1a"></span>Porto <span class="_ _1a"></span>IV <span class="_ _1b"></span>i <span class="_ _1a"></span>V, <span class="_ _1a"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>V<span class="_ _0"></span>erde <span class="_ _14"></span>I<span class="_ _0"></span>II, <span class="_ _1a"></span>oraz <span class="_ _1a"></span>Lok<span class="_ _0"></span>um <span class="_ _1a"></span>Vista <span class="_ _1a"></span>IIIb </div><div class="t m0 xc h2 y154 ff1 fs0 fc0 sc0 ls0 ws0">zakończonych <span class="_ _0"></span>w 202<span class="_ _0"></span>3 roku, <span class="_ _0"></span>a także <span class="_ _0"></span>z wc<span class="_ _0"></span>ześniej zrealizo<span class="_ _0"></span>wanych inw<span class="_ _0"></span>estycji: Lokum <span class="_ _0"></span>Porto <span class="_ _0"></span>I-II, <span class="_ _0"></span>Lokum Verde I-I<span class="_ _0"></span>I, Lok<span class="_ _0"></span>um Vena <span class="_ _0"></span>II, <span class="_ _0"></span>Lokum <span class="_ _0"></span>Monte </div><div class="t m0 xc h2 y155 ff1 fs0 fc0 sc0 ls0 ws0">I-II oraz Lokum Salsa I-III, Lokum Vista I i II<span class="_ _0"></span>Ia i Lokum Siesta II. Łącznie w 2023 roku rozpoz<span class="_ _0"></span>nano w wyniku 774 lokale. </div><div class="t m0 xc h2 y156 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y157 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y158 ff3 fs9 fc4 sc0 ls0 ws0">Lokale rozpoznane w w<span class="_ _3"></span>yniku 2023 rok<span class="_ _3"></span>u <span class="_ _31"> </span>  </div><div class="t m0 x16 h16 y159 ff3 fs9 fc4 sc0 ls0 ws0">Inwestycja <span class="_ _e"> </span>Liczba lokali</div><div class="c x39 y61 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y15a ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde III <span class="_ _3e"> </span>102</div><div class="c x39 y62 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y15b ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto V <span class="_ _3f"> </span>98</div><div class="c x39 y15c w11 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y15d ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa II <span class="_ _40"> </span>91</div><div class="c x39 y15e w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y15f ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIIb <span class="_ _41"> </span>87</div><div class="c x39 y160 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y161 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto IV <span class="_ _42"> </span>75</div><div class="c x39 y162 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y163 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde II <span class="_ _43"> </span>68</div><div class="c x39 y164 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y165 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa III <span class="_ _3f"> </span>61</div><div class="c x39 y166 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y167 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa I <span class="_ _44"> </span>30</div><div class="c x39 y168 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y169 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto II <span class="_ _45"> </span>26</div><div class="c x39 y16a w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y16b ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto I <span class="_ _46"> </span>26</div><div class="c x39 y16c w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y16d ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>I <span class="_ _43"> </span>26</div><div class="c x39 y16e w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y16f ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde I <span class="_ _47"> </span>25</div><div class="c x39 y170 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y171 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIIa <span class="_ _48"> </span>19</div><div class="c x39 y172 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y173 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vena II<span class="_ _3"></span> <span class="_ _49"> </span>9</div><div class="c x39 y174 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y175 ff1 fs9 fc0 sc0 ls0 ws0">Lokale usługowe <span class="_ _3"></span> <span class="_ _41"> </span>9</div><div class="c x39 y72 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y176 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>IIa <span class="_ _4a"> </span>8</div><div class="c x39 y177 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y178 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Siesta II <span class="_ _4b"> </span>7</div><div class="c x39 y179 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y17a ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>IIb <span class="_ _48"> </span>5</div><div class="c x39 y17b w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y17c ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista I <span class="_ _4c"> </span>2</div><div class="c x39 y17d w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y17e ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _4d"> </span>774</div><div class="c x39 y17f w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h11 y180 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y181 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">12</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _0"></span>przedstawiono <span class="_ _0"></span>mapy<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _14"></span>zaznaczonymi <span class="_ _0"></span>lokalizac<span class="_ _0"></span>jami <span class="_ _0"></span>inwestycji, <span class="_ _0"></span>z <span class="_ _14"></span>których <span class="_ _0"></span>pochodzi <span class="_ _0"></span>wynik <span class="_ _14"></span>2023 <span class="_ _0"></span>roku, <span class="_ _0"></span>oraz <span class="_ _14"></span>które <span class="_ _0"></span>są <span class="_ _0"></span>o<span class="_ _0"></span>becnie <span class="_ _0"></span>w <span class="_ _0"></span>ofercie </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">i w przygotowaniu przez Grupę. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h2 y182 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">13</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x3b h2 y183 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y184 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y185 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y186 ff1 fs0 fc0 sc0 ls0 ws0">Sprzedaż mie<span class="_ _0"></span>szkań <span class="_ _0"></span>(lokale <span class="_ _0"></span>objęte <span class="_ _14"></span>umowami <span class="_ _14"></span>deweloperskimi i <span class="_ _14"></span>przedwstępnymi) <span class="_ _14"></span>w <span class="_ _0"></span>2023 <span class="_ _14"></span>roku objęł<span class="_ _0"></span>a i<span class="_ _0"></span>nwestycje <span class="_ _0"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>zterech <span class="_ _0"></span>lokalizacjach <span class="_ _0"></span>w<span class="_ _0"></span>e </div><div class="t m0 xc h2 y187 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _14"></span>– <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>la <span class="_ _0"></span>Vi<span class="_ _0"></span>da, <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _0"></span>Po<span class="_ _0"></span>rto, <span class="_ _14"></span>Lokum <span class="_ _14"></span>Verde, <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>Vena, <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _14"></span>w <span class="_ _14"></span>podwrocławskiej <span class="_ _14"></span>Sobótce <span class="_ _14"></span>– <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>M<span class="_ _0"></span>onte, <span class="_ _14"></span>a <span class="_ _0"></span>także <span class="_ _14"></span>w <span class="_ _14"></span>trzech </div><div class="t m0 xc h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">lokalizacjach w <span class="_ _7"></span>Krakowie - <span class="_ _7"></span>Lokum <span class="_ _3"></span>Siesta, <span class="_ _7"></span>Lokum <span class="_ _3"></span>Vista <span class="_ _3"></span>i <span class="_ _7"></span>L<span class="_ _0"></span>okum <span class="_ _3"></span>Salsa. <span class="_ _3"></span>Odnotowany <span class="_ _3"></span>wynik <span class="_ _7"></span>obejmuje 7<span class="_ _3"></span>06 lokali, <span class="_ _7"></span>co nale<span class="_ _3"></span>ży <span class="_ _3"></span>rozumieć <span class="_ _3"></span>jako <span class="_ _7"></span>zawart<span class="_ _0"></span>e </div><div class="t m0 xc h2 y189 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _14"></span>nierozwiązane <span class="_ _14"></span>umowy<span class="_ _0"></span> <span class="_ _14"></span>przedwstępne <span class="_ _14"></span>i <span class="_ _14"></span>deweloperskie. <span class="_ _14"></span>Do<span class="_ _0"></span>datkowo <span class="_ _14"></span>wg <span class="_ _1a"></span>stanu <span class="_ _0"></span>na <span class="_ _1a"></span>31 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>Spółki <span class="_ _14"></span>z <span class="_ _1a"></span>Grupy <span class="_ _0"></span>miały<span class="_ _0"></span> <span class="_ _14"></span>zaw<span class="_ _0"></span>artych <span class="_ _0"></span>12 </div><div class="t m0 xc h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">umów rezerwacyjnych, oczekujących na przekształcenie w umow<span class="_ _0"></span>y przedwstępne lub deweloperskie. </div><div class="t m0 xc h2 y18b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y18c ff1 fs0 fc0 sc0 ls0 ws0">Sprzedaż lokali w 2023 roku:<span class="fs4"> </span></div><div class="t m0 xc h11 y18d ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y18e ff3 fs9 fc4 sc0 ls0 ws0">Inwestycja  </div><div class="t m0 x3c h16 y18f ff3 fs9 fc4 sc0 ls0 ws0">Liczba lokali</div><div class="c x39 y190 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y102 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>I <span class="_ _43"> </span>31</div><div class="c x39 y191 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y192 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>IIa <span class="_ _3e"> </span>12</div><div class="c x39 y193 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y194 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>IIb <span class="_ _48"> </span>5</div><div class="c x39 y195 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y196 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vena II<span class="_ _3"></span> <span class="_ _49"> </span>8</div><div class="c x39 y197 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y198 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde I <span class="_ _47"> </span>19</div><div class="c x39 y199 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y19a ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde II <span class="_ _43"> </span>55</div><div class="c x39 y19b w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y19c ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde III <span class="_ _3e"> </span>103</div><div class="c x39 y19d w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y19e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto I <span class="_ _46"> </span>17</div><div class="c x39 y19f w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto II <span class="_ _45"> </span>11</div><div class="c x39 y1a1 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto IV <span class="_ _42"> </span>52</div><div class="c x39 y135 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto V <span class="_ _4e"> </span>102</div><div class="c x39 y1a4 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a5 ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida <span class="_ _46"> </span>40</div><div class="c x39 y1a6 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a7 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Siesta II <span class="_ _4b"> </span>4</div><div class="c x39 y1a8 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">14</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y1a9 ff3 fs9 fc4 sc0 ls0 ws0">Inwestycja  </div><div class="t m0 x3c h16 y1aa ff3 fs9 fc4 sc0 ls0 ws0">Liczba lokali</div><div class="c x39 y1ab w11 h17"><div class="t m0 x0 h16 y1ac ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1ad ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista I <span class="_ _4c"> </span>2</div><div class="c x39 y1ae w11 h17"><div class="t m0 x0 h15 y1af ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1b0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIIa <span class="_ _48"> </span>18</div><div class="c x39 y1b1 w11 h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 ye7 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIIb <span class="_ _41"> </span>67</div><div class="c x39 y1b2 w11 h21"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1b3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa I <span class="_ _44"> </span>20</div><div class="c x39 y1b4 w11 h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1b5 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa II <span class="_ _40"> </span>77</div><div class="c x39 yaa w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1b6 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa III <span class="_ _4f"> </span>63</div><div class="c x39 y1b7 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y1b8 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _4d"> </span>706</div><div class="c x39 y1b9 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 y1ba ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y1bb ff1 fs3 fc3 sc0 ls0 ws0">1.8.<span class="ff5"> <span class="_ _b"> </span></span>Inwest<span class="_ _0"></span>ycje zakończone, realizowane i planowane </div><div class="t m0 xc h2 y1bc ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>20<span class="_ _0"></span>23 <span class="_ _14"></span>roku <span class="_ _14"></span>Grupa <span class="_ _14"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _14"></span>zrealizow<span class="_ _0"></span>ała <span class="_ _14"></span>we <span class="_ _14"></span>Wrocławiu <span class="_ _14"></span>inwestycje <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>Porto <span class="_ _14"></span>IV-V<span class="_ _0"></span> <span class="_ _14"></span>i <span class="_ _14"></span>Lokum <span class="_ _14"></span>Verde <span class="_ _0"></span>II<span class="_ _0"></span>I, <span class="_ _14"></span>a <span class="_ _14"></span>w <span class="_ _14"></span>Krakowie <span class="_ _14"></span>– <span class="_ _1a"></span>Lokum </div><div class="t m0 xc h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">Vista IIIb. Dodatkowo w<span class="_ _0"></span> 2023 roku 7 lokali usługowych uzyskało pozwolenie na użytkowanie.  </div><div class="t m0 xc h11 y1be ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y1bf ff3 fs9 fc4 sc0 ls0 ws0">Inwestycje zrealizowan<span class="_ _3"></span>e w 2023 roku </div><div class="t m0 x3c h16 y1c0 ff3 fs9 fc4 sc0 ls0 ws0">Liczba lokali</div><div class="c x39 y1c1 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1c2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto IV, V<span class="_ _3"></span> <span class="_ _50"> </span>340</div><div class="c x39 y1c3 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1c4 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde III <span class="_ _3e"> </span>214</div><div class="c x39 y1c5 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIIb <span class="_ _51"> </span>131</div><div class="c x39 y1c7 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1c8 ff1 fs9 fc0 sc0 ls0 ws0">Lokale usługowe <span class="_ _42"> </span>7</div><div class="c x39 y1c9 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y1ca ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _4d"> </span>692</div><div class="c x39 y1cb w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h11 y1cc ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1cd ff1 fs0 fc0 sc0 ls0 ws0">W 2023 roku Grupa Kapitałowa Lokum Deweloper rozpoc<span class="_ _0"></span>zęła realizację inwestycji Lokum Porto VI<span class="_ _0"></span>-VII oraz Lokum la Vida I we Wrocławiu. </div><div class="t m0 xc h11 y1ce ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y1cf ff3 fs9 fc4 sc0 ls0 ws0">Inwestycje rozpoczęte w 2<span class="_ _3"></span>023 roku <span class="_ _52"> </span>Liczba lokali</div><div class="c x39 y1d0 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h16 y1cf ff3 fs9 fc4 sc0 ls0 ws0">Planowany termin zakończ<span class="_ _3"></span>enia realizacji </div><div class="t m0 x16 h15 y1d1 ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida <span class="_ _3"></span>I <span class="_ _53"> </span>138</div><div class="c x39 y1d2 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h15 y1d1 ff1 fs9 fc0 sc0 ls0 ws0">2025 rok </div><div class="t m0 x16 h15 y1d3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto VI, VII <span class="_ _54"> </span>250</div><div class="c x39 y1d4 w1d h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h15 y1d3 ff1 fs9 fc0 sc0 ls0 ws0"> 2025 rok  </div><div class="t m0 x16 h16 y1d6 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _4d"> </span>388</div><div class="c x39 y100 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3f h16 y1d6 ff3 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 xc h11 y1d7 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="_ _3"></span>31 grudnia 2023 roku Grupa miała <span class="_ _3"></span>w realizacji 388 mieszkań i prowadziła prace p<span class="_ _3"></span>rzygotowawcze oraz planistyczne dla 1<span class="_ _3"></span>1 204 lokali </div><div class="t m0 xc h2 y1d9 ff1 fs0 fc0 sc0 ls0 ws0">w kolejnych etapach osiedli Lokum la Vida (Wrocław) oraz Lokum Siesta (Kraków), a także w<span class="_ _0"></span> inwestycjach przy al. Poprzecznej, ul. Góralskiej </div><div class="t m0 xc h2 y1da ff1 fs0 fc0 sc0 ls0 ws0">i Awicenny (Wrocław), oraz <span class="_ _0"></span>przy ul. Dworcowej (Sobótka). </div><div class="t m0 xc h11 y1db ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y1dc ff3 fs9 fc4 sc0 ls0 ws0">INWESTYCJE </div><div class="t m0 x40 h16 y1dd ff3 fs9 fc4 sc0 ls0 ws0">POTENCJAŁ ROZPOZN<span class="_ _3"></span>AŃ </div><div class="t m0 x41 h16 y1dc ff3 fs9 fc4 sc0 ls0 ws0">2024 <span class="_ _c"> </span>2025 <span class="_ _55"> </span>2026+ </div><div class="t m0 x42 h16 y1de ff3 fs9 fc4 sc0 ls0 ws0">Lokale zrealizowane <span class="_ _56"> </span>Lokale w realizacji <span class="_ _57"> </span>Lokale w przygotowaniu<span class="_ _3"></span> </div><div class="t m0 x16 h15 y1df ff1 fs9 fc0 sc0 ls0 ws0">Lokum di Trevi<span class="_ _3"></span> XI, XII <span class="_ _58"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _5a"> </span>598 </div><div class="t m0 x16 h15 y1e0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vena II<span class="_ _3"></span> <span class="_ _5b"> </span>1 <span class="_ _5c"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1e1 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto I, II, IV, V<span class="_ _3"></span> <span class="_ _5d"> </span>205 <span class="_ _5a"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1e2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Porto VI, VII <span class="_ _37"> </span>  <span class="_ _5a"> </span>245 <span class="_ _5a"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1e3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Verde I, II, III <span class="_ _5e"> </span>132 <span class="_ _5a"> </span>  <span class="_ _22"> </span>  <span class="_ _5f"> </span>  </div><div class="t m0 x16 h15 y1e4 ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida <span class="_ _60"> </span>  <span class="_ _5a"> </span>138 <span class="_ _61"> </span>192 <span class="_ _5a"> </span>  </div><div class="t m0 x16 h15 y1e5 ff1 fs9 fc0 sc0 ls0 ws0">Lokum ul. Gór<span class="_ _3"></span>alska <span class="_ _38"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _62"> </span>2 700 </div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">15</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y1ad ff3 fs9 fc4 sc0 ls0 ws0">INWESTYCJE </div><div class="t m0 x40 h16 y1aa ff3 fs9 fc4 sc0 ls0 ws0">POTENCJAŁ ROZPOZN<span class="_ _3"></span>AŃ </div><div class="t m0 x41 h16 y1ad ff3 fs9 fc4 sc0 ls0 ws0">2024 <span class="_ _c"> </span>2025 <span class="_ _55"> </span>2026+ </div><div class="t m0 x42 h16 y1b0 ff3 fs9 fc4 sc0 ls0 ws0">Lokale zrealizowane <span class="_ _56"> </span>Lokale w realizacji <span class="_ _57"> </span>Lokale w przygotowaniu<span class="_ _3"></span> </div><div class="t m0 x16 h15 ye7 ff1 fs9 fc0 sc0 ls0 ws0">Lokum al. Poprzeczna<span class="_ _3"></span> <span class="_ _5e"> </span> <span class="_ _3"></span> <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _62"> </span>6 500 </div><div class="t m0 x16 h15 y1b3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum ul. Awicenn<span class="_ _3"></span>y <span class="_ _63"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _62"> </span>1 000 </div><div class="t m0 x16 h15 y1b5 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Monte <span class="_ _3"></span>I, II <span class="_ _64"> </span>43 <span class="_ _65"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1b6 ff1 fs9 fc0 sc0 ls0 ws0">Lokum ul. Dworco<span class="_ _3"></span>wa <span class="_ _66"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _65"> </span>64 </div><div class="t m0 x16 h15 y1b8 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Vista IIa, IIIa, IIIb<span class="_ _3"></span> <span class="_ _67"> </span>47 <span class="_ _65"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1e6 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Siesta III, IV <span class="_ _24"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  <span class="_ _5a"> </span>150 </div><div class="t m0 x16 h15 y1e7 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Salsa I, II, III <span class="_ _25"> </span>10 <span class="_ _65"> </span>  <span class="_ _59"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h15 y1e8 ff1 fs9 fc0 sc0 ls0 ws0">Lokale usługowe <span class="_ _68"> </span>16 <span class="_ _69"> </span>5 <span class="_ _5c"> </span>  <span class="_ _59"> </span>  </div><div class="t m0 x16 h16 y1e9 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _6a"> </span>454 <span class="_ _61"> </span>388 <span class="_ _61"> </span>192 <span class="_ _6b"> </span>11 012 </div><div class="t m0 x16 h16 y1ea ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _6a"> </span>454 <span class="_ _37"> </span>580 <span class="_ _58"> </span>11 012<span class="_ _3"></span> </div><div class="t m0 x16 h16 y1eb ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _6a"> </span>454 <span class="_ _61"> </span>388 <span class="_ _58"> </span>11 204 </div><div class="t m0 xc h11 y1ec ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1ed ff1 fs0 fc0 sc0 ls0 ws0">Powyższa tabela przedstawia szacow<span class="_ _0"></span>aną liczbę lokali w przygotowaniu.  </div><div class="t m0 xc h2 y1ee ff1 fs0 fc0 sc0 ls0 ws0">Tabela nie uwzględnia lokali z inwestycji Lokum Po<span class="_ _0"></span>rto – etap III (gotowy, w całości wynajęty, 72 lo<span class="_ _0"></span>kale) i etap <span class="_ _3"></span>VIII (w<span class="_ _0"></span> przygotowaniu 156 </div><div class="t m0 xc h2 y1ef ff1 fs0 fc0 sc0 ls0 ws0">lokali) realizowanych z przeznaczeniem pod wynajem. </div><div class="t m0 xc h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _18"> </span>dzień <span class="_ _18"> </span>31 <span class="_ _18"> </span>grudnia <span class="_ _18"> </span>2023 <span class="_ _18"> </span>L<span class="_ _0"></span>okum <span class="_ _18"> </span>Deweloper <span class="_ _18"> </span>prow<span class="_ _0"></span>adził <span class="_ _18"> </span>prace <span class="_ _18"> </span>realizacyjne, <span class="_ _18"> </span>przygot<span class="_ _0"></span>owawcze <span class="_ _18"> </span>oraz <span class="_ _18"> </span>planistyczne <span class="_ _18"> </span>dla <span class="_ _18"> </span>łą<span class="_ _0"></span>cznie <span class="_ _18"> </span>11 592 <span class="_ _18"> </span>lokali </div><div class="t m0 xc h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">w oparciu o bank ziemi o powierzchni 73,9 ha. </div><div class="t m0 xc h11 y1f3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y1f4 ff3 fs9 fc4 sc0 ls0 ws0">  <span class="_ _6c"> </span>Lokale w realizacji <span class="_ _6d"> </span>Lokale w przygotowaniu<span class="_ _3"></span> </div><div class="t m0 x16 h15 y1f5 ff1 fs9 fc0 sc0 ls0 ws0">Wrocław <span class="_ _6e"> </span>388 lokali; 2,6 ha <span class="_ _6f"> </span>11 054 lokale; 69,5 ha<span class="_ _3"></span> </div><div class="t m0 x16 h15 y1f6 ff1 fs9 fc0 sc0 ls0 ws0">Kraków <span class="_ _70"> </span> - <span class="_ _71"> </span>150 lokali; 1,8 ha </div><div class="t m0 x16 h16 y1f7 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _72"> </span>388 lokali; 2,6 ha <span class="_ _73"> </span>11 204 lokale; 71,3 ha<span class="_ _3"></span> </div><div class="t m0 x16 h16 y1f8 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _74"> </span>11 592 lokale; 73,9 ha<span class="_ _3"></span> </div><div class="t m0 xc h2 y1d6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1f9 ff1 fs0 fc0 sc0 ls0 ws0">Oferta Grupy Kapitałowej Lok<span class="_ _0"></span>um Deweloper <span class="_ _3"></span>na dzień 31 grudnia 2023 ro<span class="_ _0"></span>ku obejmowała 361 lo<span class="_ _0"></span>kali we Wrocławiu i w Krakowie. </div><div class="t m0 xc h2 y1fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y1fb ff3 fs9 fc4 sc0 ls0 ws0">Oferta na dzień 31 grudnia <span class="_ _3"></span>2023 roku  </div><div class="t m0 x3c h16 y1fc ff3 fs9 fc4 sc0 ls0 ws0">Liczba lokali</div><div class="c x39 y1fd w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1fe ff1 fs9 fc0 sc0 ls0 ws0">Lokale w in<span class="_ _3"></span>westycjach zakończonych <span class="_ _75"> </span>274</div><div class="c x39 y1ff w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y200 ff1 fs9 fc0 sc0 ls0 ws0">Lokale w in<span class="_ _3"></span>westycjach w realizacji <span class="_ _76"> </span>87</div><div class="c x39 y201 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y202 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _4d"> </span>361</div><div class="c x39 yda w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h13 y203 ff1 fs3 fc3 sc0 ls0 ws0">1.9.<span class="ff5"> <span class="_ _b"> </span></span>Ważniejsze osiągnięc<span class="_ _0"></span>ia w dziedzinie badań i rozwoju </div><div class="t m0 xc h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">Z uwagi na charakter działalności Grupa nie prow<span class="_ _0"></span>adzi istotnych prac badawczo-rozwojowych. </div><div class="t m0 xc h2 y205 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y206 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">16</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">2.<span class="ff4"> <span class="_ _a"> </span></span>Sytuacja finansowa Lokum Dewelop<span class="_ _3"></span>er S.A. i Grupy Lokum Dew<span class="_ _7"></span>eloper </div><div class="t m0 xc h13 y54 ff1 fs3 fc3 sc0 ls0 ws0">2.1.<span class="ff5"> <span class="_ _b"> </span></span>Omówienie  podstawowych  wielkości  ekonomiczno-finansowych,  ujawnionych  w  jednostkowym<span class="_ _3"></span> </div><div class="t m0 x14 h13 y207 ff1 fs3 fc3 sc0 ls0 ws0">sprawozdaniu f<span class="_ _0"></span>inansowym </div><div class="t m0 xc h11 y208 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y209 ff3 fs9 fc4 sc0 ls0 ws0">Sprawozdanie z sytuacji <span class="_ _3"></span>finansowej [w tys. PLN<span class="_ _3"></span>]  </div><div class="t m0 x43 h16 y20a ff3 fs9 fc4 sc0 ls0 ws0">31.12.2023 <span class="_ _77"> </span>Udział <span class="_ _77"> </span>31.12.2022 <span class="_ _77"> </span>U<span class="_ _0"></span>dział <span class="_ _78"> </span>Zmiana </div><div class="t m0 x16 h16 y20b ff3 fs9 fc0 sc0 ls0 ws0">AKTYWA <span class="_ _79"> </span>  <span class="_ _7a"> </span>  <span class="_ _7b"> </span>  <span class="_ _7a"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h16 y20c ff3 fs9 fc0 sc0 ls0 ws0">1. Aktywa trwałe <span class="_ _d"> </span>836 413</div><div class="c x44 y20d w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y20c ff3 fs9 fc0 sc0 ls0 ws0">93%</div><div class="c x46 y20d w1a h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y20c ff3 fs9 fc0 sc0 ls0 ws0">861 782</div><div class="c x48 y20d w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y20c ff3 fs9 fc0 sc0 ls0 ws0">98%</div><div class="c x4a y20d w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h16 y20c ff3 fs9 fc0 sc0 ls0 ws0">-2,9%</div><div class="c x34 y20d w1b h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y20e ff1 fs9 fc0 sc0 ls0 ws0">Wartości ni<span class="_ _3"></span>ematerialne <span class="_ _7c"> </span>54</div><div class="c x44 y20f w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y20e ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y20f w1a h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h15 y20e ff1 fs9 fc0 sc0 ls0 ws0">21</div><div class="c x48 y20f w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y20e ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y20f w11 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y20e ff1 fs9 fc0 sc0 ls0 ws0">157,1%</div><div class="c x34 y20f w1b h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y210 ff1 fs9 fc0 sc0 ls0 ws0">Rzeczowe aktywa tr<span class="_ _3"></span>wałe <span class="_ _7d"> </span>12 002</div><div class="c x44 y211 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y210 ff1 fs9 fc0 sc0 ls0 ws0">1%</div><div class="c x46 y211 w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y210 ff1 fs9 fc0 sc0 ls0 ws0">12 836</div><div class="c x48 y211 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h15 y210 ff1 fs9 fc0 sc0 ls0 ws0">1%</div><div class="c x4a y211 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y210 ff1 fs9 fc0 sc0 ls0 ws0">-6,5%</div><div class="c x34 y211 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y212 ff1 fs9 fc0 sc0 ls0 ws0">Inwestycje (w je<span class="_ _3"></span>dnostkach po<span class="_ _3"></span>wiązanych) <span class="_ _7e"> </span>732 411</div><div class="c x44 y2d w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y212 ff1 fs9 fc0 sc0 ls0 ws0">81%</div><div class="c x46 y2d w1a h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y212 ff1 fs9 fc0 sc0 ls0 ws0">641 054</div><div class="c x48 y2d w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y212 ff1 fs9 fc0 sc0 ls0 ws0">73%</div><div class="c x4a y2d w11 h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y212 ff1 fs9 fc0 sc0 ls0 ws0">14,3%</div><div class="c x34 y2d w1b h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y213 ff1 fs9 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="_ _3"></span> (jednostko<span class="_ _3"></span>m powiązanym) <span class="_ _30"> </span>90 842</div><div class="c x44 y214 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y213 ff1 fs9 fc0 sc0 ls0 ws0">10%</div><div class="c x46 y214 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y213 ff1 fs9 fc0 sc0 ls0 ws0">205 068</div><div class="c x48 y214 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y213 ff1 fs9 fc0 sc0 ls0 ws0">23%</div><div class="c x4a y214 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y213 ff1 fs9 fc0 sc0 ls0 ws0">-55,7%</div><div class="c x34 y214 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y215 ff1 fs9 fc0 sc0 ls0 ws0">Aktywa z tytułu odr<span class="_ _3"></span>oczonego podatku d<span class="_ _3"></span>ochodowego <span class="_ _7f"> </span>1 104</div><div class="c x44 y216 w1f h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y215 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y216 w1a h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y215 ff1 fs9 fc0 sc0 ls0 ws0">2 803</div><div class="c x48 y216 w1f h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y215 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y216 w11 h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y215 ff1 fs9 fc0 sc0 ls0 ws0">-60,6%</div><div class="c x34 y216 w1b h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y217 ff3 fs9 fc0 sc0 ls0 ws0">2. Aktywa obrotowe <span class="_ _80"> </span>62 846</div><div class="c x44 y218 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h16 y217 ff3 fs9 fc0 sc0 ls0 ws0">7%</div><div class="c x46 y218 w1a h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h16 y217 ff3 fs9 fc0 sc0 ls0 ws0">14 514</div><div class="c x48 y218 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h16 y217 ff3 fs9 fc0 sc0 ls0 ws0">2%</div><div class="c x4a y218 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h16 y217 ff3 fs9 fc0 sc0 ls0 ws0">333,0%</div><div class="c x34 y218 w1b h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y219 ff1 fs9 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tułu bieżącego pod<span class="_ _3"></span>atku dochodowego <span class="_ _81"> </span>79</div><div class="c x44 y21a w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y219 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y21a w1a h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h15 y219 ff1 fs9 fc0 sc0 ls0 ws0">18</div><div class="c x48 y21a w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y219 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y21a w11 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x53 h15 y219 ff1 fs9 fc0 sc0 ls0 ws0">N/D</div><div class="c x34 y21a w1b h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y21b ff1 fs9 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tułu dostaw i <span class="_ _3"></span>usług <span class="_ _82"> </span>8 822</div><div class="c x44 y21c w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y21b ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y21c w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y21b ff1 fs9 fc0 sc0 ls0 ws0">6 828</div><div class="c x48 y21c w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y21b ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y21c w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y21b ff1 fs9 fc0 sc0 ls0 ws0">29,2%</div><div class="c x34 y21c w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y21d ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe należności <span class="_ _83"> </span>1 437</div><div class="c x44 y21e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y21d ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y21e w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x54 h15 y21d ff1 fs9 fc0 sc0 ls0 ws0">754</div><div class="c x48 y21e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y21d ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y21e w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y21d ff1 fs9 fc0 sc0 ls0 ws0">90,6%</div><div class="c x34 y21e w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y21f ff1 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _3"></span>eniężne i ekwiwale<span class="_ _3"></span>nty pieniężne <span class="_ _84"> </span>52 508</div><div class="c x44 y220 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y21f ff1 fs9 fc0 sc0 ls0 ws0">6%</div><div class="c x46 y220 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y21f ff1 fs9 fc0 sc0 ls0 ws0">6 914</div><div class="c x48 y220 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y21f ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y220 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y21f ff1 fs9 fc0 sc0 ls0 ws0">659,4%</div><div class="c x34 y220 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y221 ff3 fs9 fc0 sc0 ls0 ws0">Aktywa razem <span class="_ _85"> </span>899 259</div><div class="c x44 y222 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h16 y221 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x46 y222 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y221 ff3 fs9 fc0 sc0 ls0 ws0">876 296</div><div class="c x48 y222 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h16 y221 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x4a y222 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h16 y221 ff3 fs9 fc0 sc0 ls0 ws0">2,6%</div><div class="c x34 y222 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y223 ff3 fs9 fc0 sc0 ls0 ws0">PASYWA <span class="_ _86"> </span>  <span class="_ _5e"> </span> </div><div class="c x46 y224 w1a h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x57 h16 y223 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _5e"> </span> </div><div class="c x4a y224 w11 h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x58 h16 y223 ff3 fs9 fc0 sc0 ls0 ws0"> </div><div class="c x34 y224 w1b h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y225 ff3 fs9 fc0 sc0 ls0 ws0">1. Kapitał własny <span class="_ _d"> </span>700 383</div><div class="c x44 y226 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y225 ff3 fs9 fc0 sc0 ls0 ws0">78%</div><div class="c x46 y226 w1a h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y225 ff3 fs9 fc0 sc0 ls0 ws0">559 735</div><div class="c x48 y226 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y225 ff3 fs9 fc0 sc0 ls0 ws0">64%</div><div class="c x4a y226 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h16 y225 ff3 fs9 fc0 sc0 ls0 ws0">25,1%</div><div class="c x34 y226 w1b h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y227 ff1 fs9 fc0 sc0 ls0 ws0">Kapitał zakładowy <span class="_ _87"> </span>3 600</div><div class="c x44 y228 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y227 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y228 w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y227 ff1 fs9 fc0 sc0 ls0 ws0">3 600</div><div class="c x48 y228 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y227 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y228 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h15 y227 ff1 fs9 fc0 sc0 ls0 ws0">0,0%</div><div class="c x34 y228 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y229 ff1 fs9 fc0 sc0 ls0 ws0">Kapitał zapasowy <span class="_ _88"> </span>528 054</div><div class="c x44 y22a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y229 ff1 fs9 fc0 sc0 ls0 ws0">59%</div><div class="c x46 y22a w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y229 ff1 fs9 fc0 sc0 ls0 ws0">225 884</div><div class="c x48 y22a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y229 ff1 fs9 fc0 sc0 ls0 ws0">26%</div><div class="c x4a y22a w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y229 ff1 fs9 fc0 sc0 ls0 ws0">133,8%</div><div class="c x34 y22a w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y22b ff1 fs9 fc0 sc0 ls0 ws0">Zysk (s<span class="_ _3"></span>trata) z lat ubiegłych <span class="_ _89"> </span>‒</div><div class="c x44 y22c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y22b ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y22c w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y22b ff1 fs9 fc0 sc0 ls0 ws0">271 826</div><div class="c x48 y22c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y22b ff1 fs9 fc0 sc0 ls0 ws0">31%</div><div class="c x4a y22c w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h15 y22b ff1 fs9 fc0 sc0 ls0 ws0">-100,0%</div><div class="c x34 y22c w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y22d ff1 fs9 fc0 sc0 ls0 ws0">Zysk/strat<span class="_ _3"></span>a netto <span class="_ _8a"> </span>168 729</div><div class="c x44 y22e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y22d ff1 fs9 fc0 sc0 ls0 ws0">19%</div><div class="c x46 y22e w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y22d ff1 fs9 fc0 sc0 ls0 ws0">58 425</div><div class="c x48 y22e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h15 y22d ff1 fs9 fc0 sc0 ls0 ws0">7%</div><div class="c x4a y22e w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y22d ff1 fs9 fc0 sc0 ls0 ws0">188,8%</div><div class="c x34 y22e w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y22f ff3 fs9 fc0 sc0 ls0 ws0">2. Zobowiązania<span class="_ _3"></span> <span class="_ _8b"> </span>198 876</div><div class="c x44 y230 w1f h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y22f ff3 fs9 fc0 sc0 ls0 ws0">22%</div><div class="c x46 y230 w1a h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y22f ff3 fs9 fc0 sc0 ls0 ws0">316 561</div><div class="c x48 y230 w1f h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y22f ff3 fs9 fc0 sc0 ls0 ws0">36%</div><div class="c x4a y230 w11 h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y22f ff3 fs9 fc0 sc0 ls0 ws0">-37,2%</div><div class="c x34 y230 w1b h1f"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y231 ff1 fs9 fc0 sc0 ls0 ws0">Zobowiązania długote<span class="_ _3"></span>rminowe <span class="_ _82"> </span>183 834</div><div class="c x44 y232 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y231 ff1 fs9 fc0 sc0 ls0 ws0">20%</div><div class="c x46 y232 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y231 ff1 fs9 fc0 sc0 ls0 ws0">223 006</div><div class="c x48 y232 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y231 ff1 fs9 fc0 sc0 ls0 ws0">25%</div><div class="c x4a y232 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y231 ff1 fs9 fc0 sc0 ls0 ws0">-17,6%</div><div class="c x34 y232 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y233 ff1 fs9 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _3"></span>ótkoterminowe <span class="_ _8c"> </span>15 042</div><div class="c x44 y234 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y233 ff1 fs9 fc0 sc0 ls0 ws0">2%</div><div class="c x46 y234 w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y233 ff1 fs9 fc0 sc0 ls0 ws0">93 555</div><div class="c x48 y234 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y233 ff1 fs9 fc0 sc0 ls0 ws0">11%</div><div class="c x4a y234 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y233 ff1 fs9 fc0 sc0 ls0 ws0">-83,9%</div><div class="c x34 y234 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y235 ff3 fs9 fc0 sc0 ls0 ws0">Pasywa razem <span class="_ _85"> </span>899 259</div><div class="c x44 y236 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h16 y235 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x46 y236 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y235 ff3 fs9 fc0 sc0 ls0 ws0">876 296</div><div class="c x48 y236 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h16 y235 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x4a y236 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h16 y235 ff3 fs9 fc0 sc0 ls0 ws0">2,6%</div><div class="c x34 y236 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y237 ff8 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y238 ff1 fs0 fc0 sc0 ls0 ws0">W okresie <span class="_ _3"></span>sprawozdawczy<span class="_ _0"></span>m wartość su<span class="_ _3"></span>my bilansowej wzrosła o 2,6% <span class="_ _3"></span>w porównaniu d<span class="_ _3"></span>o roku 2<span class="_ _3"></span>022, co jest głównie spowodowane wzrostem<span class="_ _3"></span> </div><div class="t m0 xc h2 y239 ff1 fs0 fc0 sc0 ls0 ws0">wartości inwestycji w jednostkach powiąz<span class="_ _0"></span>anych wycenianych metodą praw własności. </div><div class="t m0 xc h2 y23a ff1 fs0 fc0 sc0 ls0 ws0">Jednym <span class="_ _0"></span>z <span class="_ _1a"></span>podstawowych <span class="_ _14"></span>zadań <span class="_ _14"></span>jakie <span class="_ _14"></span>pełni <span class="_ _14"></span>Lokum <span class="_ _14"></span>Dewelo<span class="_ _0"></span>per <span class="_ _0"></span>S.<span class="_ _0"></span>A. <span class="_ _14"></span>w <span class="_ _14"></span>Grupie <span class="_ _14"></span>Kapitałow<span class="_ _0"></span>ej <span class="_ _0"></span>jest<span class="_ _0"></span> <span class="_ _0"></span>zape<span class="_ _0"></span>wnienie <span class="_ _14"></span>finansowania <span class="_ _14"></span>spółkom <span class="_ _14"></span>celow<span class="_ _0"></span>ym </div><div class="t m0 xc h2 y23b ff1 fs0 fc0 sc0 ls0 ws0">m.in. <span class="_ _18"> </span>za <span class="_ _1"> </span>pomocą <span class="_ _18"> </span>pożyczek. <span class="_ _18"> </span>W <span class="_ _1"> </span>badanym <span class="_ _18"> </span>okresie <span class="_ _18"> </span>wartość<span class="_ _0"></span> <span class="_ _18"> </span>udzielonych <span class="_ _18"> </span>pożyc<span class="_ _0"></span>zek <span class="_ _18"> </span>spadła <span class="_ _18"> </span>o <span class="_ _1"> </span>55,7%, <span class="_ _18"> </span>co <span class="_ _1"> </span>jest <span class="_ _18"> </span>związane <span class="_ _18"> </span>z <span class="_ _18"> </span>za<span class="_ _0"></span>kończeniem <span class="_ _18"> </span>kilku </div><div class="t m0 xc h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">projektów <span class="_ _1a"></span>w <span class="_ _1a"></span>roku <span class="_ _1a"></span>2023, <span class="_ _1a"></span>czeg<span class="_ _0"></span>o <span class="_ _1a"></span>następstwem <span class="_ _14"></span>były<span class="_ _0"></span> <span class="_ _1a"></span>spłaty <span class="_ _1a"></span>pożyczek <span class="_ _1a"></span>udzielonych <span class="_ _1a"></span>przez <span class="_ _1a"></span>Lok<span class="_ _0"></span>um <span class="_ _1a"></span>Deweloper <span class="_ _14"></span>S.A. <span class="_ _1a"></span>na <span class="_ _1a"></span>realizację <span class="_ _1a"></span>tyc<span class="_ _0"></span>h <span class="_ _1a"></span>projektów. </div><div class="t m0 xc h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">Spłaty <span class="_ _1a"></span>poż<span class="_ _0"></span>yczek <span class="_ _1a"></span>o<span class="_ _0"></span>raz <span class="_ _1a"></span>emisja <span class="_ _1a"></span>obl<span class="_ _0"></span>igacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>J <span class="_ _1b"></span>umoż<span class="_ _0"></span>liwiły <span class="_ _1a"></span>Spółc<span class="_ _0"></span>e <span class="_ _1a"></span>przeprowadzenie <span class="_ _1a"></span>przedterminow<span class="_ _0"></span>ego <span class="_ _1a"></span>wy<span class="_ _0"></span>kupu <span class="_ _1a"></span>obligacji <span class="_ _1a"></span>serii <span class="_ _1b"></span>H, <span class="_ _1b"></span>co <span class="_ _1b"></span>powinno </div><div class="t m0 xc h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">w przyszłości <span class="_ _14"></span>przełożyć <span class="_ _14"></span>się <span class="_ _0"></span>na <span class="_ _14"></span>znac<span class="_ _0"></span>zny <span class="_ _14"></span>spadek <span class="_ _0"></span>kosztów <span class="_ _14"></span>finansowych. <span class="_ _14"></span>Spółka <span class="_ _14"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _14"></span>S.A. <span class="_ _14"></span>zarządza <span class="_ _14"></span>płynnością <span class="_ _0"></span>Grupy <span class="_ _14"></span>Kapitało<span class="_ _0"></span>wej </div><div class="t m0 xc h2 y23f ff1 fs0 fc0 sc0 ls0 ws0">między <span class="_ _1c"> </span>innymi <span class="_ _8d"> </span>poprzez <span class="_ _1c"> </span>grom<span class="_ _0"></span>adzenie <span class="_ _1c"> </span>nadwyżek <span class="_ _8d"> </span>środków <span class="_ _1c"> </span>pieniężnych <span class="_ _8d"> </span>wypracowanyc<span class="_ _0"></span>h <span class="_ _1c"> </span>przez <span class="_ _1c"> </span>Grupę, <span class="_ _8d"> </span>które <span class="_ _1c"> </span>nastę<span class="_ _0"></span>pnie <span class="_ _1c"> </span>mogą <span class="_ _8d"> </span>zo<span class="_ _0"></span>stać </div><div class="t m0 xc h2 y240 ff1 fs0 fc0 sc0 ls0 ws0">przeznaczone na realizację bieżących projektów o<span class="_ _0"></span>raz zakupy działek pod nowe projekty. </div><div class="t m0 xc h2 y241 ff1 fs0 fc0 sc0 ls0 ws0">Występująca <span class="_ _7"></span>w <span class="_ _3"></span>Spółce <span class="_ _7"></span>struktura <span class="_ _7"></span>a<span class="_ _0"></span>ktyw<span class="_ _0"></span>ów <span class="_ _3"></span>wynika <span class="_ _7"></span>ze <span class="_ _7"></span>specyfiki <span class="_ _7"></span>działa<span class="_ _0"></span>lności <span class="_ _3"></span>holdingowej. <span class="_ _7"></span>Aktywa <span class="_ _7"></span>trw<span class="_ _0"></span>ałe, <span class="_ _7"></span>na <span class="_ _3"></span>które <span class="_ _7"></span>skła<span class="_ _0"></span>dają <span class="_ _7"></span>się <span class="_ _3"></span>przede <span class="_ _7"></span>wszystkim </div><div class="t m0 xc h2 y242 ff1 fs0 fc0 sc0 ls0 ws0">inwestycje <span class="_ _1"> </span>w  jednostka<span class="_ _3"></span>ch  powiązanych <span class="_ _1"> </span>(81%  aktywów <span class="_ _1"> </span>ogółem) <span class="_ _1"> </span>oraz  udzielone <span class="_ _18"> </span>pożyc<span class="_ _0"></span>zki <span class="_ _1"> </span>(10%  aktywów <span class="_ _18"> </span>o<span class="_ _0"></span>gółem),  stan<span class="_ _3"></span>owią  93<span class="_ _3"></span>%  su<span class="_ _3"></span>my </div><div class="t m0 xc h2 y243 ff1 fs0 fc0 sc0 ls0 ws0">bilansowej Spółki. <span class="_ _7"></span>Ta<span class="_ _0"></span>ka s<span class="_ _3"></span>truktura aktywów <span class="_ _7"></span>wy<span class="_ _0"></span>nika <span class="_ _3"></span>przede <span class="_ _7"></span>w<span class="_ _0"></span>szystkim z <span class="_ _7"></span>przy<span class="_ _0"></span>jętego <span class="_ _3"></span>modelu <span class="_ _3"></span>finansowania in<span class="_ _3"></span>westycji deweloperskich, <span class="_ _7"></span>w<span class="_ _0"></span> którym<span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi xc y13 we hb" alt="" 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PyiFvf1S6bfG51z0uHM06KRSAXHHRNCSC6tqJ80pcOZpyXf/yC6UnZuPN68bXK7lRaPG5t8/Y2i0Vds/TI3vf1OdJZLaHZRhKwPFULocPqpG67snHHKTfq6cLGzz6hbWhGaXd4ghNDY7HTizAM1Wc9Ga69w+EWfjP/J2jHXNs59ssP5w+p+NnHD1aW35fylLc8383NF6zlZsSxrDFjThx9+dPxJsWFD8vv3zenaNfHSy1HGFI4YHvVDU3XN2jHXRPdXbaquiRayaPT30nXR8OCMxvL56SnXT5pScMLxn8shoPTRxV1g/35Avy4PPbD6/Iv927JV5dPi6T13n73hb+a1s9++52+rMp/NaVx/76A9zx/Uq1X/6iWbype898zL762orHn2lQ2XLoh3LT7+sO79eu9zSr+ePeKds9LoxCvv39zUTjyiR2lJUdYbX1j2wQXj/5T5shfvGVlakv1ffc78we8r3qlO/3jvD885+egDsl6TNal41+JFd3/L9gQA2yG5tCIaZrZh93rYkE4D+uUP6Fc8bmzdxMnJpRVrLr0seqpg0MDCb7Y8FC2vrHfHCTd8Mv4ntcNHdn32iZzioryy3tEUoj8bSiMe7zJnVotT2Kb92qxlbj5sLOsFIYQ9nns6p7h71Gl5fcqSSysyGyx9VYPmlzdomDkrOhzUYoFkPRutvcJvDk+88GL0VPrZ4nFjt6kZtjzfjfuBxUWFo0asmzqtfspdLZ6DlDWdgkEDCy//dvR9/e2/bCyfv/6Z8g6DT4puJVQ4akTmQZUOp5/aWD5//WNzisp6JxYtrps4OXfa9D0Wlu/kAy8FgwYWjf7errSLP6Bfpztuy9oCyUmlUlkPzX5zdfNxbq9efkQ0zu0PS2uaX+S6y99ezlu//tlfXpIVJ1uvsmrNd255NLM3mrtp1KBvnHZY+ijQlssn08izjvzB8GOLYwWJZNPBX78r86nmVVPX0HjoJb/OevuNI0/MmubkGS/84sGF6R+vueiYsRf0tz0BwDZpqlwZjWHbpGG675veQU9WLEtULG+c+2R+/74Fxx2Td/DB6V3eVF39+tlzC/r3zRxjFh1myXwwVVffuOD5xr+W5x3Ys8OpgzNfHE0hc3ab7K8//EiL+/pZy1zQv2/uPvtk7ohHk20+wfQxnxBCYtHi5Mr3M2edflfmy1pcP+mliiay5bXXuGBh4oUXC04dnF/WK/OATDTlrLW35d9Ler7Rs5ssZ3VNY/m8lldXdU1j+bzESy+nqms6nD+s4LhjN7keWiJZP+XOqDmjj5O1SNHb0x9q3W/u7zD0nG0ajritGh5+JCsYcuPxnd9abaJ+0pR0828M4627Qka7KJ9VdYmDfpl9AY3/GXJQNM7t3dUNh9/9StazHd94I1ZTHUKIdy1+7s4R2zo+LZFs+um0+ff+ZcnWvDjetfj+/xhatn+3bSqfEMKJR/T47fivhRC+OeHP6QNKLVZN8+NCLR7PyTouNGPCef17f8n/gQEA7NKal88ezz3dymtOfI6i608onw0Ru0mEbPH0nkRT6pTfZd/3t0N1dZQ9IYSqj+uunfLEti7B7+b8fSuzJ5rF4wvf2o7P+ewrlTOfXRFC+PaQr2Q+Puu57LsVzXtlZfOZ1tRuMvavrqEx6/DUUQfv7V8KAIDdTMcJN+y62RNCKJl6l19iy+Vz64IPtnB6z+WPvvWPTxozn40X5Xd8e5MO+fO8FVFgbKXKqjU3Tm3h1rxlB3S7adSgm0YN+toJm1zP/sQjemxhUNmzv7wk+nPvD8858YgeWc/+32nzQgjHHrrvlqvmL8+/0XzK5UsqM3987e1NTnMaedaRrsQAALCbyetTtrnzynaZff0e3aN7KBEyr3CwYOXam+dlDxV9+MJe0d17/rC0ZsbS7LuD/fnfev/zhD1G/tf/Zj449vY5/XrvszUn/CSSTd+5Jft2yyce0ePqiwakR45deuYRP7vipMtv+cuzr1TGuxb/5kdDtjDB9Ex7xDuffPQBFe9Wn3nd7zMjJ5FsKo4VlB3QLfOIzd/e+Gf6VJ/mB3MiTyx+e9iJGxss67jQOQO/bEsCANjNdPrpf7b96T2JZNOHH0anUaU+/jjxwos53Urzjz4qhJBT0jn/K0e2+VlMRaO/t27a9A3Xc1c+IYRVdYlLZmYf67j1lP0PixeFEN5d3dD8qgbRs4fFDxh51pFZw9XO+/Eft+aEn5df/0dWZtw0atClZx6R9bLiWMFvx3/tvsdeGTrw4G06tFK2f7esyPmw5pMe8c5fP+XQzANNS96oSpdP1sGcjY03b8XtY09L//jb2a9mPmuoGwDAbqZg0MA2vHx2qq6+4cEZ62fPjS7O3sy09He58XiHoWfFhpzdZnPPzyu+4Yeu8xai0W6JptS3Z72ZNZLt5ANKLu+7V9jM6T0nH1Ay6qh49P2PRwzMGlq2lSf8/P2tTTKj7IBu3zjtsM29+NIzj2h++enPdPyhLYzLHDrw4MwfM4e3ZR7MyRpoV1m1Jvqmpra+6uO6zJcZ6gYAsJspvuaqtplQIlk/aUpN7yM/Gf+TzWTPJpqqqtZNnbb6/Itrh1/aVLmyTRYhuucSuSGEWxd88NQ7tZmP7t2x4P+dtyEPmp/es3fHgv8ZclA0Ci6EkJ+Xe/vY0+JdizNf8+d5K+577JUtz3vxsg8zf/zesL5tnhBZFzAoLSkMIZSWFGUubcU71XUNGz5g5sGcEWcenll06aX92xv/zJzmef/Sy2YEALA7yetT1iaHXJIVyz46ZlDWpaW3UmP5/I+OP6l+0pTWL0ZOcZGzfUI02q1qyfLSRa9lPlrSpbhD7oZRZ6sXLSldusn5P527FBV/+9DMRwqLYjVHHlVTn8h8sKZkwyDFd1c3jHn8nT9ecEg6ltJ1lPlj93intv1sT730TubBmRBCcawg+uabpx+eeTee195e1b/3l7IO5hzac8/TBhyYvgR2+lSfZ15+L3OaWZdMaFupuvqa3kfaTAEAMnV7b8UOnX7h8ItaP5H1Tz6dvgnvdqubODn5+hudJt3ayjOOYpcM374A293K578v+5dnXnw7c6e/enXdtVOeiM5s+fW4M8647veZz9asrr/8lr9Et8eJfP1Pr1dtmj0nH1Ay5rh9QwiJptTFf3r91ar6Wxd8cP3ALUXCPqXZ5XPV5DlZdRRC+NoJh2SecpMpfVm5j9eu+39PvJZ1ElHm6LUzjjkws3zmvbKyf+8vZR7MKTugW3GsILNq0qf6ZB5HOvGIHuma2hFyiot29F9sAACydBh6zhcheyINM2c11dSUTJvamvjJ7VZaMGhgO/+15oYQ8vNy//TTf8164s/zVjz10jshhNKSojvHnZH17LOvVKYHs9394j+zBsuFENLD4X701HvRlbJvnvf+gpVrM19TdkC3zB+zBr9th7G3z4n+3Di1vPkl2v59+HHp7w/uvkfmU9GpPpkHc75+yqHNX1bxbnXWcaGsuwMBALCry+tT1soLrDVVrmyr7Ik0ls+vn3JnKydS+J2RyieEEHrEO980alDWcyP/63+je9307/2lay46JuvZG6eWV1ateXd1w3VPvJv11Ix/PWTP4vwQwoKVa+96ceOBlEtmvlHX2JT+MevyA29/uHrHfc5rLjom80Lb+Xm5I8/aOIosOtUn82BOdLQnPy8381Sf5197P+skn698eS//OgAA7E5aO9QtkVz9tQvbfKnqJk5e/+TTrZlC/lfa+zkUG68ocOmZRzS/++fwCX9OJJtCCFee1zfrEE0I4bwf//GU3y7NevCCPqWnH9QlhFDX2JR1pex/fNL4n89svCXoUYdscjHoXzy4MOumom0i3rX43h+e0/z+p1k34ZmzaJPxfumjPacNODDjNW9lHhcqO6DbdlxuDgCAL7KC445pzdsbZj26g26e88l1PwqJ5Pbv93crzTu4Xd+FcpNrqd3972dlXaKt4p3qn06bH0LIz8udnnFiT6Tq47q1r2xyweu9OxbcffaGVPj6n17PuihcCGF0/421M+jI7NC6avKcKLQit4897e0Hv//2g9/fjg/2tRMOueaiYyZfddpf7/hG+nY9mQ7tuWfmj/932rzM96avMpd5qs+zr1Rm3rkoGhEHAMBuI6ekc15Z7+1/fyJZ95P/2kHL1lRV1TDr0dZMIXbBecpng+JYQfNTeu79y5IXln0QQigtKbr3h9kne8Vqago+/jj948MX9opO7/nD0poWT/7Zv0ss/WNpSVHmkLMoLYZc/4f0nXNCCBXvVk+e8cJWfpgok6I/t489bewF/YedeMjmrkBQHCvIPMaVecDnlH49099nneqTKeu+QAAA7Oo6DD6pNW9f/0z5DjrgE2llVuX26K58Nurf+0tZNRJC+N7Ex6NxaCcffUDW/T1DCJ1XLM9pbAwh3HrK/ofFi0II765u+PasN7NedkGf0gv7ZJ8r9uMRA5sfZTrxyvsHXP6bqybPGXD5b8687veZF2FrW5u7PkHmwaisU33SDHUDACDLunvu3aHTb6qqaqvbmyqfDTWSdUpP1cd1V02eE31/2+hTslolhNB5WcVJ+3UadVQ8fHoZ66wX7N2xYMoZPZvPKz8v9/7/GNr88aqP6/48b0XW3XjaXIvXJ4h3Lc5KmsxTfdIMdQMAIFOqrr6xfP6OnkvjCy9a1W1WPvl5uff8+9lZD6YvY52fl3vM2cdnv6W+/tA1/8y6jHWmhy/sVVyQ2+ISlO3f7bFb/615TbX84gO6ff+8vm314UtLippftmHI8dlj2Fq8V+kOvYEpAAC7nOTfX9sJc2mc+6RV3WblE0LoEe88+arsu4XeOLW84t3qBSvX3r9izdqDDsp69oE5r76w7IOsy1hH0qPgNtsz+3d77s4RzUfZZTXPjAnnPfbzfyvbv1sbfv7mh26yrvkWLV7WI/GuxW27GAAA7PLls/L9nTCXxPLXrertk7+5J4adeMgfnlr67CuVmQ8On/Dn2iO/EkJY323PxlWrCmo3uYbBd299fPXhh2dN5+QDSqJRcJ+xHHm5N448ccy/9nvzg4///taqxcs+fO7vK48/rHu/3vt07VTYr/c+mXfjiRTH8pufdLStTunXM+sOqlnXfIvcNGpQ5ssyL4EAAAA7r6+WVlgJ2ycnlUpt7rm6hsavjvld1sk2DaWln3z54BBCSCa7LlmSm9jkutWNJSVrepelf9y7Y8Fz3zosuqspAADsxtaOvqZh5qydMKNu762wtrdD7haea/Ei17Gamg7Vq0IIIS9vTe/si50X1NbG/vGP9I+/PLOn7AEAAL7Q5RM2c5HrTm++mdvQEEL476Fl11yUfY/bju++k1dXF0K4ou9epx/UxSoGAKA9yDv4y1bCLlw+IYQfjxjYa7/s+/B0WrE8uoz1lef1Hdjsdjedly07tLTDzSfvZ/0CANBedqx7HmAlfJFt6TyftFVrG97459qsB/vs26WkMD+EsKa+8bUParOe/fJenfbsFLN+AQBoJ9Y/+fSaSy/b0XPJ61PWdfYj1vZ22KqTcPbsFNtCxnQuKjj2IJd4BgCgfe9Y9zpkp8zlYKt6++RaBQAA0Ho5paU7YS4Fpw62qpUPAAB8fuVTXFQwaOAOL5/+fa1q5QMAAJ+nwu+M3LH77vF4bo/u1rPyAQCAVln/5NOteXvBccfu0MUrvuGHrXl7U+VK5QMAAIRU7ZpkxbLtfntOcVFs2JAdteMej8eGnN2aKTTM+JPyAQAAQgihccHC1ry94y0358bjO2LBiq76XsjP2+63N1XXJF9/Q/kAAAAhhLBu+oOteXtOcVHJ9HvbfKkKBg0s/NYlrZlC4m9L2vlvVvkAAMBGyaUVqbr61kwhr6x3xwk3tOUuezxeMm1qa4vunnvb+W9W+QAAwCYaHpzRyikUfuuStoqfgkEDu8yZ1ZpxbiGEpuqaxvL5ygcAANio/vY7QyLZ+vjp8tADrTznp3DUiJJpU3O7tfYeqQ33T/drVT4AALCJpqqqhlmPtn46+QP6dZkza/tub5rXp6zLQw90vGl8K4/2hBBSdfV1E2WC0/YAACAASURBVCf7teZbBQAAkKX+V3fHzh3a+unkdistmX5fqq6+ccHz6+659zOHnOXG4x2GnhUbcnb+gH5t9VlaP3hP+QAAwO4pubQisWhxW+VHTnFRh8EndRh8UqquPlVTE0JofOHFEELipZfzjz5qw2tKOud/5cjWD2zLkqqrr7/9Tr9Q5QMAAC1b890xeywsb/1gs6wEyinuHkKI9egeQmiTw0pbVvfftzZVVfltBuf5AABAi5qqqj6ZcPMu/RGSFcvWTZ3mV6l8AABgS9ZNndZUuXJXXfpEsnb4SL9E5QMAAJ+tdtQVrb/C9edi7dXXGeemfAAAYKskl1bUjhi1y8VP/aQpDTNn+fUpHwAA2FqN5fNrR4zahRa44eFH3MBH+QAAwPbET/2kKbvEoiYWLV475lq/MuUDAADbo27i5Nrhl37Bh73VT5qy+vyL/bKUDwAAbL/G8vkfn31uU3XNF3HhEslPbpxgkJvyAQCANpBcWrH6tCGJRYu/UEvVVF1TO2KUW/coHwAAaLvMqKpaff7Fa0df8wU5+NPw8CMfHXVsY/l8vxrlAwAAbd0bM2d9dNSxDQ8/8jme+dNUXVM7/FLXM1A+AACwY60dc+1Hxwza+f3TVLly7ehrHOpRPgAAsLMipKpq7Zhrqw8sq580JVVXv2NnlkgmFi3++PShHx1/khuVbqt8qwAAAFqvbuLkuomTY8OGdDh/WP5XjsztVtqGE09WLFv/2Jx106Y3VVVZ1coHAAA+Zw0zZ0VHY3Lj8Q5Dz4oNOTt/QL/tm1RTdU1j+bzGuU86vNMmclKplLUAAADs3pznAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAwK4jP/pSfeCBTW+/bXUAtCvxVMq//9jGsI21tzXWbj+7Yz4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gFgV5GXZx1gG8M2RnuQk0qlrAUAAGD35pgPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAADsLPnRl8anJ1kXAO1OYUloWBNSKWsC2xi2sfazxgqOG9U+P3pOyoYCAADs7ox2AwAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAACAnSV/w9ecHOsCAAB2f6lU+y6f9vr5AQCA9sBoNwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAA2FnyN3zNybEuANqdnj1DZWVIJKwJbGPYxtrRGnvrrfZdPqmUzQAAANhdGe0GAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAAA7S/6Grzk51gUAAOz+Uqn2XT7t9fMDAADtgdFuAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACws+Rv+JqTY10AtDs9e4bKypBIWBPYxrCNtaM19tZb7bt8UimbAQAAsLsy2g0AAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAHaW/OhL49OTrAuA9iZnr96pVW+EpoRVgW0M21j7WWP5h57VTj97KpWyBQAAALs3o90AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAGBnyd/wNSfHugAAgN1fKtW+y6e9fn4AAKA9MNoNAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAAB2lvwNX3NyrAuAdqdnz1BZGRIJawLbGLaxdrTG3nqrfZdPKmUzAAAAdldGuwEAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAwM6SH31pfHqSdQHQ7hSWhIY1IZWyJrCNYRtrP2us4LhR7fOj56RsKAAAwO7OaDcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAANhZ8qMvjU9Psi4A2p3CktCwJqRS1gS2MWxj7WeNFRw3qn1+9JyUDQUAANjdGe0GAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAAA7S370pfHpSdYFQLtTWBIa1oRUyprANoZtrP2ssYLjRrXPj56TsqEAAAC7O6PdAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABgZ8nf8DUnx7oAAIDdXyrVvsunvX5+AACgPTDaDQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPvz/9u4+Nov7MOD42X6wsXkJGHlyC12Y1CRQyd6Spk0JpI3IU0sEI7J2Q7XpQI26LKowhFhqt67BBTpHVHVSYlfNlCgttDZTl3ahGJjIk6YpOFlS0qR2JfJSbUQkqxcLWAHb2H7sZ388zKVpnvM9fkmx/fkICcPdc889P98fz1d39zsAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAwHsldunvnBxjAQAAU18qNb3LZ7p+fgAAYDpwtRsAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAALxXYpf+zskxFgAAMPWlUtO7fKbr5wcAAKYDV7sBAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAMB7JSdlDAAAYPpITdMCiE3bTw4AAEwfrnYDAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAADBZVFdX52TQ0tKS7dZOf+CakD/nqjcmf/5ixhcnB/t/8tNz1RvDNzK8ektLy+j2vKOjIyez6urqd6wfsvLJkyejDEvIFt51VzP9Uj75yU8mk8msfiNdXV3ve9/7In5S5QMAAGP4illSUlS7Zf7Lz89t2RP7yIczrhfLy19569yWPcWvthfVbsktKZmInenq6qqoqMi0tLy8fO/evVfsSCYSifr6+ujrJ5PJ6urqzs5OB6HyAQBgYhXVbpn/wtHCezblLiiO+JKcosLCezbNf+Ho7MYHxndnwkugtLQ0kUjEYrEreTzr6uoOHToUceUNGzYkEgkHofIBAGAiv1mWlMx7srXwnk1BLG80r4/lFdyxZv5zPx3Hkz/hJfD444+XTMyJpvG1evXqjo6OEVfbsWPHvn37HIfKBwCACZS3dMm8Y0/lLblurF9PFy286snWcYmfpqamkBJobGxcvnz5ZBneioqKrq6ukBXa2trq6uoch8oHAICJ/E5ZUjJ3356cosLx2dqC4quebB3jRtra2mpqajItraqq2rRp0yQa4c7Ozng8nmm2g66urhUrVjgOlQ8AABNrzj83Rr+rJ2L8zNnzyKhfHl4C8Xj8qBIDyQAAC9dJREFUSp7VIJP29vZVq1b94f93d3eXl5c7CEcUMwQAAIzFzDs3hE3gFgRBcrD/Z0dT584PJH6S/o8Z8ZU5c+fkf/yWkDuC8lfemrd0yeCJV7Ldn2QyGVICpaWlLS0tV/isBpkkEokdO3Zs27bt8g97xx13mMxN+QAAMPHlU7UuZGnfEwd6dtw/9Pv3qPTtbw2CIG/pkrmPPZy7aGGm187+p6/+9lOfyTZ7Vq1aFVICR44cmRSzGmRSV1d32223Dd+hVFtbazK3iFztBgDA6OUtXRIyq0F33c4LNfcOZbg1f/DEK2eX3RryqNPYRz6c7VQH9fX1ISXQ3NxcVlY22cd8xYoV6QeqNjU1PfTQQw5C5QMAwISbWZ3xhM/Qm29dfGzk22nO/11Nqqc34/Y3VEffmUOHDoXMb7Z58+bq6uqpMezLli1raWkJmcIB5QMAwLiWz2cztsS5O++OsoWhrq6eXd/ItLTgr/4y4p50dHSsXr0609J4PN7Q0DBlhr2zs3P9+vUOP+UDAMB7JfMUBdEnJ+g/cDjjt9XMdwFd7vnnn6+oqMi0dFLPalBaWjqh6ysfAAAYvaHTZ7JYuasrSA6O5e0eeuihkFkNHn/88ck7q8GRI0eirzzFTm0pHwAArni9vdmV0kTOy/zUU09N3oEsKytrbm6OsmZpaenhw4cdesoHAIAr+FvpRF6jVVdX19LSMnkHp7q6evPmzSOu1t7ePkmv6FM+AABMi5KZccvNIfcLRbF58+bw+1vWr1/f0dEx9s91/vz5EddJJpPjPp4NDQ3xeDxkhWPHjk3q5xQpHwAAJqdYXvRH8eRXxMf4bjfddNNzzz0Xvk5FRUVXhicLvUNVVVWmRc8888yILz9x4kTI0tE9UCgWi7W0tGSqu+3btw8/2xTlAwDA+Ov/yU8zLZr1jfqo5RNfmWnRxe9+L+JGFi9efOzYsZAVOjs74/H4GE/I7N+/f8R1wutozpw5o3vrkpKSd53toKqqatu2bQ5F5QMAwAS6+Oh3MvbMyltn3HLziFsoqt0SMnX1xZYfRN+Z5cuXb9++PWSF9vb2DRs2jLidysrKTIsSicSOHTtCXtvR0RH+gNFFixaNerT/cLaD8vLyvXv3Og6VDwAAE2vg6LOpnozTuM159OGCtZXh2VN4z6ZMSwdfeTX6Q4HStm3bFn4/zL59+5qamsI3Mm/evJCldXV1meKnq6sr5LFCQRDE4/ExTkJw+WwHpaWliUTiiprVIJVKXZmrpVIp5QMAwJj0H0lkWpRTVDi76cE5ex7JW7rk8v/PW7qkqHbLnD2PhGRPEAT9//7kKPbn8OHD5eXlISvU1NS0tbWFrFBRURE+X0I6ftra2rq7u9P/093d3dHREY/HO0On5966devYB3x4toNJ/Zyi955p7wAAuGTXrl2tra1R1ty9e/fwd+6eHffnV8RzigozrZy/8tb8lbcG6ceb9vbmlpZGmclt6PSZi3tHMxV1LBZLJBLl5eUhEbJixYq33347UzbEYrGGhob169eHx09dXV0QBPF4/Fe/+lVntOcRfeITnxiHb/Cx2OHDh8+ePSt7lA8AAKPR3t7e3t4eZc36+vrhr91DXV3nP3/33JY9I74qd0Fx1F1JDp6r2jgUbSq2P5SeDCD8zE95efmpU6cyXSq2bt262traKD2TSCQi7tWxY8dmzZo1Pl/iYzHZky1XuwEAMFYDR5+NPglbFN0767O9w+cdysrKDh48GLJCZ2fnqlWrMk31FovFjhw5Ujp+z1dtbm428bTyAQBg0uu+b8f4xE9ysPebTRcfG4f5ym6//fbwqd4SiUR9fX1IO7W3t49L/Gzfvr26utpBonwAAJgi8XNh09YgOTjqLQydPnNuw509DbvHa5e+/OUvh0/1VldXd+jQoUxLS0pKxh4/mzdv9rwd5QMAwJTSt7/17EdvSf78xWz7J9XT2/fEgbN/cdPA0WfHcX/SkwGEp8vq1atPnjwZEj+nTp1qbGwcxbuXlpY2Nzc3NDQ4MJQPAABTzVBX128/9ZnTf7aku27nyAmUHEz+/MVz1RvPXFd+oebeidifWCw24nmbZcuWdWWeTSEWi23atOnChQvbt28PnzVhWDweP3jw4KlTp6qrq6+o5+1MZzkRHw8EAMDU0NbW9sYbb4xxI2vXrk1PU9b3xIERVy6ovP3dp7FODva1Hhr55XesSf9w8uTJZ5999zNCN9988+LFi0M20tHR0dHREbJCWVlZWVlZlM/e3d398ssvp8dweBLwysrKIAjmzZv3oQ99qKSkJNs53EJ+KdneIBQySldfffVEz7KQSqVycnKuwNVSqZTyAQAApn75uNoNAACY+pQPAAAw9bndCgBgehk6fSbo7TUO01FhYe6CYuUDAMC00FO3s29/q3GYhgrWVs5uenDafnxXuwEAAMoHAABg8nO1GwDAtDarsSH9Q+r0meRLv+w/8lT0u4BiN95QsHH98D+7a2pHfEnuooWFX7q3+4tfSb9L+p89dV9LnTkbBEGQlzfrm18fXhpxz4Mg+N0WQuUUzy/a/pUo+/lOeXmx6/+8cGvNjFuW9zTs7vteS5S3u/xN0z8PJJ7uj3apYcHGz8ZuvD79c/L4S317vp/VbzP6G00fzvkAAExrBWvX9P/ox727HuhvPVyw7tPzjiZyiudH/Sq58P25xcW9ux5I/4nykqHfdM5Y9rH8itvS/yz80r0Fa9cU/M2lh3XO+PiKvGuviZhew3veu+uB1G/PRYqQoqKCtWtGMUpzD/3b7IcbB144fqHm3hkfvXH+y8/nr62MWj5FReldzS0unt34QOzGG6JV5fXDY9t/4GD03+bgr/+zb09z0X3/kHfdtQ5v5QMAwO8Mvv7roTffSh7/xfn1nwuCYPgERaSSOXNm6M230n+ivdlgz877Z37hriAIgsLCgrVruu/bUVS7JcjLC4Kg8O9re/7xq9nu+dCbbwWDgxM3PrEbb8hdsOB/b/r4xd3f6t/fen7957rv23HpI2Szq+c3fH7o7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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">17</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">grunt <span class="_ _14"></span>oraz <span class="_ _1a"></span>początkow<span class="_ _0"></span>e <span class="_ _14"></span>nakłady <span class="_ _1a"></span>na <span class="_ _1a"></span>realizację <span class="_ _1a"></span>inwestycji <span class="_ _14"></span>są <span class="_ _1a"></span>fi<span class="_ _0"></span>nansowane <span class="_ _1a"></span>w <span class="_ _14"></span>dużej <span class="_ _1a"></span>mierze <span class="_ _1a"></span>za <span class="_ _1a"></span>pomocą <span class="_ _1a"></span>pożyc<span class="_ _0"></span>zek <span class="_ _14"></span>udzielonych <span class="_ _1a"></span>przez <span class="_ _1a"></span>jednostkę </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">dominującą Grupy Kapitałowej. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">W obs<span class="_ _3"></span>zarze pasywów <span class="_ _7"></span>na uwagę <span class="_ _7"></span>zasługuje utrzymywanie <span class="_ _3"></span>się <span class="_ _3"></span>udziału kap<span class="_ _3"></span>itału <span class="_ _3"></span>własnego <span class="_ _3"></span>na <span class="_ _3"></span>bezpiecznym poziomie, <span class="_ _3"></span>którego <span class="_ _3"></span>udział <span class="_ _3"></span>w <span class="_ _3"></span>stru<span class="_ _3"></span>kturze </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">pasywów <span class="_ _0"></span>w<span class="_ _0"></span>zrósł <span class="_ _0"></span>na <span class="_ _0"></span>koniec <span class="_ _14"></span>2023 <span class="_ _0"></span>r<span class="_ _0"></span>oku <span class="_ _0"></span>do <span class="_ _0"></span>po<span class="_ _0"></span>ziomu <span class="_ _0"></span>78%,<span class="_ _0"></span> <span class="_ _0"></span>a <span class="_ _14"></span>także <span class="_ _0"></span>wysoki <span class="_ _14"></span>udział <span class="_ _0"></span>zobow<span class="_ _0"></span>iązań <span class="_ _0"></span>długoterminowy<span class="_ _0"></span>ch. <span class="_ _0"></span>W <span class="_ _14"></span>okresie <span class="_ _0"></span>sprawozdawc<span class="_ _0"></span>zym </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">wystąpił <span class="_ _18"> </span>znaczny<span class="_ _0"></span> <span class="_ _18"> </span>spadek <span class="_ _18"> </span>wartoś<span class="_ _0"></span>ci <span class="_ _18"> </span>zo<span class="_ _0"></span>bowiązań <span class="_ _18"> </span>z <span class="_ _1"> </span>uwagi <span class="_ _18"> </span>na <span class="_ _1"> </span>wykup <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>serii  F<span class="_ _3"></span>, <span class="_ _18"> </span>G <span class="_ _18"> </span>oraz  H. <span class="_ _18"> </span>Powyższe  s<span class="_ _3"></span>erie <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>zo<span class="_ _0"></span>stały <span class="_ _18"> </span>w  całości<span class="_ _7"></span> </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">wykupione w 2023<span class="_ _0"></span> ro<span class="_ _0"></span>ku w <span class="_ _0"></span>wyniku skorzy<span class="_ _0"></span>stania przez <span class="_ _0"></span>Emitenta <span class="_ _0"></span>z <span class="_ _0"></span>Opcji P<span class="_ _0"></span>rzedterminowego Wy<span class="_ _0"></span>kupu na <span class="_ _0"></span>Żądanie E<span class="_ _0"></span>mitenta zgodn<span class="_ _0"></span>ie z <span class="_ _0"></span>punktem </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">13 Warunków Emisji Obligacji oraz w wy<span class="_ _0"></span>niku operacji zakupu obligacji własnych w celu ich umorzenia. </div><div class="t m0 xc h11 y244 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y245 ff3 fs9 fc4 sc0 ls0 ws0">Sprawozdanie z zysków i<span class="_ _3"></span> strat [w tys. PLN] </div><div class="t m0 x16 h16 y246 ff3 fs9 fc4 sc0 ls0 ws0">(wariant kalkulacyjny)<span class="_ _3"></span> </div><div class="t m0 x5a h16 y245 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x5a h16 y246 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x54 h16 y245 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x54 h16 y246 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x5b h16 y247 ff3 fs9 fc4 sc0 ls0 ws0">Zmiana </div><div class="t m0 x16 h15 y248 ff1 fs9 fc0 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _3"></span> <span class="_ _8e"> </span>29 177</div><div class="c x5c y249 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y248 ff1 fs9 fc0 sc0 ls0 ws0">29 215</div><div class="c x5d y249 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h15 y248 ff1 fs9 fc0 sc0 ls0 ws0">-0,1%</div><div class="c x5f y249 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y24a ff1 fs9 fc0 sc0 ls0 ws0">Koszt własny sprzeda<span class="_ _3"></span>ży <span class="_ _8f"> </span>27 229</div><div class="c x5c y24b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y24a ff1 fs9 fc0 sc0 ls0 ws0">27 383</div><div class="c x5d y24b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h15 y24a ff1 fs9 fc0 sc0 ls0 ws0">-0,6%</div><div class="c x5f y24b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y24c ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) brutto na sprz<span class="_ _3"></span>edaży <span class="_ _90"> </span>1 948</div><div class="c x5c y24d w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h16 y24c ff3 fs9 fc0 sc0 ls0 ws0">1 832</div><div class="c x5d y24d w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h16 y24c ff3 fs9 fc0 sc0 ls0 ws0">6,3%</div><div class="c x5f y24d w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y24e ff1 fs9 fc0 sc0 ls0 ws0">Koszty ogólnego zarząd<span class="_ _3"></span>u <span class="_ _91"> </span>3 748</div><div class="c x5c y24f w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h15 y24e ff1 fs9 fc0 sc0 ls0 ws0">2 645</div><div class="c x5d y24f w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y24e ff1 fs9 fc0 sc0 ls0 ws0">41,7%</div><div class="c x5f y24f w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y250 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) na sprzedaży <span class="_ _92"> </span>(1 800)</div><div class="c x5c y251 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3a h16 y250 ff3 fs9 fc0 sc0 ls0 ws0">(813)</div><div class="c x5d y251 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h16 y250 ff3 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h15 y252 ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe przychody <span class="_ _3"></span>operacyjne <span class="_ _93"> </span>138</div><div class="c x5c y253 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h15 y252 ff1 fs9 fc0 sc0 ls0 ws0">211</div><div class="c x5d y253 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y252 ff1 fs9 fc0 sc0 ls0 ws0">-34,6%</div><div class="c x5f y253 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yf2 ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe koszty ope<span class="_ _3"></span>racyjne <span class="_ _94"> </span>17</div><div class="c x5c y254 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 yf2 ff1 fs9 fc0 sc0 ls0 ws0">11</div><div class="c x5d y254 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 yf2 ff1 fs9 fc0 sc0 ls0 ws0">54,5%</div><div class="c x5f y254 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y255 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) na działalno<span class="_ _3"></span>ści operacyjnej<span class="_ _3"></span> <span class="_ _f"> </span>(1 679)</div><div class="c x5c y256 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3a h16 y255 ff3 fs9 fc0 sc0 ls0 ws0">(613)</div><div class="c x5d y256 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h16 y255 ff3 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h15 y257 ff1 fs9 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _3"></span>ansowe <span class="_ _95"> </span>16 993</div><div class="c x5c y258 w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y257 ff1 fs9 fc0 sc0 ls0 ws0">27 542</div><div class="c x5d y258 w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y257 ff1 fs9 fc0 sc0 ls0 ws0">-38,3%</div><div class="c x5f y258 w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y259 ff1 fs9 fc0 sc0 ls0 ws0">Udział w zyskach / (s<span class="_ _3"></span>tratach)<span class="_ _3"></span> jednostek wyceni<span class="_ _3"></span>anych metodą praw własnośc<span class="_ _3"></span>i</div><div class="c x65 y25a w21 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h15 y259 ff1 fs9 fc0 sc0 ls0 ws0">176 960</div><div class="c x5c y25a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y259 ff1 fs9 fc0 sc0 ls0 ws0">84 996</div><div class="c x5d y25a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y259 ff1 fs9 fc0 sc0 ls0 ws0">108,2%</div><div class="c x5f y25a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y25b ff1 fs9 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _3"></span>we <span class="_ _96"> </span>16 982</div><div class="c x5c y25c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y25b ff1 fs9 fc0 sc0 ls0 ws0">30 647</div><div class="c x5d y25c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y25b ff1 fs9 fc0 sc0 ls0 ws0">-44,6%</div><div class="c x5f y25c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y25d ff1 fs9 fc0 sc0 ls0 ws0">(Strata)/odwr<span class="_ _3"></span>ócenie straty z tytu<span class="_ _3"></span>łu utraty warto<span class="_ _3"></span>ści aktywów finansowy<span class="_ _3"></span>ch <span class="_ _97"> </span>11 117</div><div class="c x5c y25e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h15 y25d ff1 fs9 fc0 sc0 ls0 ws0">(8 027)</div><div class="c x5d y25e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h15 y25d ff1 fs9 fc0 sc0 ls0 ws0">-238,5%</div><div class="c x5f y25e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y25f ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) przed opodatko<span class="_ _3"></span>waniem <span class="_ _3e"> </span>186 409</div><div class="c x5c y260 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h16 y25f ff3 fs9 fc0 sc0 ls0 ws0">73 251</div><div class="c x5d y260 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y25f ff3 fs9 fc0 sc0 ls0 ws0">154,5%</div><div class="c x5f y260 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y261 ff3 fs9 fc0 sc0 ls0 ws0">Podatek dochodowy<span class="_ _3"></span> <span class="_ _98"> </span>17 680</div><div class="c x5c y262 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h16 y261 ff3 fs9 fc0 sc0 ls0 ws0">14 826</div><div class="c x5d y262 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h16 y261 ff3 fs9 fc0 sc0 ls0 ws0">19,2%</div><div class="c x5f y262 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y263 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) netto<span class="_ _3"></span> <span class="_ _99"> </span>168 729</div><div class="c x5c y264 w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h16 y263 ff3 fs9 fc0 sc0 ls0 ws0">58 425</div><div class="c x5d y264 w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y263 ff3 fs9 fc0 sc0 ls0 ws0">188,8%</div><div class="c x5f y264 w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y265 ff8 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">Przychody ze <span class="_ _7"></span>sprzedaży wynikają z us<span class="_ _3"></span>ług <span class="_ _3"></span>obsługi przedsiębiorstwa, jakie <span class="_ _7"></span>L<span class="_ _0"></span>okum De<span class="_ _3"></span>weloper S.A. świadczy <span class="_ _7"></span>na rzecz pozostałych <span class="_ _3"></span>spółek z <span class="_ _3"></span>Grupy </div><div class="t m0 xc h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">Kapitałowej. <span class="_ _19"> </span>Lokum <span class="_ _19"> </span>Deweloper <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>zarządza <span class="_ _19"> </span>procesem <span class="_ _9a"> </span>realizacji <span class="_ _19"> </span>inwestycji <span class="_ _19"> </span>deweloperskich, <span class="_ _19"> </span>świadczy<span class="_ _0"></span> <span class="_ _8d"> </span>usługi <span class="_ _19"> </span>ws<span class="_ _0"></span>parcia <span class="_ _19"> </span>sprzedaży  </div><div class="t m0 xc h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _1a"></span>marketingow<span class="_ _0"></span>e, <span class="_ _1a"></span>zapewnia <span class="_ _1b"></span>usługę <span class="_ _1b"></span>kancelaryjno-sekretaryjną, <span class="_ _1b"></span>usługi <span class="_ _1a"></span>do<span class="_ _0"></span>radztwa <span class="_ _1b"></span>prawnego, <span class="_ _1a"></span>księgow<span class="_ _0"></span>e <span class="_ _1a"></span>oraz <span class="_ _1b"></span>najem <span class="_ _1b"></span>powierzchni <span class="_ _1a"></span>biurow<span class="_ _0"></span>ej <span class="_ _1a"></span>na </div><div class="t m0 xc h2 y269 ff1 fs0 fc0 sc0 ls0 ws0">rzecz pozostałych <span class="_ _7"></span>spół<span class="_ _0"></span>ek z <span class="_ _7"></span>Grupy Kapita<span class="_ _3"></span>łowej. Lokum <span class="_ _3"></span>Deweloper, <span class="_ _3"></span>w <span class="_ _3"></span>oparciu <span class="_ _3"></span>o umowy <span class="_ _7"></span>o zastępstwo <span class="_ _7"></span>inwestycyjne, zobowiązał się <span class="_ _7"></span>do<span class="_ _0"></span> r<span class="_ _3"></span>ealizacji </div><div class="t m0 xc h2 yd4 ff1 fs0 fc0 sc0 ls0 ws0">i kom<span class="_ _0"></span>ercjalizacji <span class="_ _0"></span>inwestycji <span class="_ _0"></span>Lokum <span class="_ _0"></span>Dew<span class="_ _0"></span>eloper FIZ<span class="_ _0"></span>. Wszel<span class="_ _0"></span>kie t<span class="_ _0"></span>ransakc<span class="_ _0"></span>je w <span class="_ _14"></span>tym za<span class="_ _0"></span>kresie <span class="_ _0"></span>dokonywane <span class="_ _0"></span>są <span class="_ _0"></span>na <span class="_ _0"></span>warunkach <span class="_ _0"></span>rynkow<span class="_ _0"></span>ych, <span class="_ _0"></span>a <span class="_ _14"></span>ich ceny </div><div class="t m0 xc h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">wynikają z ponie<span class="_ _3"></span>sionych kosztów. Wysoki poziom przychodów oraz<span class="_ _3"></span> kosztów finansowych wynika <span class="_ _7"></span>z funkcji holdingowej, jaką pełni Sp<span class="_ _3"></span>ółka. Na </div><div class="t m0 xc h2 y26b ff1 fs0 fc0 sc0 ls0 ws0">przychody <span class="_ _0"></span>z <span class="_ _1a"></span>działalności <span class="_ _14"></span>finansowej <span class="_ _14"></span>w <span class="_ _14"></span>głównej <span class="_ _14"></span>mierze <span class="_ _0"></span>skł<span class="_ _0"></span>ada <span class="_ _0"></span>się <span class="_ _14"></span>udział <span class="_ _14"></span>w <span class="_ _14"></span>zyskach <span class="_ _14"></span>jednostek <span class="_ _14"></span>wycenianych <span class="_ _14"></span>metodą <span class="_ _14"></span>praw <span class="_ _14"></span>własności, <span class="_ _14"></span>a <span class="_ _14"></span>także </div><div class="t m0 xc h2 y26c ff1 fs0 fc0 sc0 ls0 ws0">przychody <span class="_ _18"></span>z tytułu <span class="_ _1b"></span>ods<span class="_ _0"></span>etek <span class="_ _18"> </span>od <span class="_ _18"></span>pożyczek <span class="_ _18"> </span>udzielonych <span class="_ _18"></span>spółkom <span class="_ _18"> </span>z <span class="_ _18"> </span>Grupy <span class="_ _1b"></span>Kapitało<span class="_ _0"></span>wej. <span class="_ _18"> </span>Natomiast <span class="_ _18"> </span>na <span class="_ _18"> </span>koszty <span class="_ _18"></span>finansowe <span class="_ _1b"></span>skł<span class="_ _0"></span>adają <span class="_ _18"> </span>się <span class="_ _18"> </span>przede </div><div class="t m0 xc h2 y26d ff1 fs0 fc0 sc0 ls0 ws0">wszystkim <span class="_ _7"></span>odsetki <span class="_ _7"></span>od<span class="_ _0"></span> <span class="_ _7"></span>w<span class="_ _0"></span>yemitowanych <span class="_ _7"></span>o<span class="_ _0"></span>bligacji <span class="_ _7"></span>oraz <span class="_ _3"></span>koszty <span class="_ _7"></span>odsetek <span class="_ _3"></span>od <span class="_ _7"></span>zaciągniętych <span class="_ _3"></span>pożyczek <span class="_ _7"></span>od s<span class="_ _3"></span>półek <span class="_ _7"></span>z <span class="_ _3"></span>Grupy <span class="_ _7"></span>Kapitałowej. <span class="_ _3"></span>Znaczny <span class="_ _7"></span>spadek </div><div class="t m0 xc h2 y26e ff1 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _14"></span>przychodów, <span class="_ _0"></span>jak <span class="_ _0"></span>i <span class="_ _14"></span>kosztów <span class="_ _0"></span>finansowych <span class="_ _14"></span>wynika <span class="_ _0"></span>z <span class="_ _0"></span>obniżenia <span class="_ _0"></span>stawki <span class="_ _0"></span>WI<span class="_ _0"></span>BOR <span class="_ _14"></span>6M, <span class="_ _0"></span>która <span class="_ _0"></span>jest <span class="_ _14"></span>podstawą <span class="_ _0"></span>do <span class="_ _0"></span>naliczania <span class="_ _14"></span>oprocentowania </div><div class="t m0 xc h2 y26f ff1 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _0"></span>wyemitowanych <span class="_ _0"></span>o<span class="_ _0"></span>bligacji <span class="_ _0"></span>ora<span class="_ _0"></span>z <span class="_ _0"></span>poży<span class="_ _0"></span>czek <span class="_ _0"></span>wew<span class="_ _0"></span>nątrzgrupowych. <span class="_ _0"></span>W <span class="_ _14"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>wart<span class="_ _0"></span>ość <span class="_ _0"></span>udziału <span class="_ _14"></span>w <span class="_ _14"></span>zyskach <span class="_ _0"></span>jednostek <span class="_ _0"></span>wy<span class="_ _0"></span>cenianych <span class="_ _14"></span>metodą </div><div class="t m0 xc h2 y270 ff1 fs0 fc0 sc0 ls0 ws0">praw własności odnotował ponad 100% wzrost, co było spowodowane b<span class="_ _3"></span>ardzo dużą ilością mieszkań rozpoznanych w wyniku oraz sprzedażą </div><div class="t m0 xc h2 y271 ff1 fs0 fc0 sc0 ls0 ws0">gruntu <span class="_ _3"></span>przeznaczonego <span class="_ _3"></span>na r<span class="_ _3"></span>ealizację etapu <span class="_ _7"></span>IV osiedla <span class="_ _3"></span>Lokum Vista. <span class="_ _7"></span>Dodatkow<span class="_ _0"></span>ymi czynnikami <span class="_ _7"></span>jakie przełożyły się<span class="_ _3"></span> <span class="_ _3"></span>na ta<span class="_ _3"></span>k i<span class="_ _3"></span>stotny <span class="_ _3"></span>wzrost wyniku </div><div class="t m0 xc h2 y272 ff1 fs0 fc0 sc0 ls0 ws0">netto był także <span class="_ _7"></span>sk<span class="_ _0"></span>up obligacji własnych oraz p<span class="_ _3"></span>rzedterminowy wykup obligacji serii F<span class="_ _3"></span> i G <span class="_ _3"></span>przeprowadzone pod koniec <span class="_ _3"></span>2022 i na początku 2023<span class="_ _3"></span> </div><div class="t m0 xc h2 y273 ff1 fs0 fc0 sc0 ls0 ws0">roku. Te <span class="_ _0"></span>operacje pozwo<span class="_ _0"></span>liły znacznie o<span class="_ _0"></span>graniczyć poz<span class="_ _0"></span>iom koszt<span class="_ _0"></span>ów finansowych związanyc<span class="_ _0"></span>h z w<span class="_ _0"></span>yemitowanymi obligacjami. <span class="_ _0"></span>Na w<span class="_ _0"></span>zrost wyniku </div><div class="t m0 xc h2 y274 ff1 fs0 fc0 sc0 ls0 ws0">przełożyło <span class="_ _1a"></span>się <span class="_ _14"></span>także <span class="_ _1a"></span>odwrócenie <span class="_ _1a"></span>odpisów <span class="_ _1a"></span>w <span class="_ _1a"></span>zw<span class="_ _0"></span>iązku <span class="_ _14"></span>z <span class="_ _1a"></span>umorzeniem<span class="_ _0"></span> <span class="_ _14"></span>postępowania <span class="_ _1a"></span>podatkow<span class="_ _0"></span>ego <span class="_ _14"></span>z <span class="_ _1a"></span>tytułu <span class="_ _1a"></span>podatku <span class="_ _1a"></span>zryczał<span class="_ _0"></span>towanego <span class="_ _1a"></span>za <span class="_ _1a"></span>rok </div><div class="t m0 xc h2 y275 ff1 fs0 fc0 sc0 ls0 ws0">2018 oraz za rok 2019. </div><div class="t m0 xc h2 y276 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">18</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">2.2.<span class="ff5"> <span class="_ _b"> </span></span>Omówienie podstawow<span class="_ _0"></span>ych wielkości ekonomiczno-finansowych, ujawnionych w skonsolidow<span class="_ _0"></span>anym </div><div class="t m0 x14 h13 y277 ff1 fs3 fc3 sc0 ls0 ws0">sprawozdaniu f<span class="_ _0"></span>inansowym </div><div class="t m0 xc h11 y278 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y279 ff3 fs9 fc4 sc0 ls0 ws0">Sprawozdanie z sytuacji <span class="_ _3"></span>finansowej [w tys. PLN<span class="_ _3"></span>]  </div><div class="t m0 x43 h16 y27a ff3 fs9 fc4 sc0 ls0 ws0">31.12.2023 <span class="_ _77"> </span>Udział <span class="_ _77"> </span>31.12.2022 <span class="_ _77"> </span>U<span class="_ _0"></span>dział <span class="_ _78"> </span>Zmiana </div><div class="t m0 x16 h16 y27b ff3 fs9 fc0 sc0 ls0 ws0">AKTYWA <span class="_ _79"> </span>  <span class="_ _7a"> </span>  <span class="_ _7b"> </span>  <span class="_ _7a"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h16 y27c ff3 fs9 fc0 sc0 ls0 ws0">1. Aktywa trwałe <span class="_ _9b"> </span>52 859</div><div class="c x44 y27d w1f h17"><div class="t m0 x0 h16 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h16 y27c ff3 fs9 fc0 sc0 ls0 ws0">6%</div><div class="c x46 y27d w1a h17"><div class="t m0 x0 h16 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h16 y27c ff3 fs9 fc0 sc0 ls0 ws0">31 095</div><div class="c x48 y27d w1f h17"><div class="t m0 x0 h16 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h16 y27c ff3 fs9 fc0 sc0 ls0 ws0">4%</div><div class="c x4a y27d w11 h17"><div class="t m0 x0 h16 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h16 y27c ff3 fs9 fc0 sc0 ls0 ws0">70,0%</div><div class="c x34 y27d w1b h17"><div class="t m0 x0 h16 y149 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y27e ff1 fs9 fc0 sc0 ls0 ws0">Rzeczowe aktywa tr<span class="_ _3"></span>wałe <span class="_ _7d"> </span>12 224</div><div class="c x44 y27f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y27e ff1 fs9 fc0 sc0 ls0 ws0">&lt; 2%</div><div class="c x46 y27f w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y27e ff1 fs9 fc0 sc0 ls0 ws0">13 087</div><div class="c x48 y27f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y27e ff1 fs9 fc0 sc0 ls0 ws0">&lt; 2%</div><div class="c x4a y27f w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y27e ff1 fs9 fc0 sc0 ls0 ws0">-6,6%</div><div class="c x34 y27f w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y280 ff1 fs9 fc0 sc0 ls0 ws0">Nierucho<span class="_ _3"></span>mości inwestycyjne <span class="_ _9c"> </span>18 043</div><div class="c x44 y281 w1f h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y280 ff1 fs9 fc0 sc0 ls0 ws0">2%</div><div class="c x46 y281 w1a h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y280 ff1 fs9 fc0 sc0 ls0 ws0">2 037</div><div class="c x48 y281 w1f h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y280 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y281 w11 h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y280 ff1 fs9 fc0 sc0 ls0 ws0">785,8%</div><div class="c x34 y281 w1b h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y282 ff1 fs9 fc0 sc0 ls0 ws0">Aktywa z tytułu odr<span class="_ _3"></span>oczonego podatku d<span class="_ _3"></span>ochodowego <span class="_ _6d"> </span>22 491</div><div class="c x44 y283 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y282 ff1 fs9 fc0 sc0 ls0 ws0">3%</div><div class="c x46 y283 w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y282 ff1 fs9 fc0 sc0 ls0 ws0">15 835</div><div class="c x48 y283 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y282 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 2%</div><div class="c x4a y283 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y282 ff1 fs9 fc0 sc0 ls0 ws0">42,0%</div><div class="c x34 y283 w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y284 ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe aktywa tr<span class="_ _3"></span>wałe <span class="_ _9d"> </span>101</div><div class="c x44 y285 w1f h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y284 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y285 w1a h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x54 h15 y284 ff1 fs9 fc0 sc0 ls0 ws0">136</div><div class="c x48 y285 w1f h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y284 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y285 w11 h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y284 ff1 fs9 fc0 sc0 ls0 ws0">-25,7%</div><div class="c x34 y285 w1b h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y8e ff3 fs9 fc0 sc0 ls0 ws0">2. Aktywa obrotowe <span class="_ _86"> </span>786 772</div><div class="c x44 y286 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y8e ff3 fs9 fc0 sc0 ls0 ws0">94%</div><div class="c x46 y286 w1a h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y8e ff3 fs9 fc0 sc0 ls0 ws0">773 535</div><div class="c x48 y286 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y8e ff3 fs9 fc0 sc0 ls0 ws0">96%</div><div class="c x4a y286 w11 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h16 y8e ff3 fs9 fc0 sc0 ls0 ws0">1,7%</div><div class="c x34 y286 w1b h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y287 ff1 fs9 fc0 sc0 ls0 ws0">Zapasy <span class="_ _9e"> </span>460 877</div><div class="c x44 y288 w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y287 ff1 fs9 fc0 sc0 ls0 ws0">55%</div><div class="c x46 y288 w1a h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y287 ff1 fs9 fc0 sc0 ls0 ws0">658 306</div><div class="c x48 y288 w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y287 ff1 fs9 fc0 sc0 ls0 ws0">82%</div><div class="c x4a y288 w11 h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y287 ff1 fs9 fc0 sc0 ls0 ws0">-30,0%</div><div class="c x34 y288 w1b h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y289 w22 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _3"></span>eniężne zgromadzone na rach<span class="_ _3"></span>unkach </div></div><div class="t m0 x16 h15 y28a ff1 fs9 fc0 sc0 ls0 ws0">powierniczych </div><div class="t m0 x69 h15 y28b ff1 fs9 fc0 sc0 ls0 ws0">11 431</div><div class="c x44 y28c w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y28b ff1 fs9 fc0 sc0 ls0 ws0">1%</div><div class="c x46 y28c w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y28b ff1 fs9 fc0 sc0 ls0 ws0">18 035</div><div class="c x48 y28c w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h15 y28b ff1 fs9 fc0 sc0 ls0 ws0">2%</div><div class="c x4a y28c w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y28b ff1 fs9 fc0 sc0 ls0 ws0">-36,6%</div><div class="c x34 y28c w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y28d w23 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Należności z</div></div><div class="c x6a y28d w24 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y28d w25 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">tytułu dosta<span class="_ _3"></span>w i</div></div><div class="c x6c y28d w26 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y28d w27 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">usług oraz pozostałe </div></div><div class="t m0 x16 h15 y28e ff1 fs9 fc0 sc0 ls0 ws0">należności </div><div class="t m0 x69 h15 y28f ff1 fs9 fc0 sc0 ls0 ws0">78 337</div><div class="c x44 y290 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h15 y28f ff1 fs9 fc0 sc0 ls0 ws0">9%</div><div class="c x46 y290 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y28f ff1 fs9 fc0 sc0 ls0 ws0">31 757</div><div class="c x48 y290 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h15 y28f ff1 fs9 fc0 sc0 ls0 ws0">4%</div><div class="c x4a y290 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y28f ff1 fs9 fc0 sc0 ls0 ws0">146,7%</div><div class="c x34 y290 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y291 ff1 fs9 fc0 sc0 ls0 ws0">Środki pi<span class="_ _3"></span>eniężne i ich ekwiwale<span class="_ _3"></span>nty <span class="_ _24"> </span>236 048</div><div class="c x44 y292 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y291 ff1 fs9 fc0 sc0 ls0 ws0">28%</div><div class="c x46 y292 w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h15 y291 ff1 fs9 fc0 sc0 ls0 ws0">65 388</div><div class="c x48 y292 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h15 y291 ff1 fs9 fc0 sc0 ls0 ws0">8%</div><div class="c x4a y292 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y291 ff1 fs9 fc0 sc0 ls0 ws0">261,0%</div><div class="c x34 y292 w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y293 ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe aktywa o<span class="_ _3"></span>brotowe <span class="_ _9f"> </span>79</div><div class="c x44 y34 w1f h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y293 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y34 w1a h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h15 y293 ff1 fs9 fc0 sc0 ls0 ws0">49</div><div class="c x48 y34 w1f h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y293 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y34 w11 h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y293 ff1 fs9 fc0 sc0 ls0 ws0">61,2%</div><div class="c x34 y34 w1b h18"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y294 ff3 fs9 fc0 sc0 ls0 ws0">Aktywa razem <span class="_ _85"> </span>839 631</div><div class="c x44 y295 w1c h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h16 y294 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x46 y295 w1c h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y294 ff3 fs9 fc0 sc0 ls0 ws0">804 630</div><div class="c x48 y295 w20 h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h16 y294 ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x4a y295 w1d h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h16 y294 ff3 fs9 fc0 sc0 ls0 ws0">4,3%</div><div class="c x34 y295 w1d h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y296 ff3 fs9 fc0 sc0 ls0 ws0">PASYWA <span class="_ _86"> </span>  <span class="_ _5e"> </span> </div><div class="c x46 y297 w1a h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x57 h16 y296 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _5e"> </span> </div><div class="c x4a y297 w11 h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x58 h16 y296 ff3 fs9 fc0 sc0 ls0 ws0"> </div><div class="c x34 y297 w1b h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y298 ff3 fs9 fc0 sc0 ls0 ws0">1. Kapitał własny <span class="_ _d"> </span>541 563</div><div class="c x44 y299 w1f h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y298 ff3 fs9 fc0 sc0 ls0 ws0">65%</div><div class="c x46 y299 w1a h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y298 ff3 fs9 fc0 sc0 ls0 ws0">430 679</div><div class="c x48 y299 w1f h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y298 ff3 fs9 fc0 sc0 ls0 ws0">54%</div><div class="c x4a y299 w11 h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h16 y298 ff3 fs9 fc0 sc0 ls0 ws0">25,7%</div><div class="c x34 y299 w1b h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y29a ff1 fs9 fc0 sc0 ls0 ws0">Kapitał zakładowy <span class="_ _87"> </span>3 600</div><div class="c x44 y29b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y29a ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y29b w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h15 y29a ff1 fs9 fc0 sc0 ls0 ws0">3 600</div><div class="c x48 y29b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y29a ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y29b w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h15 y29a ff1 fs9 fc0 sc0 ls0 ws0">0,0%</div><div class="c x34 y29b w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y29c w28 h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Nadwyżka ze sprzeda<span class="_ _3"></span>ży akcji po<span class="_ _3"></span>wyżej ich wartości </div></div><div class="t m0 x16 h15 y29d ff1 fs9 fc0 sc0 ls0 ws0">nominalnej </div><div class="t m0 x23 h15 y29e ff1 fs9 fc0 sc0 ls0 ws0">122 370</div><div class="c x44 y29f w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y29e ff1 fs9 fc0 sc0 ls0 ws0">15%</div><div class="c x46 y29f w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y29e ff1 fs9 fc0 sc0 ls0 ws0">122 370</div><div class="c x48 y29f w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y29e ff1 fs9 fc0 sc0 ls0 ws0">15%</div><div class="c x4a y29f w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h15 y29e ff1 fs9 fc0 sc0 ls0 ws0">0,0%</div><div class="c x34 y29f w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2a0 ff1 fs9 fc0 sc0 ls0 ws0">Zyski zatrzymane <span class="_ _8a"> </span>413 997</div><div class="c x44 y2a1 w1f h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y2a0 ff1 fs9 fc0 sc0 ls0 ws0">49%</div><div class="c x46 y2a1 w1a h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y2a0 ff1 fs9 fc0 sc0 ls0 ws0">304 079</div><div class="c x48 y2a1 w1f h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y2a0 ff1 fs9 fc0 sc0 ls0 ws0">38%</div><div class="c x4a y2a1 w11 h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y2a0 ff1 fs9 fc0 sc0 ls0 ws0">36,1%</div><div class="c x34 y2a1 w1b h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y1f7 w29 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Kapitał własny przypadający<span class="_ _3"></span> akcjonar<span class="_ _3"></span>iuszom jednostki<span class="_ _3"></span> </div></div><div class="t m0 x16 h15 y118 ff1 fs9 fc0 sc0 ls0 ws0">dominującej </div><div class="t m0 x23 h15 y2a2 ff1 fs9 fc0 sc0 ls0 ws0">539 967</div><div class="c x44 y2a3 w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y2a2 ff1 fs9 fc0 sc0 ls0 ws0">64%</div><div class="c x46 y2a3 w1a h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y2a2 ff1 fs9 fc0 sc0 ls0 ws0">430 049</div><div class="c x48 y2a3 w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y2a2 ff1 fs9 fc0 sc0 ls0 ws0">53%</div><div class="c x4a y2a3 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y2a2 ff1 fs9 fc0 sc0 ls0 ws0">25,6%</div><div class="c x34 y2a3 w1b h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2a4 ff1 fs9 fc0 sc0 ls0 ws0">Udziały niedające ko<span class="_ _3"></span>ntroli <span class="_ _7d"> </span>1 596</div><div class="c x44 y2a5 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h15 y2a4 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x46 y2a5 w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x54 h15 y2a4 ff1 fs9 fc0 sc0 ls0 ws0">630</div><div class="c x48 y2a5 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2a4 ff1 fs9 fc0 sc0 ls0 ws0">&lt; 1%</div><div class="c x4a y2a5 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x53 h15 y2a4 ff1 fs9 fc0 sc0 ls0 ws0">N/D</div><div class="c x34 y2a5 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2a6 ff3 fs9 fc0 sc0 ls0 ws0">2. Zobowiązania<span class="_ _3"></span> <span class="_ _8b"> </span>298 068</div><div class="c x44 y2a7 w1f h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h16 y2a6 ff3 fs9 fc0 sc0 ls0 ws0">35%</div><div class="c x46 y2a7 w1a h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y2a6 ff3 fs9 fc0 sc0 ls0 ws0">373 951</div><div class="c x48 y2a7 w1f h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h16 y2a6 ff3 fs9 fc0 sc0 ls0 ws0">46%</div><div class="c x4a y2a7 w11 h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y2a6 ff3 fs9 fc0 sc0 ls0 ws0">-20,3%</div><div class="c x34 y2a7 w1b h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">Zobowiązania długote<span class="_ _3"></span>rminowe <span class="_ _82"> </span>160 799</div><div class="c x44 y2a9 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">19%</div><div class="c x46 y2a9 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">217 835</div><div class="c x48 y2a9 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">27%</div><div class="c x4a y2a9 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">-26,2%</div><div class="c x34 y2a9 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y103 ff1 fs9 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _3"></span>ótkoterminowe <span class="_ _a0"> </span>137 269</div><div class="c x44 y2aa w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h15 y103 ff1 fs9 fc0 sc0 ls0 ws0">16%</div><div class="c x46 y2aa w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h15 y103 ff1 fs9 fc0 sc0 ls0 ws0">156 116</div><div class="c x48 y2aa w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y103 ff1 fs9 fc0 sc0 ls0 ws0">19%</div><div class="c x4a y2aa w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y103 ff1 fs9 fc0 sc0 ls0 ws0">-12,1%</div><div class="c x34 y2aa w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2ab ff3 fs9 fc0 sc0 ls0 ws0">Pasywa razem <span class="_ _85"> </span>839 631</div><div class="c x44 y2ac w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h16 y2ab ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x46 y2ac w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x47 h16 y2ab ff3 fs9 fc0 sc0 ls0 ws0">804 630</div><div class="c x48 y2ac w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h16 y2ab ff3 fs9 fc0 sc0 ls0 ws0">100%</div><div class="c x4a y2ac w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h16 y2ab ff3 fs9 fc0 sc0 ls0 ws0">4,3%</div><div class="c x34 y2ac w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y2ad ff8 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2ae ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _1d"> </span>koniec <span class="_ _1d"> </span>2023 <span class="_ _15"> </span>roku <span class="_ _1d"> </span>suma <span class="_ _1d"> </span>bilansowa <span class="_ _15"> </span>wzrosła <span class="_ _1d"> </span>o <span class="_ _15"> </span>4,3%. <span class="_ _1d"> </span>W <span class="_ _1d"> </span>strukturze <span class="_ _1d"> </span>skonsolidowanego <span class="_ _1d"> </span>bilansu <span class="_ _15"> </span>uwidacznia <span class="_ _1d"> </span>się <span class="_ _1d"> </span>dominacja <span class="_ _15"> </span>aktywów </div><div class="t m0 xc h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">obrotowych,  z <span class="_ _1d"> </span>których  zdecydowaną  większość  stanowią  zapasy.  Jest  to <span class="_ _1d"> </span>typowa  sytuacja  w  prz<span class="_ _0"></span>ypadku  branży  deweloperskiej,<span class="_ _0"></span>  gdzie </div><div class="t m0 xc h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">realizowane <span class="_ _0"></span>proj<span class="_ _0"></span>ekty <span class="_ _14"></span>budowlane <span class="_ _14"></span>przeznaczone <span class="_ _0"></span>na <span class="_ _14"></span>sprzedaż <span class="_ _14"></span>sta<span class="_ _0"></span>nowią <span class="_ _14"></span>główny <span class="_ _14"></span>element <span class="_ _0"></span>majątk<span class="_ _0"></span>u. <span class="_ _14"></span>W <span class="_ _14"></span>analizowanym <span class="_ _14"></span>okresie <span class="_ _14"></span>poziom <span class="_ _14"></span>zapasów </div><div class="t m0 xc h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">spadł o <span class="_ _3"></span>30% w s<span class="_ _3"></span>tosunku <span class="_ _3"></span>do stanu<span class="_ _3"></span> na koniec <span class="_ _3"></span>2022 roku. W 2<span class="_ _3"></span>023 rok<span class="_ _3"></span>u G<span class="_ _3"></span>rupa Kapi<span class="_ _3"></span>tałowa uzyskała pozwolenie n<span class="_ _3"></span>a użytkowanie ki<span class="_ _3"></span>lku projektów, </div><div class="t m0 xc h2 y182 ff1 fs0 fc0 sc0 ls0 ws0">Lokum Port<span class="_ _0"></span>o I<span class="_ _0"></span>V-V, Lo<span class="_ _0"></span>kum Verde III <span class="_ _0"></span>i L<span class="_ _0"></span>okum Vista <span class="_ _0"></span>IIIb, c<span class="_ _0"></span>zego <span class="_ _0"></span>następstwem był<span class="_ _0"></span>o roz<span class="_ _0"></span>poczęcie procesu <span class="_ _0"></span>przekazywania m<span class="_ _0"></span>ieszkań klie<span class="_ _0"></span>ntom. <span class="_ _0"></span>Fakt </div><div class="t m0 xc h2 y17e ff1 fs0 fc0 sc0 ls0 ws0">ten ma odzwierciedlenie zarówno w przy<span class="_ _0"></span>toczonym powyżej spadku zapasów oraz <span class="_ _0"></span>znacznym wzroście wartości środków pieniężnych. </div><div class="t m0 xc h2 y2b2 ff1 fs0 fc0 sc0 ls0 ws0">Znaczny spadek zobowiązań jest związany w dużej mierze z przedt<span class="_ _0"></span>erminowym wykupem obligacji serii F, G oraz H. </div><div class="t m0 xc h2 y2b3 ff1 fs0 fc0 sc0 ls0 ws0">Istotna <span class="_ _3"></span>dla <span class="_ _7"></span>płynności Grupy <span class="_ _7"></span>jest utrzymująca <span class="_ _3"></span>się <span class="_ _7"></span>bezpieczna relacja <span class="_ _7"></span>poszczegól<span class="_ _0"></span>nych <span class="_ _7"></span>akty<span class="_ _0"></span>wów obrotowych <span class="_ _7"></span>do <span class="_ _3"></span>zobowiązań. <span class="_ _3"></span>Na <span class="_ _7"></span>31 grudnia <span class="_ _7"></span>2023 </div><div class="t m0 xc h2 y2b4 ff1 fs0 fc0 sc0 ls0 ws0">roku <span class="_ _0"></span>łączna <span class="_ _14"></span>wartość <span class="_ _14"></span>wszystkich <span class="_ _0"></span>zobo<span class="_ _0"></span>wiązań <span class="_ _0"></span>stanowiła <span class="_ _14"></span>37,9% <span class="_ _14"></span>wartości <span class="_ _0"></span>aktywów <span class="_ _14"></span>obrotowych. <span class="_ _0"></span>Udział<span class="_ _0"></span> <span class="_ _0"></span>kapitału <span class="_ _0"></span>w<span class="_ _0"></span>łasnego <span class="_ _0"></span>w <span class="_ _14"></span>sumie <span class="_ _0"></span>bila<span class="_ _0"></span>nsowej </div><div class="t m0 xc h2 y2b5 ff1 fs0 fc0 sc0 ls0 ws0">wzrósł <span class="_ _1b"></span>o <span class="_ _1b"></span>11 <span class="_ _1a"></span>punktów <span class="_ _1a"></span>procentowyc<span class="_ _0"></span>h <span class="_ _1a"></span>i <span class="_ _1b"></span>osiągnął <span class="_ _1b"></span>poziom <span class="_ _1b"></span>65%. <span class="_ _1a"></span>W <span class="_ _1b"></span>ocenie <span class="_ _1a"></span>zarządu <span class="_ _1b"></span>opisana <span class="_ _1a"></span>powyżej <span class="_ _1b"></span>struktura <span class="_ _1a"></span>skon<span class="_ _0"></span>solidowanego <span class="_ _1a"></span>bilan<span class="_ _0"></span>su <span class="_ _1a"></span>jest </div><div class="t m0 xc h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">adekwatna do <span class="_ _3"></span>profilu d<span class="_ _3"></span>ziałalności Grupy Kap<span class="_ _3"></span>itałowej i p<span class="_ _3"></span>ozwoli wybudować aktual<span class="_ _3"></span>nie re<span class="_ _3"></span>alizowane projekty oraz rozp<span class="_ _3"></span>ocząć nowe <span class="_ _3"></span>zapewniając </div><div class="t m0 xc h2 y7e ff1 fs0 fc0 sc0 ls0 ws0">ciągłość funkcjonowania Grupy Kapitałowej. </div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">19</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y2b7 ff3 fs9 fc4 sc0 ls0 ws0">Sprawozdanie z zysków i<span class="_ _3"></span> strat [w tys. PLN] </div><div class="t m0 x16 h16 y2b8 ff3 fs9 fc4 sc0 ls0 ws0">(wariant kalkulacyjny)<span class="_ _3"></span> </div><div class="t m0 x5a h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x5a h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x54 h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x54 h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x6e h16 y2bb ff3 fs9 fc4 sc0 ls0 ws0">Zmiana </div><div class="t m0 x16 h15 y2bc ff1 fs9 fc0 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _3"></span> <span class="_ _a1"> </span>451 308</div><div class="c x5c y2bd w1f h21"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h15 y2bc ff1 fs9 fc0 sc0 ls0 ws0">366 738</div><div class="c x5d y2bd w1f h21"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y2bc ff1 fs9 fc0 sc0 ls0 ws0">23,1%</div><div class="c x70 y2bd w1f h21"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2be ff1 fs9 fc0 sc0 ls0 ws0">Koszt własny sprzeda<span class="_ _3"></span>ży <span class="_ _a2"> </span>281 609</div><div class="c x5c y2bf w1f h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h15 y2be ff1 fs9 fc0 sc0 ls0 ws0">231 400</div><div class="c x5d y2bf w1f h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y2be ff1 fs9 fc0 sc0 ls0 ws0">21,7%</div><div class="c x70 y2bf w1f h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2c0 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) brutto na sprz<span class="_ _3"></span>edaży <span class="_ _49"> </span>169 6<span class="_ _0"></span>99</div><div class="c x5c y2c1 w20 h20"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h16 y2c0 ff3 fs9 fc0 sc0 ls0 ws0">135 338</div><div class="c x5d y2c1 w20 h20"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h16 y2c0 ff3 fs9 fc0 sc0 ls0 ws0">25,4%</div><div class="c x70 y2c1 w1e h20"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2c2 ff1 fs9 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _3"></span> <span class="_ _a3"> </span>16 470</div><div class="c x5c y2c3 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2c2 ff1 fs9 fc0 sc0 ls0 ws0">12 456</div><div class="c x5d y2c3 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y2c2 ff1 fs9 fc0 sc0 ls0 ws0">32,2%</div><div class="c x70 y2c3 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2c4 ff1 fs9 fc0 sc0 ls0 ws0">Koszty ogólnego zarząd<span class="_ _3"></span>u <span class="_ _a4"> </span>15 304</div><div class="c x5c y2c5 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2c4 ff1 fs9 fc0 sc0 ls0 ws0">13 565</div><div class="c x5d y2c5 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y2c4 ff1 fs9 fc0 sc0 ls0 ws0">12,8%</div><div class="c x70 y2c5 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2c6 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) na sprzedaży <span class="_ _a5"> </span>137 925</div><div class="c x5c y2c7 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h16 y2c6 ff3 fs9 fc0 sc0 ls0 ws0">109 317</div><div class="c x5d y2c7 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h16 y2c6 ff3 fs9 fc0 sc0 ls0 ws0">26,2%</div><div class="c x70 y2c7 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2c8 ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe przychody <span class="_ _3"></span>operacyjne <span class="_ _90"> </span>34 701</div><div class="c x5c y2c9 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h15 y2c8 ff1 fs9 fc0 sc0 ls0 ws0">697</div><div class="c x5d y2c9 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y2c8 ff1 fs9 fc0 sc0 ls0 ws0">4878,6%</div><div class="c x70 y2c9 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2ca ff1 fs9 fc0 sc0 ls0 ws0">Pozostałe koszty ope<span class="_ _3"></span>racyjne <span class="_ _a6"> </span>1 104</div><div class="c x5c y2cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h15 y2ca ff1 fs9 fc0 sc0 ls0 ws0">210</div><div class="c x5d y2cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h15 y2ca ff1 fs9 fc0 sc0 ls0 ws0">425,7%</div><div class="c x70 y2cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2cc ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) na działalno<span class="_ _3"></span>ści operacyjnej<span class="_ _3"></span> <span class="_ _a7"> </span>171 522</div><div class="c x5c y2cd w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h16 y2cc ff3 fs9 fc0 sc0 ls0 ws0">109 804</div><div class="c x5d y2cd w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h16 y2cc ff3 fs9 fc0 sc0 ls0 ws0">56,2%</div><div class="c x70 y2cd w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2ce ff1 fs9 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _3"></span>ansowe <span class="_ _a8"> </span>2 786</div><div class="c x5c yed w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h15 y2ce ff1 fs9 fc0 sc0 ls0 ws0">1 006</div><div class="c x5d yed w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h15 y2ce ff1 fs9 fc0 sc0 ls0 ws0">176,9%</div><div class="c x70 yed w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2cf ff1 fs9 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _3"></span>we <span class="_ _96"> </span>12 176</div><div class="c x5c y2d0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2cf ff1 fs9 fc0 sc0 ls0 ws0">25 860</div><div class="c x5d y2d0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y2cf ff1 fs9 fc0 sc0 ls0 ws0">-52,9%</div><div class="c x70 y2d0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2d1 ff1 fs9 fc0 sc0 ls0 ws0">(Strata)/odwr<span class="_ _3"></span>ócenie straty z tytu<span class="_ _3"></span>łu utraty warto<span class="_ _3"></span>ści aktywów finansowy<span class="_ _3"></span>ch <span class="_ _97"> </span>10 269</div><div class="c x5c y2d2 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h15 y2d1 ff1 fs9 fc0 sc0 ls0 ws0">(8 027)</div><div class="c x5d y2d2 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h15 y2d1 ff1 fs9 fc0 sc0 ls0 ws0">-227,9%</div><div class="c x70 y2d2 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2d3 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) przed opodatko<span class="_ _3"></span>waniem <span class="_ _3e"> </span>172 401</div><div class="c x5c y2d4 w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h16 y2d3 ff3 fs9 fc0 sc0 ls0 ws0">76 923</div><div class="c x5d y2d4 w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h16 y2d3 ff3 fs9 fc0 sc0 ls0 ws0">124,1%</div><div class="c x70 y2d4 w1e h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2d5 ff1 fs9 fc0 sc0 ls0 ws0">Podatek do<span class="_ _3"></span>chodowy <span class="_ _a9"> </span>30 040</div><div class="c x5c y2d6 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2d5 ff1 fs9 fc0 sc0 ls0 ws0">16 026</div><div class="c x5d y2d6 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y2d5 ff1 fs9 fc0 sc0 ls0 ws0">87,4%</div><div class="c x70 y2d6 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2d7 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) netto<span class="_ _3"></span> <span class="_ _99"> </span>142 361</div><div class="c x5c y2d8 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h16 y2d7 ff3 fs9 fc0 sc0 ls0 ws0">60 897</div><div class="c x5d y2d8 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h16 y2d7 ff3 fs9 fc0 sc0 ls0 ws0">133,8%</div><div class="c x70 y2d8 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h23 y2d9 ff9 fs9 fc0 sc0 ls0 ws0">Marża zysku netto<span class="_ _3"></span> <span class="_ _aa"> </span>31,5%</div><div class="c x5c y2da w1f h24"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h23 y2d9 ff9 fs9 fc0 sc0 ls0 ws0">16,6%</div><div class="c x5d y2da w1f h24"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h23 y2d9 ff9 fs9 fc0 sc0 ls0 ws0">14,9 p.p.</div><div class="c x70 y2da w1f h24"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2db ff1 fs9 fc0 sc0 ls0 ws0">Zysk (s<span class="_ _3"></span>trata) netto przypadający akc<span class="_ _3"></span>jonariuszom podmiotu <span class="_ _3"></span>dominującego <span class="_ _ab"> </span>138 010</div><div class="c x5c y2dc w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y2db ff1 fs9 fc0 sc0 ls0 ws0">57 285</div><div class="c x5d y2dc w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h15 y2db ff1 fs9 fc0 sc0 ls0 ws0">140,9%</div><div class="c x70 y2dc w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y25b w2a h19"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0">Marża zysku netto przypa<span class="_ _3"></span>dająca akcjo<span class="_ _3"></span>nariuszom pod<span class="_ _3"></span>miotu </div></div><div class="t m0 x16 h23 y2dd ff9 fs9 fc0 sc0 ls0 ws0">dominują<span class="_ _3"></span>cego </div><div class="t m0 x75 h23 y2de ff9 fs9 fc0 sc0 ls0 ws0">30,6%</div><div class="c x5c y2df w1f h17"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h23 y2de ff9 fs9 fc0 sc0 ls0 ws0">15,6%</div><div class="c x5d y2df w1f h17"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h23 y2de ff9 fs9 fc0 sc0 ls0 ws0">15 p.p.</div><div class="c x70 y2df w1f h17"><div class="t m0 x0 h23 yb2 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y2e0 ff8 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2e1 ff1 fs0 fc0 sc0 ls0 ws0">Osiągnięte <span class="_ _14"></span>w <span class="_ _1a"></span>2023 <span class="_ _1a"></span>roku <span class="_ _1a"></span>przychody <span class="_ _1a"></span>w <span class="_ _1a"></span>porównaniu <span class="_ _14"></span>do <span class="_ _1a"></span>2022 <span class="_ _1a"></span>roku <span class="_ _14"></span>by<span class="_ _0"></span>ły <span class="_ _14"></span>w<span class="_ _0"></span>yższe <span class="_ _1a"></span>o <span class="_ _14"></span>2<span class="_ _0"></span>3,1% <span class="_ _14"></span>i <span class="_ _1a"></span>wyniosły <span class="_ _1a"></span>451 308 <span class="_ _1a"></span>tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N, <span class="_ _14"></span>c<span class="_ _0"></span>o <span class="_ _1a"></span>było <span class="_ _14"></span>możliwe <span class="_ _1a"></span>dzięki </div><div class="t m0 xc h2 y1f5 ff1 fs0 fc0 sc0 ls0 ws0">rozpoznaniu w<span class="_ _0"></span> <span class="_ _0"></span>wyniku <span class="_ _0"></span>774 <span class="_ _0"></span>lokali <span class="_ _14"></span>(w <span class="_ _0"></span>okresie <span class="_ _0"></span>porów<span class="_ _0"></span>nywalnym, <span class="_ _0"></span>tj. <span class="_ _0"></span>w <span class="_ _0"></span>roku <span class="_ _0"></span>zakończo<span class="_ _0"></span>nym <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2022 <span class="_ _0"></span>ro<span class="_ _0"></span>ku, był<span class="_ _0"></span>o <span class="_ _0"></span>to <span class="_ _0"></span>727 <span class="_ _0"></span>lokali). <span class="_ _0"></span>Wy<span class="_ _0"></span>nik <span class="_ _0"></span>ten </div><div class="t m0 xc h2 y2e2 ff1 fs0 fc0 sc0 ls0 ws0">jest ściś<span class="_ _3"></span>le skorel<span class="_ _3"></span>owany z harmonogramem <span class="_ _3"></span>realizacji poszczególnych <span class="_ _3"></span>inwestycji. Potencjał <span class="_ _3"></span>rozpoznań w <span class="_ _7"></span>2023 roku wynosił <span class="_ _3"></span>1 300 <span class="_ _7"></span>lok<span class="_ _0"></span>ali i <span class="_ _7"></span>zo<span class="_ _0"></span>stał </div><div class="t m0 xc h2 y2e3 ff1 fs0 fc0 sc0 ls0 ws0">zrealizowany <span class="_ _14"></span>w <span class="_ _0"></span>60%<span class="_ _0"></span>. <span class="_ _14"></span>Na <span class="_ _0"></span>ten <span class="_ _0"></span>w<span class="_ _0"></span>ynik <span class="_ _0"></span>w<span class="_ _0"></span>pływ <span class="_ _14"></span>miały <span class="_ _14"></span>m.in. <span class="_ _0"></span>wysokie <span class="_ _14"></span>stopy <span class="_ _0"></span>proc<span class="_ _0"></span>entowe, <span class="_ _14"></span>które <span class="_ _0"></span>podno<span class="_ _0"></span>szą <span class="_ _0"></span>koszty <span class="_ _14"></span>kredytów <span class="_ _14"></span>hipotecznych, <span class="_ _14"></span>co <span class="_ _14"></span>nadal<span class="_ _3"></span> </div><div class="t m0 xc h2 y2e4 ff1 fs0 fc0 sc0 ls0 ws0">stanowi <span class="_ _1a"></span>hamulec <span class="_ _1a"></span>przy <span class="_ _1a"></span>ich <span class="_ _1a"></span>zac<span class="_ _0"></span>iąganiu. <span class="_ _14"></span>W 20<span class="_ _0"></span>23 <span class="_ _1a"></span>roku <span class="_ _1a"></span>Grupa <span class="_ _1a"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _1a"></span>sprzedała <span class="_ _1a"></span>grunt <span class="_ _1a"></span>przeznaczony <span class="_ _1a"></span>na <span class="_ _1a"></span>realizację <span class="_ _1a"></span>etapu <span class="_ _1a"></span>IV <span class="_ _1b"></span>osiedla <span class="_ _1a"></span>Lokum </div><div class="t m0 xc h2 y2e5 ff1 fs0 fc0 sc0 ls0 ws0">Vista. <span class="_ _1a"></span>Zysk <span class="_ _1a"></span>na <span class="_ _1a"></span>t<span class="_ _0"></span>ej <span class="_ _1a"></span>transakcji <span class="_ _1b"></span>został<span class="_ _0"></span> <span class="_ _1a"></span>wykazany <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>pozostałych <span class="_ _1a"></span>przychodach <span class="_ _1b"></span>operacyjnych. <span class="_ _1a"></span>Powyższe <span class="_ _1b"></span>zdarzenia <span class="_ _1a"></span>umo<span class="_ _0"></span>żliwiły <span class="_ _1a"></span>osiągnięcie <span class="_ _1a"></span>marży<span class="_ _0"></span> </div><div class="t m0 xc h2 y2e6 ff1 fs0 fc0 sc0 ls0 ws0">zysku netto przypadającego akcjonariuszom podmiotu domi<span class="_ _0"></span>nującego na poziomie przekraczającym 30%. </div><div class="t m0 xc h2 y2e7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2e8 ff1 fs0 fc0 sc0 ls0 ws0">W  2023  na  wynik  skonsolidowany  Grupy  Kapitałowej  miał<span class="_ _0"></span>y  wpływ  dwa  istotne  jednorazowe  zdarzenia  opisane  w  Skonsolidowanym </div><div class="t m0 xc h2 y2e9 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdaniu Finansowym: </div><div class="t m0 x15 h2 y2ea ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">w <span class="_ _14"></span>dniu <span class="_ _0"></span>21 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _14"></span>Lokum <span class="_ _14"></span>8 <span class="_ _14"></span>zawarła <span class="_ _14"></span>umowę <span class="_ _14"></span>sprzedaży <span class="_ _14"></span>nieruchomości <span class="_ _14"></span>gruntowej <span class="_ _0"></span>o <span class="_ _1a"></span>powierzchni <span class="_ _0"></span>ok<span class="_ _0"></span>. <span class="_ _14"></span>1,07 <span class="_ _0"></span>ha <span class="_ _14"></span>poło<span class="_ _0"></span>żonej </span></span></div><div class="t m0 x1f h2 y2eb ff1 fs0 fc0 sc0 ls0 ws0">w Krakowie <span class="_ _1d"> </span>przy <span class="_ _1d"> </span>ulicy <span class="_ _1d"> </span>Walerego <span class="_ _1d"> </span>Sławka, <span class="_ _1d"> </span>szczegółowy <span class="_ _1d"> </span>opis <span class="_ _1d"> </span>transakcji  zaw<span class="_ _0"></span>arto <span class="_ _1d"> </span>w <span class="_ _1d"> </span>nocie <span class="_ _1d"> </span>44 <span class="_ _1d"> </span>Skonsolidowanego <span class="_ _1d"> </span>Sprawozdania </div><div class="t m0 x1f h2 y2ec ff1 fs0 fc0 sc0 ls0 ws0">Finansowego, </div><div class="t m0 x15 h2 y2ed ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">w <span class="_ _1a"></span>związku <span class="_ _14"></span>z <span class="_ _1a"></span>umorzeniem <span class="_ _1a"></span>postępowania <span class="_ _1a"></span>podatkowego <span class="_ _1a"></span>z <span class="_ _1a"></span>tytułu <span class="_ _14"></span>podatku <span class="_ _14"></span>zr<span class="_ _0"></span>yczałtowanego <span class="_ _1a"></span>za <span class="_ _1a"></span>rok <span class="_ _14"></span>2018 <span class="_ _1a"></span>oraz <span class="_ _1a"></span>za <span class="_ _1a"></span>rok <span class="_ _1a"></span>2019, <span class="_ _1a"></span>Emitent </span></span></div><div class="t m0 x1f h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">dokonał <span class="_ _18"> </span>rozwiązania <span class="_ _18"> </span>w <span class="_ _1b"></span>c<span class="_ _0"></span>ałości <span class="_ _18"></span>odp<span class="_ _3"></span>isu <span class="_ _18"> </span>aktualizującego <span class="_ _18"> </span>w <span class="_ _1b"></span>k<span class="_ _0"></span>wocie <span class="_ _18"></span>12 018 <span class="_ _1b"></span>tys. <span class="_ _18"> </span>PLN. <span class="_ _18"> </span>Szczegółowy <span class="_ _18"> </span>opis <span class="_ _1b"></span>kontroli <span class="_ _18"> </span>celno-skarbow<span class="_ _0"></span>ych </div><div class="t m0 x1f h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0">zawarto w nocie 36 Skonsolidowanego Sprawozdania Finansowego<span class="_ _0"></span>. </div><div class="t m0 xc h2 y2f0 ff1 fs0 fc0 sc0 ls0 ws0">Wpływ opisanych powyżej zdarzeń zaprezentowano w po<span class="_ _0"></span>niższej tabeli. </div><div class="t m0 xc h11 y2f1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y2f2 ff3 fs9 fc4 sc0 ls0 ws0">Wpływ zdarzeń jednora<span class="_ _3"></span>zowych na w<span class="_ _3"></span>ynik skonsolidowany<span class="_ _3"></span> </div><div class="t m0 x6f h16 y133 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x76 h16 y2f3 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x16 h16 y135 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) przed opodatko<span class="_ _3"></span>waniem <span class="_ _ac"> </span>172 401</div><div class="c x34 y2f4 w1d h17"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2f5 ff1 fs9 fc0 sc0 ls0 ws0">Podatek do<span class="_ _3"></span>chodowy <span class="_ _ad"> </span>30 040</div><div class="c x34 y241 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2f6 ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) netto  <span class="_ _ae"> </span>142 361</div><div class="c x34 y2f7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2f8 ff1 fs9 fc0 sc0 ls0 ws0">Wynik nett<span class="_ _3"></span>o na działalności pre<span class="_ _3"></span>deweloperskie<span class="_ _3"></span>j <span class="_ _af"> </span>26 541</div><div class="c x34 y2f9 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x20 y13 w12 hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">20</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y2bb ff3 fs9 fc4 sc0 ls0 ws0">Wpływ zdarzeń jednora<span class="_ _3"></span>zowych na w<span class="_ _3"></span>ynik skonsolidowany<span class="_ _3"></span> </div><div class="t m0 x76 h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x76 h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x16 h15 y2fa ff1 fs9 fc0 sc0 ls0 ws0">Odwrócenie<span class="_ _3"></span> straty z tytułu utraty<span class="_ _3"></span> wartości aktywów f<span class="_ _3"></span>inansowych <span class="_ _b0"> </span>12 018</div><div class="c x34 y2fb w11 h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y2fc ff3 fs9 fc0 sc0 ls0 ws0">Zysk (strata) netto bez zdar<span class="_ _3"></span>zeń jednorazowych<span class="_ _3"></span> <span class="_ _b1"> </span>103 802</div><div class="c x34 y2fd w1d h20"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h22 y2fe ff8 fs9 fc0 sc0 ls0 ws0">Zysk (stra<span class="_ _3"></span>ta) netto przypadający ak<span class="_ _3"></span>cjonariuszom po<span class="_ _3"></span>dmiotu dominu<span class="_ _3"></span>jącego bez zdarzeń jednorazowy<span class="_ _3"></span>ch <span class="_ _9c"> </span>100 669</div><div class="c x34 y2ff w11 h17"><div class="t m0 x0 h22 y1ac ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h22 y300 ff8 fs9 fc0 sc0 ls0 ws0">Zysk (stra<span class="_ _3"></span>ta) netto na akcję przypad<span class="_ _3"></span>ający akcjona<span class="_ _3"></span>riuszom po<span class="_ _3"></span>dmiotu dominującego<span class="_ _3"></span> bez zdarzeń jednora<span class="_ _3"></span>zowych <span class="_ _b2"> </span>5,59</div><div class="c x34 y301 w11 h17"><div class="t m0 x0 h22 yb2 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 y27d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y302 ff1 fs3 fc3 sc0 ls0 ws0">2.3.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o zaciągniętych i wypowie<span class="_ _0"></span>dzianych umowach dotyczących kredyt<span class="_ _0"></span>ów  </div><div class="t m0 xc h2 y2cb ff1 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>30 czerwc<span class="_ _0"></span>a 2023 <span class="_ _0"></span>roku Lo<span class="_ _0"></span>kum 8 do<span class="_ _0"></span>konała <span class="_ _0"></span>całkowitej <span class="_ _0"></span>spłaty kredytu <span class="_ _0"></span>zaciągniętego <span class="_ _0"></span>na realizac<span class="_ _0"></span>ję inwestycji L<span class="_ _0"></span>okum Vista <span class="_ _0"></span>etap II<span class="_ _0"></span>Ib w<span class="_ _0"></span>raz </div><div class="t m0 xc h2 y303 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1c"> </span>zamknięciem <span class="_ _1c"> </span>rachunku <span class="_ _1c"> </span>kredy<span class="_ _0"></span>towego, <span class="_ _1c"> </span>co <span class="_ _8d"> </span>skutkowało <span class="_ _1c"> </span>rozwiązaniem <span class="_ _1c"> </span>umowy <span class="_ _1c"> </span>kredytowej <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>roz<span class="_ _0"></span>poczęciem <span class="_ _1c"> </span>procedury <span class="_ _1c"> </span>zwalniania </div><div class="t m0 xc h2 y304 ff1 fs0 fc0 sc0 ls0 ws0">zabezpieczeń. </div><div class="t m0 xc h2 y305 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y306 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>31 <span class="_ _14"></span>lipca <span class="_ _14"></span>2<span class="_ _0"></span>023 <span class="_ _14"></span>roku <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>15 <span class="_ _14"></span>dokonał<span class="_ _0"></span>a <span class="_ _14"></span>całkowitej <span class="_ _14"></span>spłaty <span class="_ _14"></span>kredytu <span class="_ _14"></span>zaciągniętego<span class="_ _0"></span> <span class="_ _14"></span>na <span class="_ _14"></span>realiza<span class="_ _0"></span>cję <span class="_ _14"></span>inwestycji <span class="_ _14"></span>Lok<span class="_ _0"></span>um <span class="_ _14"></span>Verde <span class="_ _14"></span>etap <span class="_ _14"></span>III<span class="_ _0"></span> <span class="_ _14"></span>wraz </div><div class="t m0 xc h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">z zamknięciem <span class="_ _8d"> </span>rachunku <span class="_ _8d"> </span>kredyt<span class="_ _0"></span>owego, <span class="_ _8d"> </span>c<span class="_ _0"></span>o <span class="_ _8d"> </span>skutkowało <span class="_ _8d"> </span>rozwiązaniem <span class="_ _8d"> </span>umo<span class="_ _0"></span>wy <span class="_ _8d"> </span>kredytowej <span class="_ _8d"> </span>ora<span class="_ _0"></span>z <span class="_ _8d"> </span>rozpoczęc<span class="_ _0"></span>iem <span class="_ _1c"> </span>proc<span class="_ _0"></span>edury <span class="_ _1c"> </span>zw<span class="_ _0"></span>alniania </div><div class="t m0 xc h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">zabezpieczeń. </div><div class="t m0 xc h2 y309 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y30a ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>dniu <span class="_ _1b"></span>11 <span class="_ _1a"></span>sierpnia <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _1a"></span>Lokum <span class="_ _1b"></span>la <span class="_ _1b"></span>Vida <span class="_ _1a"></span>zawarła <span class="_ _1b"></span>umowę <span class="_ _1a"></span>o <span class="_ _1a"></span>k<span class="_ _0"></span>redyt <span class="_ _1a"></span>nieodnawialny <span class="_ _1a"></span>na <span class="_ _1b"></span>finansow<span class="_ _0"></span>anie <span class="_ _1a"></span>przedsięwzięcia <span class="_ _1b"></span>deweloperskiego </div><div class="t m0 xc h2 y30b ff1 fs0 fc0 sc0 ls0 ws0">z Alior <span class="_ _0"></span>Bank <span class="_ _0"></span>Spół<span class="_ _0"></span>ka <span class="_ _0"></span>Akcyjna <span class="_ _0"></span>z <span class="_ _14"></span>siedzibą <span class="_ _0"></span>w <span class="_ _14"></span>Warszawie, <span class="_ _0"></span>na <span class="_ _14"></span>mocy której <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _0"></span>la <span class="_ _0"></span>Vi<span class="_ _0"></span>da <span class="_ _0"></span>otrzymała <span class="_ _0"></span>do <span class="_ _14"></span>dysp<span class="_ _3"></span>ozycji <span class="_ _14"></span>kredyt <span class="_ _0"></span>w <span class="_ _0"></span>wy<span class="_ _0"></span>sokości <span class="_ _0"></span>48 504 tys. </div><div class="t m0 xc h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">PLN <span class="_ _1a"></span>z <span class="_ _14"></span>przeznaczeniem <span class="_ _14"></span>na <span class="_ _1a"></span>finansow<span class="_ _0"></span>anie <span class="_ _14"></span>i <span class="_ _1a"></span>refinansowanie <span class="_ _14"></span>nakładów <span class="_ _1a"></span>związanych <span class="_ _1a"></span>z <span class="_ _14"></span>realizacją <span class="_ _1a"></span>projektu <span class="_ _14"></span>deweloperskiego <span class="_ _1a"></span>&quot;Lokum <span class="_ _1a"></span>la <span class="_ _14"></span>Vida&quot; <span class="_ _1a"></span>we </div><div class="t m0 xc h2 y30d ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _18"> </span>przy <span class="_ _1b"></span>ul. <span class="_ _18"> </span>Lothara <span class="_ _18"> </span>Herbsta <span class="_ _1b"></span>- <span class="_ _18"> </span>I <span class="_ _18"> </span>etap <span class="_ _1b"></span>obejmujący <span class="_ _18"> </span>budowę <span class="_ _18"> </span>dwóch <span class="_ _18"></span>budynków <span class="_ _1b"></span>mieszkalnych, <span class="_ _18"> </span>oznaczonych <span class="_ _18"> </span>numerami <span class="_ _1b"></span>1 <span class="_ _18"> </span>i <span class="_ _18"> </span>2. <span class="_ _1b"></span>Kredyt </div><div class="t m0 xc h2 y30e ff1 fs0 fc0 sc0 ls0 ws0">udzielony <span class="_ _1b"></span>jes<span class="_ _0"></span>t <span class="_ _18"></span>na <span class="_ _1b"></span>okres <span class="_ _18"> </span>35 <span class="_ _18"> </span>miesięcy, <span class="_ _18"> </span>do <span class="_ _1b"></span>dnia <span class="_ _18"> </span>15 <span class="_ _18"> </span>czerwca <span class="_ _18"></span>2026 <span class="_ _1b"></span>roku. <span class="_ _18"> </span>Kredyt <span class="_ _1b"></span>wypła<span class="_ _0"></span>cany <span class="_ _18"> </span>będzie<span class="_ _3"></span> <span class="_ _18"> </span>w <span class="_ _18"></span>walucie <span class="_ _1b"></span>polskiej <span class="_ _18"> </span>i <span class="_ _1b"></span>jest <span class="_ _18"> </span>oprocentow<span class="_ _0"></span>any </div><div class="t m0 xc h2 y30f ff1 fs0 fc0 sc0 ls0 ws0">w stosunku rocznym, <span class="_ _3"></span>według <span class="_ _7"></span>zm<span class="_ _0"></span>iennej stopy pr<span class="_ _3"></span>ocentowej równej wysokości <span class="_ _3"></span>stawki <span class="_ _7"></span>r<span class="_ _0"></span>eferencyjnej (WIBOR 3M) <span class="_ _3"></span>powiększonej <span class="_ _3"></span>o <span class="_ _3"></span>marżę b<span class="_ _3"></span>anku. </div><div class="t m0 xc h2 y310 ff1 fs0 fc0 sc0 ls0 ws0">W związku z podpisaniem umowy ustanowione zostały w szc<span class="_ _0"></span>zególności następujące zabezpieczenia: </div><div class="t m0 x15 h2 y311 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka <span class="_ _1a"></span>umow<span class="_ _0"></span>na <span class="_ _1a"></span>do <span class="_ _1b"></span>kwoty <span class="_ _1b"></span>72 757 tys. <span class="_ _1b"></span>PLN <span class="_ _1b"></span>wpisana <span class="_ _1b"></span>na <span class="_ _1a"></span>pi<span class="_ _0"></span>erwszym <span class="_ _1a"></span>m<span class="_ _0"></span>iejscu <span class="_ _1a"></span>na <span class="_ _1b"></span>rzecz <span class="_ _1b"></span>banku, <span class="_ _1a"></span>u<span class="_ _0"></span>stanowio<span class="_ _0"></span>na <span class="_ _1a"></span>na <span class="_ _1a"></span>prawi<span class="_ _0"></span>e <span class="_ _1a"></span>własnośc<span class="_ _0"></span>i </span></span></div><div class="t m0 x1f h2 y312 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości położonej we Wrocła<span class="_ _0"></span>wiu przy ul. Lothara Herbsta,  </div><div class="t m0 x15 h2 y313 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy <span class="_ _1b"></span>zastaw <span class="_ _18"></span>re<span class="_ _3"></span>jestrowy <span class="_ _1b"></span>na <span class="_ _1b"></span>rzecz <span class="_ _18"> </span>banku <span class="_ _1a"></span>na <span class="_ _1b"></span>wierzytelnościach <span class="_ _18"> </span>z <span class="_ _1b"></span>Mieszkaniowego <span class="_ _1b"></span>Rachunku <span class="_ _1b"></span>Powierniczego, <span class="_ _1b"></span>prow<span class="_ _0"></span>adzonego <span class="_ _1b"></span>w </span></span></div><div class="t m0 x1f h2 y314 ff1 fs0 fc0 sc0 ls0 ws0">banku dla inwestycji, </div><div class="t m0 x15 h2 y315 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum la Vida w<span class="_ _0"></span>raz z deklaracją wekslową, poręczony przez Emitenta. </span></span></div><div class="t m0 xc h2 y316 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y317 ff1 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>15 września<span class="_ _0"></span> 2023 rok<span class="_ _0"></span>u Lo<span class="_ _0"></span>kum 4 <span class="_ _0"></span>dokonała <span class="_ _0"></span>całkow<span class="_ _0"></span>itej spłaty kredyt<span class="_ _0"></span>u zaciągniętego <span class="_ _0"></span>na realiza<span class="_ _0"></span>cję inwestycji L<span class="_ _0"></span>okum Po<span class="_ _0"></span>rto – <span class="_ _0"></span>budynki K,<span class="_ _0"></span> </div><div class="t m0 xc h2 y318 ff1 fs0 fc0 sc0 ls0 ws0">L, M, <span class="_ _7"></span>N, O, <span class="_ _3"></span>P <span class="_ _3"></span>we <span class="_ _3"></span>Wrocławiu <span class="_ _3"></span>przy <span class="_ _3"></span>ul. <span class="_ _3"></span>Gnieźnieńskiej <span class="_ _7"></span>6-8 (obecnie <span class="_ _3"></span>przy ulicy <span class="_ _7"></span>Dł<span class="_ _0"></span>ugiej) <span class="_ _3"></span>wraz z <span class="_ _7"></span>zamknięciem rachunku <span class="_ _7"></span>kredytow<span class="_ _0"></span>ego, co <span class="_ _3"></span>skutkowało </div><div class="t m0 xc h2 y319 ff1 fs0 fc0 sc0 ls0 ws0">rozwiązaniem umowy kredytow<span class="_ _0"></span>ej oraz rozpoczęciem procedury zwalniania zabezpieczeń. </div><div class="t m0 xc h2 y31a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y31b ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>20 <span class="_ _1a"></span>grudnia <span class="_ _1a"></span>2023 <span class="_ _14"></span>roku <span class="_ _1a"></span>Lokum <span class="_ _14"></span>4 <span class="_ _14"></span>za<span class="_ _0"></span>warła <span class="_ _1a"></span>umowę <span class="_ _14"></span>o <span class="_ _1a"></span>kredyt <span class="_ _1a"></span>nieodnawialny <span class="_ _14"></span>na <span class="_ _14"></span>fina<span class="_ _0"></span>nsowanie <span class="_ _14"></span>przedsięwzięcia <span class="_ _14"></span>d<span class="_ _0"></span>eweloperskiego <span class="_ _1a"></span>z <span class="_ _14"></span>Alior </div><div class="t m0 xc h2 y31c ff1 fs0 fc0 sc0 ls0 ws0">Bank <span class="_ _1"> </span>Spółka  Akcyjna  z <span class="_ _18"> </span>siedzibą<span class="_ _0"></span>  w <span class="_ _18"> </span>W<span class="_ _0"></span>arszawie,  na <span class="_ _18"> </span>mo<span class="_ _0"></span>cy  której <span class="_ _1"> </span>Lokum  4 <span class="_ _1"> </span>otrzymała  do  dysp<span class="_ _3"></span>ozycji  kred<span class="_ _3"></span>yt  w <span class="_ _1"> </span>wysokości  98 578 tys. <span class="_ _1"> </span>PLN </div><div class="t m0 xc h2 y31d ff1 fs0 fc0 sc0 ls0 ws0">z przeznaczeniem <span class="_ _1d"> </span>na <span class="_ _1d"> </span>finansow<span class="_ _0"></span>anie <span class="_ _1d"> </span>i <span class="_ _1d"> </span>refinan<span class="_ _0"></span>sowanie <span class="_ _1d"> </span>nakładów <span class="_ _15"> </span>związanych <span class="_ _15"> </span>z <span class="_ _1d"> </span>realizacją <span class="_ _15"> </span>projektu <span class="_ _1d"> </span>deweloperskiego <span class="_ _1d"> </span>&quot;L<span class="_ _0"></span>okum <span class="_ _1d"> </span>Po<span class="_ _0"></span>rto&quot; <span class="_ _15"> </span>we </div><div class="t m0 xc h2 y31e ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu przy <span class="_ _7"></span>ul. Długiej <span class="_ _7"></span>nr 57G, <span class="_ _3"></span>57H, <span class="_ _3"></span>57J, <span class="_ _3"></span>57K, 5<span class="_ _3"></span>7L <span class="_ _7"></span>obejmujący budowę <span class="_ _3"></span>czterech <span class="_ _3"></span>budynków <span class="_ _3"></span>mieszkalnych <span class="_ _3"></span>z us<span class="_ _3"></span>ługami, oznaczonych <span class="_ _7"></span>literami </div><div class="t m0 xc h2 y31f ff1 fs0 fc0 sc0 ls0 ws0">E, <span class="_ _1b"></span>F, <span class="_ _1b"></span>G, <span class="_ _1b"></span>H. <span class="_ _1b"></span>Kredyt <span class="_ _1b"></span>udzielony <span class="_ _1b"></span>jest <span class="_ _1b"></span>na <span class="_ _1b"></span>okres <span class="_ _1b"></span>36 <span class="_ _1b"></span>miesięcy, <span class="_ _1b"></span>do <span class="_ _18"></span>dnia <span class="_ _1a"></span>15 <span class="_ _1b"></span>grudnia <span class="_ _1b"></span>2026 <span class="_ _1b"></span>ro<span class="_ _0"></span>ku. <span class="_ _1a"></span>Kredyt <span class="_ _1b"></span>wy<span class="_ _0"></span>płacany <span class="_ _1b"></span>będzie <span class="_ _1b"></span>w <span class="_ _1b"></span>walucie <span class="_ _1b"></span>polskiej <span class="_ _18"></span>i jest </div><div class="t m0 xc h2 y320 ff1 fs0 fc0 sc0 ls0 ws0">oprocentowany w <span class="_ _7"></span>stosunku rocznym, <span class="_ _3"></span>według <span class="_ _3"></span>zmiennej <span class="_ _7"></span>stopy procentowej równej <span class="_ _7"></span>wysokości stawki <span class="_ _3"></span>refe<span class="_ _3"></span>rencyjnej (WIBOR <span class="_ _3"></span>3M) <span class="_ _3"></span>powiększonej<span class="_ _3"></span> </div><div class="t m0 xc h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">o marżę banku. W związku z podpisaniem umowy ustanowione zostały<span class="_ _0"></span> w szczególności następujące zabezpieczenia: </div><div class="t m0 x15 h2 y322 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka umowna łączna do kwoty 147 868 tys. PLN wpisana na pi<span class="_ _0"></span>erwszym miejscu na rzecz banku, ustanowiona na:  </span></span></div><div class="t m0 x77 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _b3"> </span></span>prawie <span class="_ _1b"></span>własności <span class="_ _1b"></span>nieruchomości <span class="_ _18"> </span>położonej <span class="_ _1a"></span>w<span class="_ _0"></span>e <span class="_ _1b"></span>Wrocławiu <span class="_ _1a"></span>przy <span class="_ _18"> </span>ul. <span class="_ _1a"></span>Długiej <span class="_ _1b"></span>57G, <span class="_ _1b"></span>57H<span class="_ _0"></span>, <span class="_ _1b"></span>57J, <span class="_ _1b"></span>57K, <span class="_ _1b"></span>57L <span class="_ _1b"></span>wraz <span class="_ _1b"></span>z <span class="_ _1b"></span>wła<span class="_ _0"></span>snością </div><div class="t m0 x78 h2 y324 ff1 fs0 fc0 sc0 ls0 ws0">budynków, które stanowić będą o<span class="_ _0"></span>drębną nieruchomość,  </div><div class="t m0 x77 h2 y325 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _b3"> </span></span>udziale pr<span class="_ _3"></span>zysługującym Lokum <span class="_ _3"></span>4 w <span class="_ _7"></span>nieruchomo<span class="_ _0"></span>ści zlokalizowanej <span class="_ _3"></span>we <span class="_ _3"></span>Wrocławiu, obręb <span class="_ _7"></span>St<span class="_ _0"></span>are Miasto, <span class="_ _3"></span>obejmującej d<span class="_ _3"></span>ziałki </div><div class="t m0 x78 h2 y326 ff1 fs0 fc0 sc0 ls0 ws0">nr 12/3, 12/6, 12/7 na dzień zawarcia umowy kredytow<span class="_ _0"></span>ej, </div><div class="t m0 x15 h2 y2b5 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy <span class="_ _18"> </span>zastaw<span class="_ _0"></span> <span class="_ _18"> </span>rejestrowy <span class="_ _1"> </span>na <span class="_ _18"> </span>rzecz <span class="_ _18"> </span>banku <span class="_ _18"> </span>na <span class="_ _1"> </span>wierzytelnościach<span class="_ _0"></span> <span class="_ _18"> </span>z  Mie<span class="_ _3"></span>szkaniowych <span class="_ _18"> </span>Rachunków<span class="_ _0"></span> <span class="_ _18"> </span>Powierniczych, <span class="_ _1"> </span>prowadzonych </span></span></div><div class="t m0 x1f h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">w banku dla inwestycji, </div><div class="t m0 x15 h2 y327 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum 4 wraz z <span class="_ _0"></span>deklaracją wekslową, poręczo<span class="_ _0"></span>ny przez Emitenta. </span></span></div><div class="t m0 xc h2 y328 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x20 y13 w12 hb" alt="" src="data:image/png;base64,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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">21</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2023 roku żadna ze spółek z Grupy nie posiadała zo<span class="_ _0"></span>bowiązań z tyt. kredytu. </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2022 roku zobowiązania z tyt<span class="_ _0"></span>. kredytu posiadała jedna spółka z Grupy Kapitałowej - Lok<span class="_ _0"></span>um 4 w kwocie 9 157 tys. PLN. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>18 <span class="_ _14"></span>stycznia<span class="_ _0"></span> <span class="_ _0"></span>20<span class="_ _0"></span>24 <span class="_ _14"></span>roku <span class="_ _14"></span>Spółka <span class="_ _14"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>Deweloper <span class="_ _14"></span>nieodwołalnie <span class="_ _14"></span>i <span class="_ _14"></span>bezwarunkowo<span class="_ _0"></span> <span class="_ _14"></span>poręczyła <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _14"></span>zobowiązania <span class="_ _0"></span>spół<span class="_ _0"></span>ki <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>Góralska </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _1b"></span>zapłaty <span class="_ _1a"></span>ceny <span class="_ _1b"></span>sprzedaży <span class="_ _1b"></span>i <span class="_ _1a"></span>w<span class="_ _0"></span>ynikające <span class="_ _1a"></span>z <span class="_ _1b"></span>zaw<span class="_ _0"></span>artej <span class="_ _1a"></span>w <span class="_ _1b"></span>dniu <span class="_ _1a"></span>20 <span class="_ _1b"></span>grudnia <span class="_ _1b"></span>2023 <span class="_ _1a"></span>ro<span class="_ _0"></span>ku <span class="_ _1a"></span>między <span class="_ _1b"></span>Lok<span class="_ _0"></span>um <span class="_ _1a"></span>Góralska <span class="_ _1b"></span>a <span class="_ _1a"></span>L<span class="_ _0"></span>okum <span class="_ _1a"></span>Dewelo<span class="_ _0"></span>per <span class="_ _1a"></span>FIZ </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>nieruchomośc<span class="_ _0"></span>i <span class="_ _0"></span>gruntowych. <span class="_ _14"></span>Poręczenie <span class="_ _0"></span>ustalone <span class="_ _14"></span>zostało <span class="_ _0"></span>na <span class="_ _14"></span>okres <span class="_ _0"></span>od <span class="_ _0"></span>dnia <span class="_ _0"></span>zaw<span class="_ _0"></span>arcia <span class="_ _0"></span>umowy <span class="_ _14"></span>do c<span class="_ _0"></span>zasy <span class="_ _0"></span>pełnego <span class="_ _0"></span>wy<span class="_ _0"></span>konania </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">przez Lokum Góralska zobow<span class="_ _0"></span>iązań <span class="_ _3"></span>określonych w porozumieniu, jednak nie później niż do dnia 31 czerwc<span class="_ _0"></span>a 2026 roku. </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y329 ff1 fs0 fc0 sc0 ls0 ws0">W dniu<span class="_ _3"></span> 22 marca 2<span class="_ _3"></span>024 roku <span class="_ _7"></span>L<span class="_ _0"></span>okum la <span class="_ _3"></span>Vida zawarła <span class="_ _3"></span>umowę o <span class="_ _3"></span>kredyt <span class="_ _3"></span>nieodnawialny n<span class="_ _3"></span>a finansowanie przedsięwzięcia d<span class="_ _3"></span>eweloperskiego z Alior </div><div class="t m0 xc h2 y32a ff1 fs0 fc0 sc0 ls0 ws0">Bank <span class="_ _14"></span>Spółka <span class="_ _1a"></span>Akcyjna <span class="_ _1a"></span>z <span class="_ _1a"></span>siedzibą <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _14"></span>War<span class="_ _0"></span>szawie, <span class="_ _1a"></span>na <span class="_ _14"></span>moc<span class="_ _0"></span>y <span class="_ _14"></span>k<span class="_ _0"></span>tórej <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>la <span class="_ _1a"></span>Vida <span class="_ _14"></span>ot<span class="_ _0"></span>rzymała <span class="_ _1a"></span>do <span class="_ _1a"></span>dyspozycji <span class="_ _1a"></span>kredyt <span class="_ _1a"></span>w <span class="_ _14"></span>w<span class="_ _0"></span>ysokości <span class="_ _1a"></span>73 900 tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N </div><div class="t m0 xc h2 y32b ff1 fs0 fc0 sc0 ls0 ws0">z przeznaczeniem  na <span class="_ _1"> </span>finansowanie  i  refinansowanie  nakładów  związanych  z <span class="_ _1"> </span>realizacją  projektu  de<span class="_ _3"></span>weloperskiego  &quot;Lokum  la  Vida&quot; <span class="_ _1"> </span>we </div><div class="t m0 xc h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _1a"></span>przy <span class="_ _14"></span>ul. <span class="_ _1a"></span>Lothara <span class="_ _1a"></span>Herbsta <span class="_ _14"></span>- <span class="_ _1a"></span>II <span class="_ _1a"></span>etap <span class="_ _1a"></span>obejmujący <span class="_ _1a"></span>budowę <span class="_ _1a"></span>trzech <span class="_ _14"></span>budynków <span class="_ _1a"></span>mieszkalnych, <span class="_ _1a"></span>oz<span class="_ _0"></span>naczonych <span class="_ _14"></span>numerami <span class="_ _14"></span>3,<span class="_ _0"></span> <span class="_ _14"></span>4 <span class="_ _1a"></span>i <span class="_ _1a"></span>5. <span class="_ _1a"></span>Kredyt </div><div class="t m0 xc h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">udzielony <span class="_ _1b"></span>jest <span class="_ _1b"></span>na <span class="_ _18"> </span>okres <span class="_ _1b"></span>30 <span class="_ _1b"></span>miesięc<span class="_ _0"></span>y, <span class="_ _1b"></span>do <span class="_ _18"> </span>dnia <span class="_ _1b"></span>15 <span class="_ _1b"></span>września <span class="_ _18"></span>2026 <span class="_ _1b"></span>roku. <span class="_ _18"> </span>Kredyt <span class="_ _1a"></span>w<span class="_ _0"></span>ypłacany <span class="_ _1b"></span>będzie <span class="_ _18"></span>w <span class="_ _1a"></span>w<span class="_ _0"></span>alucie <span class="_ _1b"></span>polskiej <span class="_ _1b"></span>i <span class="_ _18"> </span>jest <span class="_ _1b"></span>oprocentowany </div><div class="t m0 xc h2 y32e ff1 fs0 fc0 sc0 ls0 ws0">w stosunku rocznym, <span class="_ _3"></span>według <span class="_ _7"></span>zm<span class="_ _0"></span>iennej stopy pr<span class="_ _3"></span>ocentowej równej wysokości <span class="_ _3"></span>stawki <span class="_ _7"></span>r<span class="_ _0"></span>eferencyjnej (WIBOR 3M) <span class="_ _3"></span>powiększonej <span class="_ _3"></span>o <span class="_ _3"></span>marżę b<span class="_ _3"></span>anku. </div><div class="t m0 xc h2 y32f ff1 fs0 fc0 sc0 ls0 ws0">W związku z podpisaniem umowy ustanowione zostały w szc<span class="_ _0"></span>zególności następujące zabezpieczenia: </div><div class="t m0 x15 h2 y330 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka <span class="_ _14"></span>umowna <span class="_ _1a"></span>do <span class="_ _1a"></span>kwoty <span class="_ _1a"></span>183 607 tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N <span class="_ _14"></span>w<span class="_ _0"></span>pisana <span class="_ _14"></span>na <span class="_ _1a"></span>pierwszym <span class="_ _14"></span>miej<span class="_ _0"></span>scu <span class="_ _14"></span>na <span class="_ _1a"></span>rzecz <span class="_ _1a"></span>banku, <span class="_ _14"></span>ustanow<span class="_ _0"></span>iona <span class="_ _14"></span>na <span class="_ _1a"></span>prawie <span class="_ _1a"></span>własności </span></span></div><div class="t m0 x1f h2 y1c0 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości położonej <span class="_ _7"></span>w<span class="_ _0"></span>e <span class="_ _3"></span>Wrocławiu przy <span class="_ _7"></span>ul. Lothara <span class="_ _3"></span>Herbsta, <span class="_ _3"></span>(niniejsza h<span class="_ _3"></span>ipoteka stan<span class="_ _3"></span>owi wspólne <span class="_ _7"></span>zabezpieczenie kredytu <span class="_ _3"></span>oraz </div><div class="t m0 x1f h2 y331 ff1 fs0 fc0 sc0 ls0 ws0">umowy kredytowej z dnia 11 sierpnia 2023 roku); </div><div class="t m0 x15 h2 y332 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy  zastaw  re<span class="_ _3"></span>jestrowy  na  r<span class="_ _3"></span>zecz  banku  na <span class="_ _1"> </span>wierzytelnościach  z  Mi<span class="_ _3"></span>eszkaniowego  Rachunku <span class="_ _1"> </span>Powierniczego,  prowadzonego </span></span></div><div class="t m0 x1f h2 y63 ff1 fs0 fc0 sc0 ls0 ws0">w banku dla inwestycji,  </div><div class="t m0 x15 h2 y333 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum la Vida w<span class="_ _0"></span>raz z deklaracją wekslową, poręczony przez Emitenta. </span></span></div><div class="t m0 xc h13 y1f2 ff1 fs3 fc3 sc0 ls0 ws0">2.4.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o udzielonych pożyczkach, w t<span class="_ _0"></span>ym udzielonych podmiot<span class="_ _0"></span>om powiązanym emitenta </div><div class="t m0 xc h2 y334 ff1 fs0 fc0 sc0 ls0 ws0">Zestawienie podpisa<span class="_ _0"></span>nych w<span class="_ _0"></span> <span class="_ _0"></span>okresie s<span class="_ _0"></span>prawozdawczy<span class="_ _0"></span>m <span class="_ _0"></span>umów <span class="_ _0"></span>i aneksów <span class="_ _0"></span>wew<span class="_ _0"></span>nątrzgrupowych <span class="_ _0"></span>pożyczek (<span class="_ _0"></span>dla w<span class="_ _0"></span>szystkich umów<span class="_ _0"></span> <span class="_ _0"></span>obowiązującą </div><div class="t m0 xc h2 y335 ff1 fs0 fc0 sc0 ls0 ws0">stawką bazową jest WIBO<span class="_ _0"></span>R 3M oraz WIBOR 6M i walutą podstawową jest PLN): </div><div class="t m0 xc h11 y336 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y2a1 ff3 fs9 fc4 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x16 h16 y337 ff3 fs9 fc4 sc0 ls0 ws0">dokumentu </div><div class="t m0 x79 h16 y2a1 ff3 fs9 fc4 sc0 ls0 ws0">Data </div><div class="t m0 x7a h16 y337 ff3 fs9 fc4 sc0 ls0 ws0">umowy/aneksu</div><div class="c x7b y338 w2b h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="c x7c y3c w2c h25"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Dot. </div></div><div class="t m0 x7d h16 y339 ff3 fs9 fc4 sc0 ls0 ws0">umowy z </div><div class="t m0 x7c h16 ycd ff3 fs9 fc4 sc0 ls0 ws0">dnia </div><div class="t m0 x7e h16 y339 ff3 fs9 fc4 sc0 ls0 ws0">Pożyczkodawca <span class="_ _b4"> </span>Pożyczkobiorca </div><div class="t m0 x7f h16 y2a1 ff3 fs9 fc4 sc0 ls0 ws0">Termin </div><div class="t m0 x80 h16 y337 ff3 fs9 fc4 sc0 ls0 ws0">spłaty </div><div class="c x81 y3c w2d h25"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Wzrost/spadek </div></div><div class="t m0 x82 h16 y339 ff3 fs9 fc4 sc0 ls0 ws0">limitu [w tys. </div><div class="t m0 x83 h16 ycd ff3 fs9 fc4 sc0 ls0 ws0">PLN] </div><div class="c x5b y3c w2e h25"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Limit </div></div><div class="t m0 x84 h16 y339 ff3 fs9 fc4 sc0 ls0 ws0">obowiązujący </div><div class="t m0 x85 h16 ycd ff3 fs9 fc4 sc0 ls0 ws0">[w tys. PLN] </div><div class="t m0 x16 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">Umowa <span class="_ _b5"> </span>2023-03-15</div><div class="c x7b y33a w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">2023-03-15</div><div class="c x87 y33a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x88 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 13</div><div class="c x89 y33a w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3f h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x8a y33a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">2024-12-31</div><div class="c x48 y33a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x8c y33a wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x58 y33a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">Umowa <span class="_ _b5"> </span>2023-08-28</div><div class="c x7b y40 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">2023-08-28</div><div class="c x87 y40 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">Lokum 7</div><div class="c x89 y40 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3f h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x8a y40 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">2024-12-31</div><div class="c x48 y40 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">5 000</div><div class="c x8c y40 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y33b ff1 fs9 fc0 sc0 ls0 ws0">5 000</div><div class="c x58 y40 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">Umowa <span class="_ _b5"> </span>2023-08-16</div><div class="c x7b y33d w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">2023-08-16</div><div class="c x87 y33d w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y33d w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida</div><div class="c x8a y33d w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">2024-12-31</div><div class="c x48 y33d w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x8c y33d wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y33c ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x58 y33d w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-18</div><div class="c x7b y33f w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">2023-08-16</div><div class="c x87 y33f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y33f w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida</div><div class="c x8a y33f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y33f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y33f wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y33e ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x58 y33f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-31</div><div class="c x7b y12b w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">2023-03-15</div><div class="c x87 y12b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x88 h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">Lokum 13</div><div class="c x89 y12b w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3f h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x8a y12b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y12b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y12b wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y2ea ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x58 y12b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y340 w30 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Porozumienie </div></div><div class="t m0 x16 h15 y341 ff1 fs9 fc0 sc0 ls0 ws0">(rozwiązanie) </div><div class="t m0 x8e h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">2023-02-09</div><div class="c x7b y343 w2b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">2018-01-03</div><div class="c x87 y343 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y343 w2f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 13</div><div class="c x8a y343 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">2023-02-09</div><div class="c x48 y343 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x90 h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">(50 000)</div><div class="c x8c y343 wf h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h15 y342 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x58 y343 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-31</div><div class="c x7b y107 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">2022-03-03</div><div class="c x87 y107 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 1</div><div class="c x89 y107 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3f h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x8a y107 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y107 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y107 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y344 ff1 fs9 fc0 sc0 ls0 ws0">30 000</div><div class="c x58 y107 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-18</div><div class="c x7b y2b0 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">2019-05-21</div><div class="c x87 y2b0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y2b0 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 15</div><div class="c x8a y2b0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y2b0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y2b0 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y345 ff1 fs9 fc0 sc0 ls0 ws0">70 000</div><div class="c x58 y2b0 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-18</div><div class="c x7b y347 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">2020-07-03</div><div class="c x87 y347 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y347 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 4</div><div class="c x8a y347 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y347 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y347 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y346 ff1 fs9 fc0 sc0 ls0 ws0">130 000</div><div class="c x58 y347 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">Aneks <span class="_ _b6"> </span>2023-12-18</div><div class="c x7b y349 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">2020-02-05</div><div class="c x87 y349 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y349 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 14</div><div class="c x8a y349 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">2028-12-31</div><div class="c x48 y349 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x8c y349 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h15 y348 ff1 fs9 fc0 sc0 ls0 ws0">60 000</div><div class="c x58 y349 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">Umowa <span class="_ _b5"> </span>2023-01-25</div><div class="c x7b y34b w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">2023-01-25</div><div class="c x87 y34b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y34b w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">Lokum 10</div><div class="c x8a y34b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">2024-12-31</div><div class="c x48 y34b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">5 000</div><div class="c x8c y34b wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3b h15 y34a ff1 fs9 fc0 sc0 ls0 ws0">5 000</div><div class="c x58 y34b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y34c ff1 fs9 fc0 sc0 ls0 ws0">Porozumienie </div><div class="t m0 x16 h15 y34d ff1 fs9 fc0 sc0 ls0 ws0">(rozwiązanie) </div><div class="t m0 x8e h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">2023-02-28</div><div class="c x7b y34f w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">2023-01-25</div><div class="c x87 y34f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y34f w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">Lokum 10</div><div class="c x8a y34f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">2023-02-28</div><div class="c x48 y34f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">(5 000)</div><div class="c x8c y34f wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h15 y34e ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x58 y34f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1a4 ff1 fs9 fc0 sc0 ls0 ws0">Porozumienie </div><div class="t m0 x16 h15 y350 ff1 fs9 fc0 sc0 ls0 ws0">(rozwiązanie) </div><div class="t m0 x8e h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">2023-08-28</div><div class="c x7b y352 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">2022-12-29</div><div class="c x87 y352 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y352 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 9</div><div class="c x8a y352 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">2023-08-28</div><div class="c x48 y352 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">(5 000)</div><div class="c x8c y352 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h15 y351 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x58 y352 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y353 ff1 fs9 fc0 sc0 ls0 ws0">Porozumienie </div><div class="t m0 x16 h15 y52 ff1 fs9 fc0 sc0 ls0 ws0">(rozwiązanie) </div><div class="t m0 x8e h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">2023-12-08</div><div class="c x7b y355 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x86 h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">2021-10-21</div><div class="c x87 y355 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1c h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A.</div><div class="c x89 y355 w2f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 8</div><div class="c x8a y355 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">2023-12-08</div><div class="c x48 y355 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x90 h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">(60 000)</div><div class="c x8c y355 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h15 y354 ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x58 y355 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x20 y13 w31 hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">22</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Udzielone pożyczki w ramac<span class="_ _0"></span>h Grup<span class="_ _3"></span>y (w tys. PLN): </div><div class="t m0 xc h11 y356 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y357 ff3 fs9 fc4 sc0 ls0 ws0">Pożyczkobiorcy </div><div class="t m0 x2f h16 y358 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x2f h16 y359 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x4d h16 y358 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x67 h16 y359 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x16 h16 y35a ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _b7"> </span>Pożyczkodawca - Loku<span class="_ _3"></span>m Deweloper S.A. </div><div class="t m0 x16 h15 y35b ff1 fs9 fc0 sc0 ls0 ws0">Lokum 1 <span class="_ _b8"> </span>  <span class="_ _b9"> </span>1 263</div><div class="c x34 y35c w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y35d ff1 fs9 fc0 sc0 ls0 ws0">Lokum 4 <span class="_ _ba"> </span>49 048</div><div class="c x92 y35e w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y35d ff1 fs9 fc0 sc0 ls0 ws0">60 574</div><div class="c x34 y35e w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y35f ff1 fs9 fc0 sc0 ls0 ws0">Lokum 7 <span class="_ _b8"> </span>  <span class="_ _bb"> </span>514</div><div class="c x34 y360 w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y361 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 8 <span class="_ _bc"> </span>3 034</div><div class="c x92 y280 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y361 ff1 fs9 fc0 sc0 ls0 ws0">24 472</div><div class="c x34 y280 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y362 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 9 <span class="_ _bd"> </span>190</div><div class="c x92 y363 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y362 ff1 fs9 fc0 sc0 ls0 ws0">1 083</div><div class="c x34 y363 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y364 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 13 <span class="_ _be"> </span>  <span class="_ _b9"> </span>3 670</div><div class="c x34 y365 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y366 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 14 <span class="_ _bf"> </span>354</div><div class="c x92 y367 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y366 ff1 fs9 fc0 sc0 ls0 ws0">18 774</div><div class="c x34 y367 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y368 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 15 <span class="_ _ba"> </span>2 210</div><div class="c x92 y369 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y368 ff1 fs9 fc0 sc0 ls0 ws0">46 235</div><div class="c x34 y369 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y36a ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida <span class="_ _c0"> </span>6 975</div><div class="c x92 y36b w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x93 h15 y36a ff1 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x34 y36b w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y36c ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 1 (L<span class="_ _3"></span>okum 2, Lokum 10)<span class="_ _3"></span>* <span class="_ _a8"> </span>160</div><div class="c x92 y36d w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y36c ff1 fs9 fc0 sc0 ls0 ws0">2 013</div><div class="c x34 y36d w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y36e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 1 (L<span class="_ _3"></span>okum 3, Lokum 5, <span class="_ _3"></span>Lokum 6)** <span class="_ _c1"> </span>  <span class="_ _b9"> </span>7 002</div><div class="c x34 y36f w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y370 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 2 <span class="_ _c2"> </span>10</div><div class="c x92 y371 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x93 h15 y370 ff1 fs9 fc0 sc0 ls0 ws0">8</div><div class="c x34 y371 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y372 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 3 <span class="_ _c2"> </span>13</div><div class="c x92 y373 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x93 h15 y372 ff1 fs9 fc0 sc0 ls0 ws0">8</div><div class="c x34 y373 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y374 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m Dewel<span class="_ _3"></span>oper S.A. <span class="_ _c3"> </span>61 994</div><div class="c x92 y375 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h16 y374 ff3 fs9 fc0 sc0 ls0 ws0">165 616</div><div class="c x34 y375 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y376 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _c4"> </span>Pożyczkodawca - Loku<span class="_ _3"></span>m 13 </div><div class="t m0 x16 h15 y377 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c5"> </span>18 300</div><div class="c x92 y310 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h15 y377 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h16 y378 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 13 <span class="_ _c6"> </span>18 300</div><div class="c x92 y379 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x93 h16 y378 ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x34 y379 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y6a ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _c7"> </span>Pożyczkodawca - Loku<span class="_ _3"></span>m 1 </div><div class="t m0 x16 h15 y37a ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c8"> </span>  <span class="_ _c9"> </span>50 780</div><div class="c x34 y37b w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y37c ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 1 <span class="_ _ca"> </span>‒</div><div class="c x92 y37d w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y37c ff3 fs9 fc0 sc0 ls0 ws0">50 780</div><div class="c x34 y37d w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y37e ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _6a"> </span>Pożyczkodawca - Lokum Holding 1 (L<span class="_ _3"></span>okum 3, Lokum 6)**</div><div class="c x70 y37f w32 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y380 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c8"> </span>  <span class="_ _c9"> </span>16 430</div><div class="c x34 y381 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y382 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 6 <span class="_ _ca"> </span>‒</div><div class="c x92 y383 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y382 ff3 fs9 fc0 sc0 ls0 ws0">16 430</div><div class="c x34 y383 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y384 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _6a"> </span>Pożyczkodawca - Lokum Holding 1 (L<span class="_ _3"></span>okum 2, Lokum 12)*</div><div class="c x70 y385 w33 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y386 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c8"> </span>  <span class="_ _bb"> </span>800</div><div class="c x34 y387 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y388 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 2 <span class="_ _ca"> </span>‒</div><div class="c x92 y389 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1b h16 y388 ff3 fs9 fc0 sc0 ls0 ws0">800</div><div class="c x34 y389 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y38a ff8 fs9 fc0 sc0 ls0 ws0">* dane dla<span class="_ _3"></span> Lokum 2, Lokum 10 <span class="_ _3"></span>i Lokum 12 zaprezentowan<span class="_ _3"></span>o łącznie ze względu<span class="_ _3"></span> na połączenie spó<span class="_ _3"></span>łek z Lokum Hold<span class="_ _3"></span>ing 1 w 2023 roku </div><div class="t m0 xc h22 y38b ff8 fs9 fc0 sc0 ls0 ws0">* dane dla<span class="_ _3"></span> Lokum 3, Lokum 5 <span class="_ _3"></span>i Lokum 6 zaprezentowano łącznie<span class="_ _3"></span> ze względu<span class="_ _3"></span> na po<span class="_ _3"></span>łączenie spółek z Loku<span class="_ _3"></span>m Holding 1 w 2022 roku </div><div class="t m0 xc h2 y38c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y38d ff1 fs0 fc0 sc0 ls0 ws0">Spłaty pożyczek w ramac<span class="_ _0"></span>h Grupy (w tys. PLN): </div><div class="t m0 xc h11 y38e ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y38f ff3 fs9 fc4 sc0 ls0 ws0">Pożyczkobiorcy </div><div class="t m0 x2f h16 y390 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x2f h16 y34a ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x4d h16 y390 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x67 h16 y34a ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x95 h16 y34c ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _cb"> </span>Pożyczkodawca - Loku<span class="_ _3"></span>m Deweloper S.A. </div><div class="t m0 x16 h15 y391 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 1 <span class="_ _b8"> </span>  <span class="_ _b9"> </span>2 678</div><div class="c x34 y392 w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y393 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 4 <span class="_ _ba"> </span>58 000</div><div class="c x92 y394 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y393 ff1 fs9 fc0 sc0 ls0 ws0">79 379</div><div class="c x34 y394 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y395 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 7 <span class="_ _b8"> </span>  <span class="_ _bb"> </span>514</div><div class="c x34 y243 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi xc y13 we hb" alt="" 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45deeddUSoUjziz3X398il3ReecdDrh2GgmUtGhB4cQUgtrmsZP7HTCsan33o+ulF1QWdm2bQq6V5SOHZN67fWSiy7Y8HVufevt6CyX0OaiCDlvKoTQ6bhjVl/ZOeuUm8x14RInHd+4sCa0ubxBCCHZ5nTi7AM1OfdGo1c84sxPx/1sxcWXJx99vNNpwxt/cdPqq0t/kfOX1v+62e8rGudUzaKcOWCtH3zw8WFHJoYPjR/UP9atW8sLL0YZUzxyRNQPrXX1Ky6+LPp81da6+mglSy76YaYumu+bmqyem1ly0/iJRYcf9qUcAsocXdwC9u8HDuh6/73LTjvL75YNKp92T++546TVfzMvn/HWnf/4KPveWHLVXYN7nDa4T4d+66Vaqxe8++SL7y5eUj/7pdWXLqjsVnrYPj0H9N3x6AG9e1V2yUmjIy68Z11LO2K/XhXlJTlPfHbR+6eP+0v2w56/c1RFee6/+pzw4z/WvF2X+faun5x81IG75jwmZ1GV3UqfueN7ticA2AiphTXRNLPVu9fDh3YeOCA+cEDp2DGNN01ILaxZfs650V1FgwcVf7f9qWiFVX3Lrrv603E/axgxqtvsx2KlJYVVfaMlRH9Wl0ZlZdeZ09tdwhfar81Z57bTxnIeEELY7qlZsdKeUacV9qtKLazJbrDMVQ3aXt6gedr06HBQuwWSc280esXfHdHy7PPRXZl7S8eO+ULNsP7XXbMfWFpSPHrkykmTmybe3u45SDnLKRo8qPi870dfN93y62T13FVPVncacmT0UULFo0dmH1TpdNwxyeq5qx6eWVLVt+WZ5xpvmlAwecp286s384GXosGDSi764Za0iz9wQOdbb87ZAoml0+mcm2a8saztPLeXz9svmuf2p4X1bS9y3fUfLxauWjX712fnxMmGW1K7/Ac3PJTdG21dO3rwd47dJ3MUaP3lk23Uifv/eMQhpYmillTrnt++PfuutlXT2Jzc++zf5jz9mlFH5CxzwtRnf3Xf/My3l5158JjTD7I9AcAX0rpkaTSHba2G6blTZgc9VbOopebV5KOPxw/qX3TowYV77pnZ5U03Nq2a8WjRQf2z55hFh1myb0w3NiXnPZ38e3Xhbr07HTMk+8HRErJfbq399QcebHdfP2ediw7qX7Djjtk74tFi2y4wc8wnhNDyzHOppe9lv3TmWdkPa3d8MmsVLWT9o5ecN7/l2eeLjhkSr+qTfUAmWnLO6K3/55J53ejetdazrj5ZPaf94aqrT1bPaXnhxXRdfafThhcdesha10NrSTVNvC1qzujt5KxS9PTMm1r5u3s6DTv5C01H/KKaH3gwJxgKKis3f2vlRdP4iZnmXxPGG3aFjG2ifD5qbNn917kX0PjvobtH89zeWda87x0v5dxb9vrrifq6EEJlt9Knbhv5ReentaRafz557l1/W7AhD67sVnrP/xlWtUv3L1Q+IYQj9uv1+3HfDCF897q/Zg4otVs1bY8LtXs8J+e40NTrTj2o79f8DwwAYIvWtny2e2pWB6858SWKrj+hfFZH7FoRst7Te1pa00f/IfdzfzvV1UXZE0Ko/aTx8omPfdE1+MPMf25g9kQv8cj8Nzfifc5+acm02YtDCN8f+vXs26c/lftpRXNeWtr2Resb1pr719iczDk8dcCeO/hNAQCwlSm77uotN3tCCOWTbvdDbL98bpz3/npO7znvoTf/9Wky+97KknjZW2t1yF/nLI4CYwMtqV1+zaR2Ppq3atfu144efO3owd88fK3r2R+xX6/1TCqb/euzoz93/eTkI/brlXPv/508J4RwyN47rb9q/vb0622XXL1gSfa3r7y11mlOo07c35UYAAC2MoX9qtZ1XtkWs6/fq2f0GUqE7CsczFu64vo5uVNFHzijT/TpPX9aWD91Ye6ng/31W30/PHy7Uf/5P9k3jrll5oC+O27ICT8tqdYf3JD7cctH7Nfr0jMHZmaOnXPCfr+44Mjzbvjb7JeWVHYr/d1VQ9ezwMyL9qrsctSBu9a8U3fCFX/MjpyWVGtpoqhq1+7ZR2z+8fqHmVN92h7MiTz23FvDj1jTYDnHhU4etIctCQBgK9P55/+R/9N7WlKtH3wQnUaV/uSTlmefj3WviB94QAghVt4l/vX9834WU8lFP1w5ecrq67krnxDCR40tZ0/LPdZx49G77FNZEkJ4Z1lz26saRPfuU7nrqBP3z5mudupP/7whJ/y8+Nq/cjLj2tGDzzlhv5yHlSaKfj/um3c//NKwQXt+oUMrVbt0z4mcD+o/7VXZ5dtH7519oGnB67WZ8sk5mLOm8eYsvmXMsZlvfz/j5ex7TXUDANjKFA0elMfLZ6cbm5rvm7pqxqPRxdnbmJz5qqCystOwExNDT8rbq8cLS6/+ieu8hWi2W0tr+vvT38iZyXbUruXn9d8+rOP0nqN2LR99QGX09U9HDsqZWraBJ/z88821MqNq1+7fOXafdT34nBP2a3v56c912N7tzMscNmjP7G+zp7dlH8zJmWi3pHZ59EV9Q1PtJ43ZDzPVDQBgK1N62SX5WVBLqmn8xPq++3867mfryJ61tNbWrpw0edlpZzWMOKd1ydK8rEL0mUsUhBBunPf+E283ZN+6Q1nR/zt1dR60Pb1nh7Ki/x66ezQLLoQQLyy4Zcyxld1Ksx/z1zmL7374pfW/9nOLPsj+9ofD++c9IXIuYFBRXhxCqCgvyV7bmrfrGptXv8HsgzkjT9g3u+gya/uP1z/MXuap/6uPzQgAYGtS2K8qL4dcUjWLPj54cM6lpTdQsnrux4cd2TR+YsdXI1Za4myfEM12q13wasUzr2TfWt61tFPB6llny55ZULFwrfN/unQtKf3+3tm3FJck6vc/oL6pJfvG+vLVkxTfWdZ88SNv//n0vTKxlKmj7G97VnbO73t74oW3sw/OhBBKE0XRF989bt/sT+N55a2PDur7tZyDOXv37nHswN0yl8DOnOrz5IvvZi8z55IJ+ZVubKrvu7/NFAAgW/d3F2/S5RePOLPjC1n1+KzMh/ButMabJqRee73z+Bs7eMZR4uwRGxdgW1v5/Ne5/+vJ59/K3umvW9Z4+cTHojNbfjv2+OOv+GP2vfXLms674W/Rx+NEvv2X12rXzp6jdi2/+NCdQggtremz/vLay7VNN857/8pB64uEHStyy+eSCTNz6iiE8M3D98o+5SZb5rJyn6xY+f8eeyXnJKLs2WvHH7xbdvnMeWnpQX2/ln0wp2rX7qWJouyqyZzqk30c6Yj9emVqalOIlZZs6r/YAADk6DTs5K9C9kSap01vra8vnzypI/FT0L2iaPCgbfzHWhBCiBcW/OXn/5Zzx1/nLH7ihbdDCBXlJbeNPT7n3tkvLclMZrvj+Q9zJsuFEDLT4a564t3oStnXz3lv3tIV2Y+p2rV79rc5k982wphbZkZ/rplU3fYSbf8+4tDM13v23C77ruhUn+yDOd8+eu+2D6t5py7nuFDOpwMBALClK+xX1cELrLUuWZqv7Ikkq+c2Tbytgwsp/sEo5RNCCL0qu1w7enDOfaP+83+iz7o5qO/XLjvz4Jx7r5lUvaR2+TvLmq947J2cu6b+2149SuMhhHlLV9z+/JoDKWdPe70x2Zr5NufyA299sGzTvc/Lzjw4+0Lb8cKCUSeumUUWneqTfTAnOtoTLyzIPtXn6VfeyznJ5+t7bO+3AwDA1qSjU91aUsu+eUbe16rxpgmrHp/VkSXEv76tn0Ox5ooC55ywX9tP/xxx3V9bUq0hhAtP7Z9ziCaEcOpP/3z07xfm3Hh6v4rjdu8aQmhMtuZcKftfnyb/48k1Hwl6wF5rXQz6V/fNz/lQ0byo7FZ6109Obvv5pzkfwjPzmbXm+2WO9hw7cLesx7yZfVyoatfuG3G5OQAAvsqKDj24I09vnv7QJvrwnE+vuCq0pDZ+v797ReGe2/SnUK51LbU7/v3EnEu01bxd9/PJc0MI8cKCKVkn9kRqP2lc8dJaF7zeoazojpNWp8K3//JazkXhQggXHbSmdgbvnxtal0yYGYVW5JYxx75134/euu9HG/HGvnn4XpedefCES479+63fyXxcT7a9e/fI/vb/Tp6T/dzMVeayT/WZ/dKS7E8uimbEAQCw1YiVdyms6rvxz29JNf7sPzfRurXW1jZPf6gjS0icfqryWa00UdT2lJ67/rbg2UXvhxAqykvu+knuyV6J+vqiTz7JfPvAGX2i03v+tLC+3ZN/dumayHxbUV6SPeUsSouhV/4p88k5IYSad+omTH12A99MlEnRn1vGHDvm9IOGH7HXuq5AUJooyj7GlX3A5+gBvTNf55zqky3nc4EAANjSdRpyZEeevurJ6k10wCfSwawq6NVT+axxUN+v5dRICOGHNz0SzUM76sBdcz7fM4TQZfGrsWQyhHDj0bvsU1kSQnhnWfP3p7+R87DT+1Wc0S/3XLGfjhzU9ijTERfeM/C8310yYebA8353whV/zL4IW36t6/oE2Qejck71yTDVDQCAHCvvvGuTLr+1tjZfH2+qfFbXSM4pPbWfNF4yYWb09c0XHZ3TKiGELotqjty58+gDKsNnl7HOecAOZUUTj+/d9rXihQX3/J9hbW+v/aTxr3MW53waT961e32Cym6lOUmTfapPhqluAABkSzc2JavnbupXST77vKHOW/nECwvu/PeTcm7MXMY6Xlhw8EmH5T6lqWnv5R/mXMY62wNn9CktKmh3Dap26f7wjd9qW1PtP3jX7j86tX++3nxFeUnbyzYMPSx3Dlu7n1W6ST/AFACALU7qn69shldJPvq4oc5b+YQQelV2mXBJ7qeFXjOpuuadunlLV9yzePmK3XfPuffemS8/u+j9nMtYRzKz4NbZM7t0f+q2kW1n2eU0z9TrTn34l9+q2qV7Ht9/20M3Odd8i1Yv55bKbqX5XQ0AALb48ln63mZ4lZZXXzPUGye+rjuGH7HXn55YOPulJdk3jrjurw37fz2EsKp7j+RHHxU1rHUNg/NvfGTZvvvmLOeoXcujWXCfsx6FBdeMOuLifxvwxvuf/PPNj55b9MFT/1x62D49B/TdsVvn4gF9d8z+NJ5IaSLe9qSjL+roAb1zPkE155pvkWtHD85+WPYlEAAAYPP11cIag7BxYul0el33NTYnv3HxH3JOtmmuqPh0jz1DCCGV6rZgQUHLWtetTpaXL+9blfl2h7Kip763T/SppgAAsBVbcdFlzdOmb4YX6v7uYqO9EQrWc1+7F7lO1Nd3qvsohBAKC5f3zb3YeVFDQ+Jf/8p8++sTesseAADgK10+YR0Xue78xhsFzc0hhP8aVnXZmbmfcVv2ztuFjY0hhAv6b3/c7l0NMQAA24LCPfcwCFtw+YQQfjpyUJ+dcz+Hp/PiV6PLWF94av9BbT7upsuiRXtXdLr+qJ2NLwAA28qOde9dDcJX2frO88n4aEXz6x+uyLmx305dy4vjIYTlTclX3m/IuXeP7Tv36JwwvgAAbCNWPT5r+TnnbupXKexX1W3Gg0Z7I2zQSTg9OifWkzFdSooO2d0lngEA2LZ3rPvstVleZU9DvXEKDAEAAHRcrKJiM7xK0TFDDLXyAQCAL698SkuKBg/a5OVzUH9DrXwAAODLVPyDUZt2372ysqBXT+OsfAAAoENWPT6rI08vOvSQTbp6pVf/pCNPb12yVPkAAAAh3bA8VbNoo58eKy1JDB+6qXbcKysTQ0/qyBKap/5F+QAAACGEkJw3vyNPL7vh+oLKyk2xYiWX/DDECzf66a119anXXlc+AABACCGsnHJfR54eKy0pn3JX3teqaPCg4u+d3ZEltPxjwTb+k1U+AACwRmphTbqxqSNLKKzqW3bd1fncZa+sLJ88qaNFd+dd2/hPVvkAAMBamu+b2sElFH/v7HzFT9HgQV1nTu/IPLcQQmtdfbJ6rvIBAADWaLrlttCS6nj8dL3/3g6e81M8emT55EkF3Tv6GanN90zxY1U+AACwltba2ubpD3V8OfGBA7rOnL5xH29a2K+q66a7v3gAACAASURBVP33ll07roNHe0II6camxpsm+LHGDQEAAORo+s0diVOGdXw5Bd0ryqfcnW5sSs57euWdd33ulLOCyspOw05MDD0pPnBAvt5LxyfvKR8AANg6pRbWtDzzXL7yI1Za0mnIkZ2GHJlubErX14cQks8+H0JoeeHF+IEHrH5MeZf41/fv+MS2HOnGpqZbbvMDVT4AANC+5edfvN386o5PNstJoFhpzxBColfPEEJeDiutX+N/3dhaW+unGZznAwAA7Wqtrf30uuu36LeQqlm0ctJkP0rlAwAA67Ny0uTWJUu31LVvSTWMGOWHqHwAAODzNYy+oONXuP5SrLj0CvPclA8AAGyQ1MKahpGjt7j4aRo/sXnadD8+5QMAABsqWT23YeToLWiFmx940Af4KB8AANiY+GkaP3GLWNWWZ55bcfHlfmTKBwAANkbjTRMaRpzzFZ/21jR+4rLTzvLDUj4AALDxktVzPznplNa6+q/iyrWkPr3mOpPclA8AAORBamHNsmOHtjzz3FdqrVrr6htGjvbRPcoHAADylxm1tctOO2vFRZd9RQ7+ND/w4McHHJKsnutHo3wAACDfvTFt+scHHNL8wINf4pk/rXX1DSPOcT0D5QMAAJvWiosv//jgwZu/f1qXLF1x0WUO9SgfAADYXBFSW7vi4svrdqtqGj8x3di0aV+sJdXyzHOfHDfs48OO9EGlX1TcEAAAQMc13jSh8aYJieFDO502PP71/Qu6V+Rx4amaRasenrly8pTW2lpDrXwAAOBL1jxtenQ0pqCystOwExNDT4oPHLBxi2qtq09Wz0k++rjDO3kRS6fTRgEAANi6Oc8HAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAA4MsQDyHUxmIGAgDypaB37+5vvul/r3RcYsSITkOHLh8xwlDQ8W2p/A9/2NZ/OdsOAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAgC1IPISQGDHCQABAvsS6dFk1d65xoOPSzc3p5ma7auTh91Lv3gYhlk6njQIAALB1M9sNAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAQL7EQwjJWeMNBADkTUE81mOP9IeLjAQdVVwe61SWbnjfSJCXbSne/1vb8hjE0um0LQEAANi6me0GAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAACbSzyEkJw13kAAQN7EYiHRJaxsMBJ0VEE8FBaFZJORIC/bUtHh52/Tv5vT6bQtAQAA2MrrzxAAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAMBmEg8hJGeNNxAAkDexWEh0CSsbjAQdVRAPhUUh2WQkyMu2VHT4+dv07+Z0Om1LAAAAtvL6MwQAAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAALCZxEMIyVnjDQQA5E0sFhJdwsoGI0FHFcRDYVFINhkJ8rItFR1+/jb9uzmdTtsSAACArbz+DAEAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAAGwm8RBCctZ4AwEAeVMQj/XYI/3hIiNBRxWXxzqVpRveNxLkZVuK9//WtjwGsXQ6bUsAAAC2bma7AQAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAADA5hIPISRnjTcQAJA3BfFYjz3SHy4yEnRUcXmsU1m64X0jQV62pXj/b23LYxBLp9O2BAAAYOtmthsAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAAGwu8RBCctZ4AwEAeVMQj/XYI/3hIiNBRxWXxzqVpRveNxLkZVuK9//WtjwGsXQ6bUsAAAC2bma7AQAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAADA5hIPISRnjTcQAJA3sVhIdAkrG4wEHVUQD4VFIdlkJMjLtlR0+Pnb9O/mdDptSwAAALby+jMEAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACwmcRDCMlZ4w0EAORNLBYSXcLKBiNBRxXEQ2FRSDYZCfKyLRUdfv42/bs5nU7bEgAAgK28/gwBAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAABsJvEQQnLWeAMBAHkTi4VEl7CywUjQUQXxUFgUkk1GgrxsS0WHn79N/25Op9O2BAAAYCuvP0MAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAACbSTyEEGIxAwEAAFu5dHqbL59tewgAAICtntluAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACwucRDCCEWMxAAkDdlZWH48DBlipEAvip69w49e4bZs7flMYil02lbAgAAsHUz2w0AAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAADaXeAghOWu8gQCAvCmIx3rskf5wkZGgo4rLY53K0g3vGwnysi3F+39rWx6DWDqdtiUAAABbN7PdAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABgc4mHEEIsZiAAAGArl05v8+WzbQ8BAACw1TPbDQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAANpd4CCHEYgYCAPL3f9d46NUrvPWWkQC+KsrKQmlp+PDDbb580mkbAwAAsBUz2w0AAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAADaXeAghOWu8gQCAvInFQqJLWNlgJOiogngoLArJJiNBXralosPP36Z/N6fTaVsCAACwldefIQAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAgM0kHkIIsZiBAACArVw6vc2Xz7Y9BAAAwFbPbDcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAANhc4iGEEIsZCADIm7KyMHx4mDLFSABfFb17h549w+zZ2/IYxNLptC0BAADYupntBgAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAA4P+3d7exVZ2HAcfPtS82Ni8BM09uoQvVmgQq2VvStCmBtBG5tUQwIms3VpsO1KjLooqXEEvt1jW4kI6Iqk5C7KqZGqWF1mbq0i4UAxO5aZKCkyUlTWpXIi/VRkSyeLGAFbCN7WvffbiZS9Pc43P9kmL795M/2D7nnnv8+Hy4f51znoPyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAgPdKPAiC/ifvNxAAMGby4rE/+tP0Wy8bCUZr+uxYwYz02TeNBGNyLMWv+eupPAaxdDrtSAAAACY3V7sBAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAMB7JR4EQRCLGQgAAJjk0ukpXz5TewgAAIBJz9VuAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAADwXokHQRDEYgYCAAAms3Ra+RgFAABgknO1GwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAvFdiaWMAAACTXnqqf/CPGwIAAGDSc7UbAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAGCqqKmpiWXR3Nyc69ZOfeCKkK+z7Fi/aQAADY5JREFUNetTP38+64tTA30/ffJszfrwjQyt3tzcPLI9b29vj2VXU1PzjvVDVj5x4kSUYQnZwrvuarZ/yqc+9alUKpXTf6Szs/N973tfxL9U+QAAwCg+YpaWFtdunvvis7Obd8c/+pGs68XzC5bfOLt5d8nLbcW1m/NKS8djZzo7OysrK7Mtraio2LNnzyU7kslkcseOHdHXT6VSNTU1HR0dDkLlAwDA+Cqu3Tz3uSNFd2zIm1cS8SWx4qKiOzbMfe7IzIZ7x3ZnwkugrKwsmUzG4/FLeTzr6uoOHjwYceV169Ylk0kHofIBAGA8P1mWls55rKXojg1BPH8kr4/nF96yau4zT47hyZ/wEnjkkUdKx+dE09hauXJle3v7sKtt37597969jkPlAwDAOMpfvGjO0cfzF1012o+nC+Zf9ljLmMRPY2NjSAk0NDQsXbp0ogxvZWVlZ2dnyAqtra11dXWOQ+UDAMB4fqYsLZ29d3esuGhstjav5LLHWka5kdbW1o0bN2ZbWl1dvWHDhgk0wh0dHYlEIttsB52dncuWLXMcKh8AAMbXrH9uiH5XT8T4mbX7OyN+eXgJJBKJS3lWg2za2tpWrFjx+7/v6uqqqKhwEA4rbggAABiN6beuC5vALQiC1EDfz46kz57rT/4084tpieWx2bMKPnFDyB1BBctvzF+8aOD4S7nuTyqVCimBsrKy5ubmS3xWg2ySyeT27du3bt168R97yy23mMxN+QAAMP7lU70mZGnvo/u7t98z+Lv3qPTuawmCIH/xotkPP5i3YH621878p6/95tOfzTV7VqxYEVIChw8fnhCzGmRTV1d30003Dd2hVFtbazK3iFztBgDAyOUvXhQyq0FX3d3nN945mOXW/IHjL51ZcmPIo07jH/1IrlMd7NixI6QEmpqaysvLJ/qYL1u2LPNA1cbGxgceeMBBqHwAABh302uynvAZfP2NCw8PfzvNub/bmO7uybr9dTXRd+bgwYMh85tt2rSppqZmcgz7kiVLmpubQ6ZwQPkAADCm5fO5rC1x9tbbo2xhsLOze+c3sy0t/Mu/iLgn7e3tK1euzLY0kUjU19dPmmHv6OhYu3atw0/5AADwXsk+RUH0yQn69h/K+mk1+11AF3v22WcrKyuzLZ3QsxqUlZWN6/rKBwAARm7w1OkcVu7sDFIDo3m7Bx54IGRWg0ceeWTizmpw+PDh6CtPslNbygcAgEteT09upTSe8zI//vjjE3cgy8vLm5qaoqxZVlZ26NAhh57yAQDgEv5UOp7XaNXV1TU3N0/cwampqdm0adOwq7W1tU3QK/qUDwAAU6Jkpt1wfcj9QlFs2rQp/P6WtWvXtre3j/7vOnfu3LDrpFKpMR/P+vr6RCIRssLRo0cn9HOKlA8AABNTPD/6o3gKKhOjfLfrrrvumWeeCV+nsrKyM8uThd6huro626Knnnpq2JcfP348ZOnIHigUj8ebm5uz1d22bduGnm2K8gEAYOz1/fTJbItmfHNH1PJJLM+26ML3vh9xIwsXLjx69GjICh0dHYlEYpQnZPbt2zfsOuF1NGvWrJG9dWlp6bvOdlBdXb1161aHovIBAGAcXXjou1l7ZvmN0264ftgtFNduDpm6+kLzD6PvzNKlS7dt2xayQltb27p164bdTlVVVbZFyWRy+/btIa9tb28Pf8DoggULRjzavz/bQUVFxZ49exyHygcAgPHVf+TpdHfWadxmPfRg4eqq8OwpumNDtqUDL70c/aFAGVu3bg2/H2bv3r2NjY3hG5kzZ07I0rq6umzx09nZGfJYoSAIEonEKCchuHi2g7KysmQyeUnNapBOpy/N1dLptPIBAGBU+g4nsy2KFRfNbLxv1u7v5C9edPHv8xcvKq7dPGv3d0KyJwiCvn9/bAT7c+jQoYqKipAVNm7c2NraGrJCZWVl+HwJmfhpbW3t6urK/Karq6u9vT2RSHSETs+9ZcuW0Q/40GwHE/o5Re89094BAPC2nTt3trS0RFlz165dQ5+5u7ffU1CZiBUXZVu5YPmNBctvDDKPN+3pySsrizKT2+Cp0xf2jGQq6ng8nkwmKyoqQiJk2bJlb731VrZsiMfj9fX1a9euDY+furq6IAgSicSvfvWrjmjPI/rkJz85Bp/g4/FDhw6dOXNG9igfAABGoq2tra2tLcqaO3bsGPrYPdjZee4Lt89u3j3sq/LmlUTdldTA2er1g9GmYvt9mckAws/8VFRUnDx5MtulYmvWrKmtrY3SM8lkMuJeHT16dMaMGWPzIT4elz25crUbAACj1X/k6eiTsEXRdfeOXO/weYfy8vIDBw6ErNDR0bFixYpsU73F4/HDhw+Xjd3zVZuamkw8rXwAAJjwuu7aPjbxkxroub/xwsNjMF/ZzTffHD7VWzKZ3LFjR0g7tbW1jUn8bNu2raamxkGifAAAmCTxc37DliA1MOItDJ46fXbdrd31u8Zql77yla+ET/VWV1d38ODBbEtLS0tHHz+bNm3yvB3lAwDApNK7r+XMx25I/fz5XPsn3d3T++j+M39+Xf+Rp8dwfzKTAYSny8qVK0+cOBESPydPnmxoaBjBu5eVlTU1NdXX1zswlA8AAJPNYGfnbz792VMfXNRVd/fwCZQaSP38+bM1609fVXF+453jsT/xeHzY8zZLlizpzD6bQjwe37Bhw/nz57dt2xY+a8KQRCJx4MCBkydP1tTUXFLP25nKYhEfDwQAwOTQ2tr62muvjXIjq1evzkxT1vvo/mFXLqy6+d2nsU4N9LYcHP7lt6zKfHPixImnn373M0LXX3/9woULQzbS3t7e3t4eskJ5eXl5eXmUv72rq+vFF1/MjOHQJOBVVVVBEMyZM+fDH/5waWlprnO4hfxTcr1BKGSULr/88vGeZSGdTsdisUtwtXQ6rXwAAIDJXz6udgMAACY/5QMAAEx+brcCAJhaBk+dDnp6jMNUVFSUN69E+QAAMCV0193du6/FOExBhaurZjbeN2X/fFe7AQAAygcAAGDic7UbAMCUNqOhPvNN+tTp1Au/7Dv8ePS7gOLXXlO4fu3Qj10ba4d9Sd6C+UVfvrPrS1/NvEvmx+66r6dPnwmCIMjPn3H/N4aWRtzzIAh+u4VQsZK5xdu+GmU/3yk/P371nxVt2TjthqXd9bt6v98c5e0uftPM9/3JJ/qiXWpYuP5z8WuvznyfOvZC7+4f5PTfjP5GU4dzPgAAU1rh6lV9P/5Jz857+1oOFa75zJwjyVjJ3KgfJee/P6+kpGfnvZmvKC8ZfLNj2pKPF1TelPmx6Mt3Fq5eVfg3bz+sc9onluVfeUXE9Bra856d96Z/czZShBQXF65eNYJRmn3w32Y+2ND/3LHzG++c9rFr5774bMHqqqjlU1yc2dW8kpKZDffGr70mWlVePTS2ffsPRP9vDvz6P3t3NxXf9Q/5V13p8FY+AAD81sCrvx58/Y3UsV+cW/v5IAiGTlBEKpnTpwdffyPzFe3NBrrvvmf6F28LgiAoKipcvarrru3FtZuD/PwgCIr+vrb7H7+W654Pvv5GMDAwfuMTv/aavHnz/ve6T1zY9a2+fS3n1n6+667tb/8JuezquXVfGHyrs6BqRa5jG/38UhAEgydeSx37xcDLr+QvUj7KBwCALHoavp3TWZFpSz4+o6E+8xXxJX2HH48vXpR/1ZXTb7u1/0hr7+4fZHog/6or8+bNS73wy+jvPmPn1zNvHf081QgUbdnYffc9F8dV7w9/FF+8KOLZm4yCz9wy4/5v5P1x6YWHvpfr2Bau/1z0N5r+xdtmNX03/6orU8+/4Hj+nYI1BAAADInNuSyn9QdPnepPPpFjXfV01+8qrP6rgqqbz9++MZNb079428Arr/Y0fDunszf9zx0bPPFaEATpngvjNyYDr/46b+HlvzNKRdODIBjs+J+cttO7uyni/UjvGNvBN/47h7195dW8kpKBl18ZfLPD8ax8AAB4N/n5xbWbe/ftz+lz9gjupO/70aNznn5i8K3OzBme3h/+aMbdW+OLF3V96au5bifqVXaj0Lv3Xy97rOVC44NDVVawamXq+Es5vfUIdnVkY9uffKKv5dCsPQ9N33D7hV3fclArHwAA/r93rvhQ/hUfyvuTDxTWrEkdf6nrji9Ff21eSUnegvmZ76N/sh98/Y3+I639zx17uyV6enr37U+fOh19WrmhPX97g7m89rc7/GZHlFNMAy+/kjr+Usl/Hb/w8O7UC78sXPOZaTcsPbf+b8f7/zKysQ2CIBgY6LmvYfaP/yXV+kzq2C8c4RmxdDptFAAApo7zG7b0XnQm4eI5ytJnz/U/8VQOH80XzI9/5OqhH3M6QZG3YP7FuZK3YH66uzunW/kv3vPU8y9EaoOioqFp5YIgyHUK74KqFbF5JX0//kn/fzyXQ6QVFRVU3pTTe2XeLm/++3Md24LVVUNDEb/2mtisWf0/OzpUd4Wrq2Y23jeuR1c6nY7FYpfgaul0WvkAAEzp8mHqmOLlY243AABg8lM+AADA5OdqNwAAYGy42g0AAOAPSfkAAADKBwAAQPkAAAAoHwAAgD88c7sBAACTn3M+AACA8gEAAFA+AAAAygcAAOAPL24IAACA4cViE3jnq6v/D9DxUtIFLdOLAAAAAElFTkSuQmCC"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">23</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y396 ff3 fs9 fc4 sc0 ls0 ws0">Pożyczkobiorcy </div><div class="t m0 x2f h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x2f h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x4d h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x67 h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia 2022 </div><div class="t m0 x16 h15 y2fa ff1 fs9 fc0 sc0 ls0 ws0">Lokum 8 <span class="_ _ba"> </span>10 556</div><div class="c x92 y2fb w11 h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y2fa ff1 fs9 fc0 sc0 ls0 ws0">16 950</div><div class="c x34 y2fb w1b h20"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2fc ff1 fs9 fc0 sc0 ls0 ws0">Lokum 9 <span class="_ _bd"> </span>210</div><div class="c x92 y2fd w11 h20"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y2fc ff1 fs9 fc0 sc0 ls0 ws0">1 063</div><div class="c x34 y2fd w1b h20"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2fe ff1 fs9 fc0 sc0 ls0 ws0">Lokum 13 <span class="_ _cc"> </span>14 603</div><div class="c x92 y2ff w11 h17"><div class="t m0 x0 h15 y1ac ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y2fe ff1 fs9 fc0 sc0 ls0 ws0">42 978</div><div class="c x34 y2ff w1b h17"><div class="t m0 x0 h15 y1ac ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y300 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 14 <span class="_ _cc"> </span>17 586</div><div class="c x92 y301 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y300 ff1 fs9 fc0 sc0 ls0 ws0">14 073</div><div class="c x34 y301 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y209 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 15 <span class="_ _cc"> </span>64 572</div><div class="c x92 y397 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y209 ff1 fs9 fc0 sc0 ls0 ws0">22 751</div><div class="c x34 y397 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y398 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 16 <span class="_ _be"> </span>  <span class="_ _cd"> </span>30</div><div class="c x34 y399 w1b h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y39a ff1 fs9 fc0 sc0 ls0 ws0">Lokum la Vida <span class="_ _ce"> </span>730</div><div class="c x92 y39b w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h15 y39a ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h15 y39c ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 1 (L<span class="_ _3"></span>okum 2, Lokum 10)<span class="_ _3"></span>* <span class="_ _a8"> </span>160</div><div class="c x92 y39d w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y39c ff1 fs9 fc0 sc0 ls0 ws0">4 442</div><div class="c x34 y39d w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y39e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 1 (L<span class="_ _3"></span>okum 3, Lokum 5, <span class="_ _3"></span>Lokum 6)** <span class="_ _c1"> </span>  <span class="_ _b9"> </span>7 002</div><div class="c x34 y39f w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3a0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 2 <span class="_ _cf"> </span>1</div><div class="c x92 y3a1 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h15 y3a0 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h15 y3a2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Holding 3 <span class="_ _cf"> </span>3</div><div class="c x92 y3a3 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h15 y3a2 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h16 y3a4 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m Dewel<span class="_ _3"></span>oper S.A. <span class="_ _d0"> </span>166 421</div><div class="c x92 y3a5 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h16 y3a4 ff3 fs9 fc0 sc0 ls0 ws0">191 860</div><div class="c x34 y3a5 w1d h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y3a6 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _c7"> </span>Pożyczkodawca - Loku<span class="_ _3"></span>m 1 </div><div class="t m0 x16 h15 y3a7 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c5"> </span>10 193</div><div class="c x92 y3a8 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y3a7 ff1 fs9 fc0 sc0 ls0 ws0">20 780</div><div class="c x34 y3a8 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3a9 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 1 <span class="_ _d1"> </span>10 193</div><div class="c x92 y3aa w1d h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y3a9 ff3 fs9 fc0 sc0 ls0 ws0">20 780</div><div class="c x34 y3aa w1d h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y333 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _d2"> </span>Lokum Holding 1 (Lokum 2, Lo<span class="_ _3"></span>kum 12)* </div><div class="t m0 x16 h15 y3ab ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c8"> </span>  <span class="_ _b9"> </span>2 800</div><div class="c x34 y3ac w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3ad ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 2 <span class="_ _ca"> </span>‒</div><div class="c x92 y185 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h16 y3ad ff3 fs9 fc0 sc0 ls0 ws0">2 800</div><div class="c x34 y185 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h16 y3ae ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _6a"> </span>Pożyczkodawca - Lokum Holding 1 (L<span class="_ _3"></span>okum 3, Lokum 6)**</div><div class="c x70 y3af w32 h18"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3b0 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _c5"> </span>15 633</div><div class="c x92 y3b1 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h15 y3b0 ff1 fs9 fc0 sc0 ls0 ws0">2 418</div><div class="c x34 y3b1 w1b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3b2 ff3 fs9 fc0 sc0 ls0 ws0">Razem Pożyczkodawca Loku<span class="_ _3"></span>m 3 <span class="_ _d1"> </span>15 633</div><div class="c x92 y3b3 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h16 y3b2 ff3 fs9 fc0 sc0 ls0 ws0">2 418</div><div class="c x34 y3b3 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3b4 ff3 fs9 fc0 sc0 ls0 ws0">RAZEM <span class="_ _ac"> </span>192 247</div><div class="c x92 y3b5 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h16 y3b4 ff3 fs9 fc0 sc0 ls0 ws0">217 858</div><div class="c x34 y3b5 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y3b6 ff8 fs9 fc0 sc0 ls0 ws0">* dane dla<span class="_ _3"></span> Lokum 2, Lokum 10 <span class="_ _3"></span>i Lokum 12 zaprezentowan<span class="_ _3"></span>o łącznie ze względu<span class="_ _3"></span> na połączenie spó<span class="_ _3"></span>łek z Lokum Hold<span class="_ _3"></span>ing 1 w 2023 roku </div><div class="t m0 xc h11 y266 ff8 fs9 fc0 sc0 ls0 ws0">* dane dla<span class="_ _3"></span> Lokum 3, Lokum 5 <span class="_ _3"></span>i Lokum 6 zaprezentowano łącznie<span class="_ _3"></span> ze względu<span class="_ _3"></span> na po<span class="_ _3"></span>łączenie spółek z Loku<span class="_ _3"></span>m Holding 1 w 2022 roku<span class="ff1 fs4"> </span></div><div class="t m0 xc h13 y3b7 ff1 fs3 fc3 sc0 ls0 ws0">2.5.<span class="ff5"> <span class="_ _b"> </span></span>Opis wykorzyst<span class="_ _0"></span>ania przez emitenta wpływów z emisji do chwili sporządzenia spr<span class="_ _0"></span>awozdania  </div><div class="t m0 x14 h13 y3b8 ff1 fs3 fc3 sc0 ls0 ws0">z działalności </div><div class="t m0 xc h2 y3b9 ff1 fs0 fc0 sc0 ls0 ws0">W okresie sprawozdawczym Spółka nie wykorzystywała<span class="_ _0"></span> środków z emisji akcji. </div><div class="t m0 xc h2 y45 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y46 ff3 fs0 fc0 sc0 ls0 ws0">Informacje dotyczące emisji obliga<span class="_ _0"></span>cji </div><div class="t m0 xc h12 y47 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y48 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>12 <span class="_ _0"></span>listopa<span class="_ _0"></span>da <span class="_ _0"></span>2019 <span class="_ _14"></span>roku <span class="_ _0"></span>zarząd <span class="_ _14"></span>Lokum <span class="_ _0"></span>Deweloper <span class="_ _0"></span>S.A. <span class="_ _14"></span>podjął <span class="_ _0"></span>uchw<span class="_ _0"></span>ałę <span class="_ _0"></span>w <span class="_ _0"></span>sprawie <span class="_ _0"></span>ustanowie<span class="_ _0"></span>nia <span class="_ _0"></span>programu <span class="_ _0"></span>emisji <span class="_ _0"></span>o<span class="_ _0"></span>bligacji. <span class="_ _0"></span>W <span class="_ _14"></span>ślad <span class="_ _0"></span>za </div><div class="t m0 xc h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">wyżej <span class="_ _14"></span>w<span class="_ _0"></span>ymienioną <span class="_ _14"></span>uchwałą, <span class="_ _14"></span>rada <span class="_ _14"></span>nadzo<span class="_ _0"></span>rcza <span class="_ _14"></span>Emitenta <span class="_ _14"></span>w <span class="_ _1a"></span>dniu <span class="_ _14"></span>12 <span class="_ _14"></span>listopada <span class="_ _14"></span>201<span class="_ _0"></span>9 <span class="_ _14"></span>roku <span class="_ _1a"></span>podjęła <span class="_ _14"></span>uchw<span class="_ _0"></span>ałę <span class="_ _14"></span>w <span class="_ _1a"></span>przedmiocie <span class="_ _14"></span>wyrażenia <span class="_ _14"></span>zgody <span class="_ _1a"></span>na </div><div class="t m0 xc h2 y4a ff1 fs0 fc0 sc0 ls0 ws0">zaciągnięcie <span class="_ _1d"> </span>przez <span class="_ _15"> </span>Emitenta <span class="_ _1d"> </span>zo<span class="_ _0"></span>bowiązań <span class="_ _1d"> </span>finansowy<span class="_ _0"></span>ch <span class="_ _1d"> </span>wynikając<span class="_ _0"></span>ych <span class="_ _1d"> </span>z <span class="_ _15"> </span>ustanowionego <span class="_ _1d"> </span>pro<span class="_ _0"></span>gramu. <span class="_ _1d"> </span>W <span class="_ _15"> </span>ramach <span class="_ _1d"> </span>programu <span class="_ _15"> </span>Emitent<span class="_ _0"></span> <span class="_ _1d"> </span>mógł </div><div class="t m0 xc h2 y4b ff1 fs0 fc0 sc0 ls0 ws0">wyemitować, <span class="_ _14"></span>w ram<span class="_ _0"></span>ach jednej <span class="_ _0"></span>lu<span class="_ _0"></span>b kilk<span class="_ _0"></span>u s<span class="_ _0"></span>erii, <span class="_ _0"></span>obligacje <span class="_ _0"></span>odsetkow<span class="_ _0"></span>e <span class="_ _0"></span>na <span class="_ _0"></span>okaziciela <span class="_ _0"></span>o <span class="_ _0"></span>łąc<span class="_ _0"></span>znej <span class="_ _0"></span>wartości <span class="_ _0"></span>nominalnej <span class="_ _0"></span>ni<span class="_ _0"></span>e więk<span class="_ _0"></span>szej <span class="_ _0"></span>niż 100 <span class="_ _0"></span>000 <span class="_ _0"></span>tys. </div><div class="t m0 xc h2 y4c ff1 fs0 fc0 sc0 ls0 ws0">PLN. <span class="_ _14"></span>W <span class="_ _14"></span>dni<span class="_ _0"></span>u <span class="_ _14"></span>10 <span class="_ _14"></span>g<span class="_ _0"></span>rudnia <span class="_ _14"></span>2019 <span class="_ _14"></span>ro<span class="_ _0"></span>ku <span class="_ _14"></span>Emitent <span class="_ _1a"></span>dokonał <span class="_ _14"></span>przy<span class="_ _0"></span>działu <span class="_ _14"></span>6<span class="_ _0"></span>5 000 <span class="_ _14"></span>sztuk <span class="_ _14"></span>ob<span class="_ _0"></span>ligacji <span class="_ _14"></span>zwykły<span class="_ _0"></span>ch <span class="_ _14"></span>na <span class="_ _1a"></span>okaziciela <span class="_ _14"></span>serii <span class="_ _1a"></span>F <span class="_ _14"></span>o <span class="_ _1a"></span>wartości <span class="_ _14"></span>nom<span class="_ _0"></span>inalnej </div><div class="t m0 xc h2 y4d ff1 fs0 fc0 sc0 ls0 ws0">1 tys. PL<span class="_ _0"></span>N <span class="_ _0"></span>każda <span class="_ _0"></span>i <span class="_ _0"></span>łącznej w<span class="_ _0"></span>artości nominalnej <span class="_ _0"></span>65 000 <span class="_ _0"></span>tys. <span class="_ _0"></span>PLN, <span class="_ _0"></span>pod <span class="_ _0"></span>warunkiem ic<span class="_ _0"></span>h o<span class="_ _0"></span>płacenia najpó<span class="_ _0"></span>źniej <span class="_ _0"></span>w <span class="_ _0"></span>dniu 12 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2019 <span class="_ _0"></span>roku. <span class="_ _0"></span>Cena </div><div class="t m0 xc h2 y4e ff1 fs0 fc0 sc0 ls0 ws0">emisyjna obligacji jest równa wartości nominalnej. </div><div class="t m0 xc h2 y4f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>27 <span class="_ _14"></span>stycznia <span class="_ _14"></span>2020 <span class="_ _1a"></span>roku <span class="_ _14"></span>Zarząd <span class="_ _14"></span>Giełdy <span class="_ _14"></span>Papierów <span class="_ _14"></span>Wartośc<span class="_ _0"></span>iowych <span class="_ _14"></span>w Warszawie <span class="_ _14"></span>S.A. <span class="_ _14"></span>(„Giełda”) <span class="_ _1a"></span>podjął <span class="_ _14"></span>Uchwałę <span class="_ _14"></span>Nr <span class="_ _14"></span>62/2020 <span class="_ _14"></span>w <span class="_ _0"></span>sprawie<span class="_ _3"></span> </div><div class="t m0 xc h2 y50 ff1 fs0 fc0 sc0 ls0 ws0">wprowadzenia do <span class="_ _0"></span>alternatywnego systemu obrotu <span class="_ _0"></span>na Catalyst <span class="_ _0"></span>obligacji na <span class="_ _0"></span>okaziciela s<span class="_ _0"></span>erii F Spółki. W dniu 3 <span class="_ _0"></span>lutego 20<span class="_ _0"></span>20 roku <span class="_ _0"></span>Zarząd Giełdy </div><div class="t m0 xc h2 y51 ff1 fs0 fc0 sc0 ls0 ws0">podjął Uchwałę<span class="_ _3"></span> <span class="_ _3"></span>Nr <span class="_ _3"></span>78/2020 w spr<span class="_ _7"></span>aw<span class="_ _0"></span>ie wyznaczeni<span class="_ _3"></span>a n<span class="_ _3"></span>a d<span class="_ _3"></span>zień <span class="_ _7"></span>5 lutego 2020 <span class="_ _7"></span>rok<span class="_ _0"></span>u p<span class="_ _3"></span>ierwszego <span class="_ _3"></span>dnia <span class="_ _7"></span>no<span class="_ _0"></span>towań <span class="_ _3"></span>w alternatywnym <span class="_ _7"></span>systemie obrotu </div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi xc y13 we hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">24</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _7"></span>Cat<span class="_ _0"></span>alyst <span class="_ _7"></span>65 000 sztuk <span class="_ _7"></span>obligacji na <span class="_ _7"></span>okazic<span class="_ _0"></span>iela <span class="_ _7"></span>serii F <span class="_ _7"></span>Spółki <span class="_ _3"></span>o łącznej <span class="_ _7"></span>w<span class="_ _0"></span>artości <span class="_ _3"></span>nominalnej <span class="_ _7"></span>65 000 tys. <span class="_ _7"></span>PLN i jedn<span class="_ _3"></span>ostkowej <span class="_ _3"></span>wartości <span class="_ _3"></span>nominalnej </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">1 tys. PLN, oznaczonych przez Krajo<span class="_ _0"></span>wy Depozyt Papierów Wartościowych S.A. kodem PLO<span class="_ _0"></span>212700010. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _1a"></span>23 <span class="_ _1a"></span>listopada<span class="_ _0"></span> <span class="_ _14"></span>2022 <span class="_ _1a"></span>roku <span class="_ _1b"></span>Emitent <span class="_ _1a"></span>nabył <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>celu <span class="_ _1a"></span>umorzenia <span class="_ _1a"></span>8 <span class="_ _1a"></span>579 <span class="_ _1a"></span>sztuk <span class="_ _14"></span>o<span class="_ _0"></span>bligacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>F <span class="_ _1a"></span>o <span class="_ _14"></span>w<span class="_ _0"></span>artości <span class="_ _1a"></span>nominalnej <span class="_ _1a"></span>1 tys. <span class="_ _1a"></span>PLN <span class="_ _1a"></span>każda <span class="_ _1a"></span>oraz </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">o łącznej wartości nominalnej 8 579 tys. PLN. </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>dniu <span class="_ _7"></span>8 gr<span class="_ _3"></span>udnia <span class="_ _7"></span>2022 <span class="_ _3"></span>roku <span class="_ _7"></span>Emite<span class="_ _0"></span>nt <span class="_ _7"></span>nabył <span class="_ _3"></span>w <span class="_ _7"></span>celu <span class="_ _7"></span>umo<span class="_ _0"></span>rzenia <span class="_ _7"></span>11 199 sztuk <span class="_ _8"></span>o<span class="_ _0"></span>bligacji <span class="_ _7"></span>serii <span class="_ _3"></span>F <span class="_ _7"></span>o <span class="_ _3"></span>wartości <span class="_ _7"></span>no<span class="_ _0"></span>minalnej <span class="_ _7"></span>1 tys. <span class="_ _7"></span>PLN <span class="_ _3"></span>każda <span class="_ _7"></span>oraz <span class="_ _3"></span>o łącznej </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">wartości nominalnej 11 199 tys. PLN. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>dniu <span class="_ _7"></span>22 gr<span class="_ _3"></span>udnia <span class="_ _7"></span>2022 <span class="_ _3"></span>roku <span class="_ _7"></span>Emitent <span class="_ _7"></span>na<span class="_ _0"></span>był <span class="_ _3"></span>w <span class="_ _7"></span>celu <span class="_ _7"></span>umorz<span class="_ _0"></span>enia <span class="_ _7"></span>8 500 <span class="_ _3"></span>sztuk <span class="_ _7"></span>obligacji <span class="_ _7"></span>serii F<span class="_ _3"></span> <span class="_ _7"></span>o <span class="_ _3"></span>wartości <span class="_ _7"></span>no<span class="_ _0"></span>minalnej <span class="_ _7"></span>1 tys. <span class="_ _7"></span>PL<span class="_ _0"></span>N <span class="_ _7"></span>każda <span class="_ _3"></span>oraz <span class="_ _7"></span>o ł<span class="_ _0"></span>ącznej </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">wartości nominalnej 8 500 tys. PLN. </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>dniu <span class="_ _1b"></span>11 <span class="_ _1b"></span>stycznia <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _1b"></span>Emitent <span class="_ _1b"></span>nabył <span class="_ _1b"></span>w <span class="_ _1a"></span>c<span class="_ _0"></span>elu <span class="_ _1a"></span>umo<span class="_ _0"></span>rzenia <span class="_ _1b"></span>8 434 <span class="_ _1b"></span>sztuk <span class="_ _1a"></span>obl<span class="_ _0"></span>igacji <span class="_ _1b"></span>serii <span class="_ _1b"></span>F <span class="_ _1a"></span>o<span class="_ _0"></span> <span class="_ _1a"></span>wa<span class="_ _0"></span>rtości <span class="_ _1b"></span>nominalnej <span class="_ _1a"></span>1 t<span class="_ _0"></span>ys. <span class="_ _1a"></span>PL<span class="_ _0"></span>N <span class="_ _1b"></span>każda <span class="_ _1a"></span>oraz </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">o łącznej wartości nominalnej 8 434 tys. PLN.  </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">W dniu 16 stycznia 2023 roku Emitent p<span class="_ _3"></span>odjął decyzję o zamiarze przeprowadzenia w dniu 6 lutego 2023 roku przedterminoweg<span class="_ _3"></span>o wykupu na </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">żądanie Emitenta <span class="_ _0"></span>28 288 <span class="_ _14"></span>sztuk <span class="_ _0"></span>o<span class="_ _0"></span>bligacji <span class="_ _0"></span>serii <span class="_ _0"></span>F o<span class="_ _0"></span> ł<span class="_ _0"></span>ącznej <span class="_ _0"></span>wartości <span class="_ _14"></span>nominalnej 28 <span class="_ _0"></span>288 t<span class="_ _0"></span>ys. <span class="_ _0"></span>PLN, <span class="_ _0"></span>tj. <span class="_ _0"></span>wszy<span class="_ _0"></span>stkich nieumo<span class="_ _0"></span>rzonych <span class="_ _0"></span>obligacji <span class="_ _0"></span>serii <span class="_ _0"></span>F. </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1a"></span>była<span class="_ _0"></span> <span class="_ _1a"></span>uprawniona <span class="_ _1b"></span>do <span class="_ _1a"></span>przeprowadzenia <span class="_ _1b"></span>przedterminowego <span class="_ _1b"></span>wykupu <span class="_ _1b"></span>obligacji <span class="_ _1a"></span>na <span class="_ _1b"></span>żądanie <span class="_ _1a"></span>wł<span class="_ _0"></span>asne <span class="_ _1a"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _1b"></span>pkt <span class="_ _1a"></span>13 <span class="_ _1b"></span>Warunków <span class="_ _1b"></span>Emisji </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _0"></span>ser<span class="_ _0"></span>ii <span class="_ _0"></span>F. <span class="_ _14"></span>Obligacje <span class="_ _14"></span>po<span class="_ _0"></span>dlegały <span class="_ _14"></span>spłacie <span class="_ _14"></span>w <span class="_ _14"></span>wyniku <span class="_ _0"></span>realizacji <span class="_ _14"></span>w<span class="_ _0"></span>w. <span class="_ _14"></span>opcji <span class="_ _14"></span>w <span class="_ _14"></span>kwocie <span class="_ _14"></span>stanowiącej <span class="_ _0"></span>ró<span class="_ _0"></span>wnowartość <span class="_ _14"></span>w<span class="_ _0"></span>artości <span class="_ _0"></span>nominalnej <span class="_ _14"></span>jednej </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _1a"></span>(1 tys. <span class="_ _1a"></span>PL<span class="_ _0"></span>N). <span class="_ _1a"></span>W <span class="_ _1a"></span>zw<span class="_ _0"></span>iązku <span class="_ _14"></span>z <span class="_ _1b"></span>realizacją <span class="_ _1a"></span>opc<span class="_ _0"></span>ji <span class="_ _1a"></span>w <span class="_ _1a"></span>siódmym <span class="_ _1a"></span>o<span class="_ _0"></span>kresie <span class="_ _1a"></span>odsetkowym <span class="_ _1a"></span>o<span class="_ _0"></span>bligatariuszom <span class="_ _1a"></span>nie <span class="_ _1b"></span>przysługiwała <span class="_ _1a"></span>dodatkowa <span class="_ _1b"></span>premia </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">opisana <span class="_ _3"></span>w pkt <span class="_ _7"></span>13.<span class="_ _0"></span>5 <span class="_ _3"></span>Warunków Emisji <span class="_ _3"></span>obligacji serii <span class="_ _3"></span>F. <span class="_ _3"></span>Dodatkowo obligatariuszom wypłacona <span class="_ _3"></span>została n<span class="_ _3"></span>ależna <span class="_ _3"></span>kwota odsetek <span class="_ _3"></span>do d<span class="_ _3"></span>nia 6 <span class="_ _3"></span>lutego </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">2023 roku, w kwo<span class="_ _3"></span>cie 16,74 <span class="_ _3"></span>PLN na <span class="_ _3"></span>jedną obl<span class="_ _3"></span>igację. Dniem Ustalenia Praw <span class="_ _3"></span>dla przed<span class="_ _3"></span>terminowego wykupu <span class="_ _3"></span>obligacji był dzień<span class="_ _3"></span> 27 s<span class="_ _3"></span>tycznia 2023 </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">roku. <span class="_ _7"></span>Prz<span class="_ _0"></span>edterminowy <span class="_ _7"></span>w<span class="_ _0"></span>ykup <span class="_ _7"></span>o<span class="_ _0"></span>bligacji <span class="_ _3"></span>zrealizowany <span class="_ _3"></span>został <span class="_ _7"></span>za<span class="_ _0"></span> <span class="_ _3"></span>pośre<span class="_ _3"></span>dnictwem <span class="_ _7"></span>KDPW<span class="_ _0"></span>, <span class="_ _3"></span>zgodnie <span class="_ _7"></span>z regu<span class="_ _3"></span>lacjami obowiązującymi <span class="_ _7"></span>w rama<span class="_ _3"></span>ch <span class="_ _3"></span>KDPW. </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Środki z <span class="_ _0"></span>em<span class="_ _0"></span>isji <span class="_ _0"></span>obligacji <span class="_ _0"></span>serii <span class="_ _0"></span>F<span class="_ _0"></span> zo<span class="_ _0"></span>stały <span class="_ _0"></span>przeznaczo<span class="_ _0"></span>ne m.in. <span class="_ _0"></span>na <span class="_ _0"></span>zak<span class="_ _0"></span>up w<span class="_ _0"></span> <span class="_ _0"></span>dniu 23<span class="_ _0"></span> <span class="_ _0"></span>stycznia <span class="_ _0"></span>2020<span class="_ _0"></span> ro<span class="_ _0"></span>ku <span class="_ _0"></span>przez <span class="_ _0"></span>spół<span class="_ _0"></span>kę L<span class="_ _0"></span>okum <span class="_ _0"></span>1 <span class="_ _0"></span>prawa <span class="_ _0"></span>użytkow<span class="_ _0"></span>ania </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">wieczystego <span class="_ _14"></span>nieruchomośc<span class="_ _0"></span>i <span class="_ _14"></span>gruntowych, <span class="_ _14"></span>oznaczonych <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>ewidencji <span class="_ _14"></span>gruntów <span class="_ _14"></span>i <span class="_ _1a"></span>budynków <span class="_ _14"></span>jako <span class="_ _14"></span>dzia<span class="_ _0"></span>łki <span class="_ _0"></span>nr <span class="_ _1a"></span>3/8, <span class="_ _14"></span>3/9 <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _14"></span>3/10, <span class="_ _1a"></span>położonych <span class="_ _0"></span>w<span class="_ _0"></span>e </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _1a"></span>przy <span class="_ _1a"></span>ul. <span class="_ _1a"></span>Góralskiej, <span class="_ _1b"></span>o <span class="_ _14"></span>łąc<span class="_ _0"></span>znej <span class="_ _1a"></span>powierzchni <span class="_ _1a"></span>1,1943 <span class="_ _1a"></span>ha <span class="_ _1b"></span>wraz <span class="_ _1a"></span>z <span class="_ _1a"></span>własnością <span class="_ _1a"></span>poło<span class="_ _0"></span>żonych <span class="_ _14"></span>na <span class="_ _1a"></span>nieruchomo<span class="_ _0"></span>ści <span class="_ _1a"></span>budynków <span class="_ _14"></span>st<span class="_ _0"></span>anowiących </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">odrębny <span class="_ _3"></span>od <span class="_ _3"></span>gruntu p<span class="_ _3"></span>rzedmiot własności <span class="_ _7"></span>i urządzeń <span class="_ _7"></span>u<span class="_ _0"></span>sytuowanych na <span class="_ _3"></span>nieruch<span class="_ _3"></span>omości na <span class="_ _7"></span>kw<span class="_ _0"></span>otę bru<span class="_ _3"></span>tto 51 660 <span class="_ _7"></span>tys. PLN. Ponadto <span class="_ _7"></span>środki z <span class="_ _7"></span>emisji </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _1b"></span>serii <span class="_ _18"> </span>F <span class="_ _1b"></span>zostały <span class="_ _18"> </span>przeznaczone <span class="_ _1b"></span>na <span class="_ _18"></span>finansowanie <span class="_ _1b"></span>prowadzonych <span class="_ _18"> </span>oraz <span class="_ _1b"></span>planowanyc<span class="_ _0"></span>h <span class="_ _1b"></span>projektów <span class="_ _18"> </span>deweloperskich <span class="_ _1b"></span>realizow<span class="_ _0"></span>anych <span class="_ _1b"></span>przez </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">spółki z Grupy Emitenta. </div><div class="t m0 xc h11 y3ba ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y3bb ff3 fs9 fc4 sc0 ls0 ws0">Seria <span class="_ _d3"> </span>F </div><div class="t m0 x16 h15 y3bc ff1 fs9 fc0 sc0 ls0 ws0">Liczba Obligacji<span class="_ _3"></span> <span class="_ _d4"> </span>65 000 </div><div class="t m0 x16 h15 y3bd ff1 fs9 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _3"></span>na jednej Ob<span class="_ _3"></span>ligacji <span class="_ _d5"> </span>1 000,00 (słownie: jede<span class="_ _3"></span>n tysiąc) <span class="_ _3"></span>PLN </div><div class="t m0 x16 h15 y3be ff1 fs9 fc0 sc0 ls0 ws0">Łączna wartość nomin<span class="_ _3"></span>alna Obligacji<span class="_ _3"></span> <span class="_ _d6"> </span>65 000 000,00 (słownie: <span class="_ _3"></span>sześćdziesiąt p<span class="_ _3"></span>ięć milion<span class="_ _3"></span>ów) PLN </div><div class="t m0 x16 h15 y3bf ff1 fs9 fc0 sc0 ls0 ws0">Dzień Emisji <span class="_ _d7"> </span>12 grudnia 2019 roku<span class="_ _3"></span>  </div><div class="t m0 x16 h15 y3c0 ff1 fs9 fc0 sc0 ls0 ws0">Dzień Wykupu <span class="_ _d8"> </span>12 czerwca 2023 roku<span class="_ _3"></span> </div><div class="t m0 x16 h15 y3c1 ff1 fs9 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _3"></span>e Obligacji <span class="_ _d9"> </span>Obligacje są <span class="_ _3"></span>niezabezpieczone. </div><div class="t m0 x16 h15 y3c2 ff1 fs9 fc0 sc0 ls0 ws0">Cele Emisji </div><div class="t m0 x96 h15 y3c3 ff1 fs9 fc0 sc0 ls0 ws0">Finansowanie p<span class="_ _3"></span>rowadzonych oraz p<span class="_ _3"></span>lanowanych p<span class="_ _3"></span>rojektów dewelo<span class="_ _3"></span>perskich realizowanyc<span class="_ _3"></span>h przez spółki z Grup<span class="_ _3"></span>y </div><div class="t m0 x96 h15 y3c2 ff1 fs9 fc0 sc0 ls0 ws0">Emitenta, w tym także f<span class="_ _3"></span>inansowanie <span class="_ _3"></span>zakupu nier<span class="_ _3"></span>uchomości pod<span class="_ _3"></span> nowe projekty dewelope<span class="_ _3"></span>rskie przez spółki z </div><div class="t m0 x96 h15 y3c4 ff1 fs9 fc0 sc0 ls0 ws0">Grupy Emitenta<span class="_ _3"></span>. </div><div class="t m0 x16 h15 y3c5 ff1 fs9 fc0 sc0 ls0 ws0">Dni płatnośc<span class="_ _3"></span>i odsetek </div><div class="t m0 x96 h15 y3c6 ff1 fs9 fc0 sc0 ls0 ws0">12 czerwca 2020 r., 12 grudnia<span class="_ _3"></span> 2020 r., 12 czerwca 20<span class="_ _3"></span>21 r., 12 grudnia <span class="_ _3"></span>2021 r., 12 czerwca 20<span class="_ _3"></span>22 r., </div><div class="t m0 x96 h15 y3c7 ff1 fs9 fc0 sc0 ls0 ws0">12 grudnia 2022 r., 12 czerwca<span class="_ _3"></span> 2023 r. </div><div class="t m0 x16 h15 y3c8 ff1 fs9 fc0 sc0 ls0 ws0">Oprocento<span class="_ _3"></span>wanie </div><div class="t m0 x96 h15 y48 ff1 fs9 fc0 sc0 ls0 ws0">zmienne WIBOR 6M <span class="_ _3"></span>+ marża 3,45% (<span class="_ _3"></span>marża jest zmienna w zale<span class="_ _3"></span>żności od<span class="_ _3"></span> wartości <span class="_ _3"></span>wskaźnika dźwigni </div><div class="t m0 x96 h15 y3c9 ff1 fs9 fc0 sc0 ls0 ws0">finansowej <span class="_ _3"></span>Spółki i może wynosi<span class="_ _3"></span>ć 3,45–3,85% w skali r<span class="_ _3"></span>oku)  </div><div class="t m0 x16 h15 y17c ff1 fs9 fc0 sc0 ls0 ws0">Rynki Catal<span class="_ _3"></span>yst <span class="_ _da"> </span>ASO GPW  </div><div class="t m0 xc h2 y3ca ff8 fs9 fc0 sc0 ls0 ws0">* obligacje seri<span class="_ _3"></span>i F zostały w całości wy<span class="_ _3"></span>kupione w dn<span class="_ _3"></span>iu 6 lutego 2023 roku<span class="ff1 fs0"> </span></div><div class="t m0 xc h2 y3cb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3cc ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>dniu <span class="_ _3"></span>21 <span class="_ _7"></span>października <span class="_ _3"></span>2020 <span class="_ _7"></span>roku zarząd <span class="_ _7"></span>Spółki <span class="_ _7"></span>dokonał <span class="_ _3"></span>przydziału <span class="_ _7"></span>35 000 s<span class="_ _3"></span>ztuk <span class="_ _7"></span>obligacji <span class="_ _3"></span>zwykłych <span class="_ _3"></span>na <span class="_ _7"></span>okazic<span class="_ _0"></span>iela <span class="_ _7"></span>serii <span class="_ _7"></span>G, o <span class="_ _7"></span>wartości <span class="_ _7"></span>nominalnej<span class="_ _0"></span> </div><div class="t m0 xc h2 y3cd ff1 fs0 fc0 sc0 ls0 ws0">1 tys. <span class="_ _0"></span>PLN <span class="_ _14"></span>każda <span class="_ _0"></span>i <span class="_ _14"></span>łącznej <span class="_ _0"></span>wartości <span class="_ _0"></span>nominalnej <span class="_ _0"></span>35 000 <span class="_ _14"></span>tys. <span class="_ _0"></span>PL<span class="_ _0"></span>N, <span class="_ _0"></span>pod <span class="_ _0"></span>w<span class="_ _0"></span>arunkiem <span class="_ _0"></span>ich <span class="_ _0"></span>opłacenia <span class="_ _14"></span>najpóźniej <span class="_ _0"></span>w <span class="_ _14"></span>dniu 23 <span class="_ _14"></span>października <span class="_ _0"></span>202<span class="_ _0"></span>0 <span class="_ _0"></span>roku. </div><div class="t m0 xc h2 y3ce ff1 fs0 fc0 sc0 ls0 ws0">Cena <span class="_ _7"></span>emisyjna ob<span class="_ _3"></span>ligacji <span class="_ _3"></span>była <span class="_ _7"></span>równa wartości <span class="_ _7"></span>nominalnej. <span class="_ _7"></span>W<span class="_ _0"></span> <span class="_ _3"></span>dniu <span class="_ _7"></span>23 <span class="_ _3"></span>listopada <span class="_ _7"></span>2020 r<span class="_ _3"></span>oku <span class="_ _7"></span>Zarzą<span class="_ _0"></span>d <span class="_ _7"></span>Giełdy Papierów <span class="_ _7"></span>Wartościowych w <span class="_ _8"></span>W<span class="_ _0"></span>arszawie </div><div class="t m0 xc h2 y3cf ff1 fs0 fc0 sc0 ls0 ws0">S.A. („Giełda”) <span class="_ _0"></span>podjął <span class="_ _0"></span>uchwałę Nr <span class="_ _0"></span>900/2020 <span class="_ _0"></span>w sprawie w<span class="_ _0"></span>prowadzenia <span class="_ _0"></span>do alte<span class="_ _0"></span>rnatywnego systemu <span class="_ _0"></span>obrotu <span class="_ _0"></span>na Cata<span class="_ _0"></span>lyst obligacji <span class="_ _0"></span>na oka<span class="_ _0"></span>ziciela </div><div class="t m0 xc h2 y3d0 ff1 fs0 fc0 sc0 ls0 ws0">serii <span class="_ _0"></span>G <span class="_ _14"></span>S<span class="_ _0"></span>półki. <span class="_ _14"></span>W <span class="_ _1a"></span>dniu <span class="_ _14"></span>30 <span class="_ _14"></span>listopada <span class="_ _14"></span>2020 <span class="_ _14"></span>roku <span class="_ _14"></span>Z<span class="_ _0"></span>arząd <span class="_ _14"></span>Giełdy <span class="_ _14"></span>podjął <span class="_ _14"></span>uchwałę <span class="_ _1a"></span>Nr <span class="_ _14"></span>916/2020 <span class="_ _14"></span>w <span class="_ _14"></span>sprawie <span class="_ _14"></span>wyznaczenia <span class="_ _14"></span>na <span class="_ _1a"></span>dzień <span class="_ _14"></span>2 <span class="_ _14"></span>grudnia <span class="_ _0"></span>2020 </div><div class="t m0 xc h2 y3d1 ff1 fs0 fc0 sc0 ls0 ws0">roku <span class="_ _1a"></span>pierwszego <span class="_ _1a"></span>dnia <span class="_ _1a"></span>notow<span class="_ _0"></span>ań <span class="_ _1a"></span>w <span class="_ _1a"></span>alternatywnym <span class="_ _1a"></span>systemie <span class="_ _1a"></span>obro<span class="_ _0"></span>tu <span class="_ _14"></span>na <span class="_ _1b"></span>Catalyst <span class="_ _1a"></span>35 000 <span class="_ _1a"></span>sztuk <span class="_ _1a"></span>obl<span class="_ _0"></span>igacji <span class="_ _1a"></span>na <span class="_ _1b"></span>okaziciela <span class="_ _1a"></span>serii <span class="_ _1a"></span>G <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>o <span class="_ _1b"></span>łącznej </div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">25</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _1d"> </span>nominalnej <span class="_ _1d"> </span>35 000 <span class="_ _15"> </span>tys. <span class="_ _1d"> </span>PL<span class="_ _0"></span>N <span class="_ _1d"> </span>i <span class="_ _1d"> </span>jednostkowej <span class="_ _1d"> </span>warto<span class="_ _0"></span>ści <span class="_ _1d"> </span>nominalnej <span class="_ _1d"> </span>1 tys. <span class="_ _1d"> </span>PLN, <span class="_ _15"> </span>oznaczonych <span class="_ _1d"> </span>przez <span class="_ _1d"> </span>Krajow<span class="_ _0"></span>y <span class="_ _1d"> </span>Depozyt <span class="_ _1d"> </span>Papierów </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Wartościowych S.A. kodem PLO<span class="_ _0"></span>212700028. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1b1 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>23<span class="_ _0"></span> <span class="_ _1a"></span>listopada <span class="_ _1a"></span>2022 <span class="_ _1a"></span>roku <span class="_ _1a"></span>Emitent <span class="_ _14"></span>na<span class="_ _0"></span>był <span class="_ _1a"></span>w <span class="_ _1a"></span>celu <span class="_ _14"></span>umorzenia <span class="_ _1a"></span>4 419 <span class="_ _1a"></span>sztuk <span class="_ _1a"></span>obligacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>G <span class="_ _14"></span>o <span class="_ _1a"></span>wart<span class="_ _0"></span>ości <span class="_ _1a"></span>nominalnej <span class="_ _14"></span>1 tys. <span class="_ _1a"></span>PLN <span class="_ _1a"></span>każda <span class="_ _1a"></span>oraz </div><div class="t m0 xc h2 y3d2 ff1 fs0 fc0 sc0 ls0 ws0">o łącznej wartości nominalnej 4 419 tys. PLN. </div><div class="t m0 xc h2 y3d3 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _7"></span>8 gr<span class="_ _3"></span>udnia <span class="_ _3"></span>2022 <span class="_ _3"></span>roku <span class="_ _7"></span>E<span class="_ _0"></span>mitent <span class="_ _7"></span>na<span class="_ _0"></span>był w <span class="_ _7"></span>celu <span class="_ _3"></span>umorzenia <span class="_ _7"></span>8 5<span class="_ _0"></span>60 sztuk <span class="_ _7"></span>obligacji <span class="_ _3"></span>serii <span class="_ _7"></span>G<span class="_ _0"></span> <span class="_ _7"></span>o<span class="_ _0"></span> <span class="_ _3"></span>wartości <span class="_ _7"></span>n<span class="_ _0"></span>ominalnej <span class="_ _3"></span>1 tys. <span class="_ _7"></span>PLN każda <span class="_ _7"></span>oraz o łącznej </div><div class="t m0 xc h2 y3d4 ff1 fs0 fc0 sc0 ls0 ws0">wartości nominalnej 8 560 tys. PLN. </div><div class="t m0 xc h2 y139 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>11<span class="_ _0"></span> <span class="_ _1a"></span>stycznia <span class="_ _14"></span>2<span class="_ _0"></span>023 <span class="_ _1a"></span>roku <span class="_ _14"></span>E<span class="_ _0"></span>mitent <span class="_ _1a"></span>nabył <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>celu <span class="_ _14"></span>umorzenia <span class="_ _1a"></span>12 710 <span class="_ _1a"></span>sztuk <span class="_ _1a"></span>obligacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>G <span class="_ _14"></span>o <span class="_ _1a"></span>wart<span class="_ _0"></span>ości <span class="_ _1a"></span>nominalnej <span class="_ _14"></span>1 tys. <span class="_ _1a"></span>PLN <span class="_ _1a"></span>każda <span class="_ _1a"></span>oraz </div><div class="t m0 xc h2 y3d5 ff1 fs0 fc0 sc0 ls0 ws0">o łącznej wartości nominalnej 12 710 tys. PLN.<span class="_ _0"></span> </div><div class="t m0 xc h2 y3d6 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>8 <span class="_ _14"></span>lutego <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _14"></span>Emit<span class="_ _0"></span>ent <span class="_ _0"></span>podjął <span class="_ _14"></span>decy<span class="_ _0"></span>zję <span class="_ _0"></span>o <span class="_ _1a"></span>zamiarze <span class="_ _14"></span>przeprowadzenia <span class="_ _0"></span>w <span class="_ _14"></span>dniu <span class="_ _14"></span>1 <span class="_ _14"></span>marca <span class="_ _14"></span>2023 <span class="_ _14"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>przedtermi<span class="_ _0"></span>nowego <span class="_ _14"></span>wykupu <span class="_ _14"></span>na </div><div class="t m0 xc h2 y329 ff1 fs0 fc0 sc0 ls0 ws0">żądanie <span class="_ _14"></span>Emitenta <span class="_ _14"></span>9 311 <span class="_ _1a"></span>sztuk <span class="_ _14"></span>obligacji <span class="_ _14"></span>serii <span class="_ _1a"></span>G <span class="_ _14"></span>o <span class="_ _14"></span>łąc<span class="_ _0"></span>znej <span class="_ _14"></span>wartości <span class="_ _1a"></span>nominalnej <span class="_ _0"></span>9 3<span class="_ _0"></span>11 <span class="_ _14"></span>tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N, <span class="_ _14"></span>tj. <span class="_ _14"></span>wszystkich <span class="_ _14"></span>ni<span class="_ _0"></span>eumorzonych <span class="_ _14"></span>o<span class="_ _0"></span>bligacji <span class="_ _14"></span>serii <span class="_ _14"></span>G. </div><div class="t m0 xc h2 y32a ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1a"></span>była<span class="_ _0"></span> <span class="_ _1a"></span>uprawniona <span class="_ _1b"></span>do <span class="_ _1a"></span>przeprowadzenia <span class="_ _1b"></span>przedterminowego <span class="_ _1b"></span>wykupu <span class="_ _1b"></span>obligacji <span class="_ _1a"></span>na <span class="_ _1b"></span>żądanie <span class="_ _1a"></span>wł<span class="_ _0"></span>asne <span class="_ _1a"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _1b"></span>pkt <span class="_ _1a"></span>13 <span class="_ _1b"></span>Warunków <span class="_ _1b"></span>Emisji </div><div class="t m0 xc h2 y32b ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _0"></span>serii <span class="_ _14"></span>G. <span class="_ _0"></span>Obligac<span class="_ _0"></span>je <span class="_ _0"></span>podleg<span class="_ _0"></span>ały <span class="_ _0"></span>spłac<span class="_ _0"></span>ie <span class="_ _0"></span>w <span class="_ _14"></span>wyniku <span class="_ _0"></span>r<span class="_ _0"></span>ealizacji <span class="_ _0"></span>ww.<span class="_ _0"></span> <span class="_ _0"></span>opcji <span class="_ _14"></span>w <span class="_ _0"></span>kwoc<span class="_ _0"></span>ie <span class="_ _0"></span>stanowiącej <span class="_ _14"></span>sumę <span class="_ _14"></span>wartości <span class="_ _0"></span>nominalnej<span class="_ _0"></span> <span class="_ _0"></span>jednej <span class="_ _14"></span>obligacji </div><div class="t m0 xc h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">(1 tys.  PLN) <span class="_ _1"> </span>oraz  dodatkowej <span class="_ _1"> </span>premii  w <span class="_ _18"> </span>w<span class="_ _0"></span>ysokości  0,25%  wartości <span class="_ _1"> </span>nominalnej <span class="_ _1"> </span>jednej  obligacji  (2,50 <span class="_ _1"> </span>PLN).  Dodatkowo  obligatar<span class="_ _3"></span>iuszom </div><div class="t m0 xc h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">wypłacony został <span class="_ _7"></span>należny d<span class="_ _3"></span>o <span class="_ _3"></span>dnia <span class="_ _3"></span>1 <span class="_ _7"></span>marca 2023 <span class="_ _7"></span>ro<span class="_ _0"></span>ku <span class="_ _7"></span>k<span class="_ _0"></span>upon <span class="_ _3"></span>za <span class="_ _3"></span>5 <span class="_ _7"></span>ok<span class="_ _0"></span>res <span class="_ _3"></span>odsetkowy <span class="_ _3"></span>w <span class="_ _3"></span>wysokości <span class="_ _3"></span>42,16 <span class="_ _3"></span>PLN <span class="_ _3"></span>na <span class="_ _7"></span>jedną obligację. <span class="_ _7"></span>Dniem Ustalenia </div><div class="t m0 xc h2 y32e ff1 fs0 fc0 sc0 ls0 ws0">Praw  d<span class="_ _3"></span>la <span class="_ _18"> </span>przedterminow<span class="_ _0"></span>ego <span class="_ _18"> </span>wy<span class="_ _0"></span>kupu  oblig<span class="_ _3"></span>acji  był <span class="_ _18"> </span>dzień <span class="_ _18"> </span>21<span class="_ _0"></span>  l<span class="_ _3"></span>utego  2023 <span class="_ _18"> </span>roku.  Przedte<span class="_ _3"></span>rminowy  wykup <span class="_ _18"> </span>obligacji <span class="_ _1"> </span>zrealizow<span class="_ _0"></span>any <span class="_ _18"> </span>został<span class="_ _0"></span> <span class="_ _1"> </span>za </div><div class="t m0 xc h2 y32f ff1 fs0 fc0 sc0 ls0 ws0">pośrednictwem KDPW, zgodnie z regulacjami obowiązujący<span class="_ _0"></span>mi w ramach KDPW. </div><div class="t m0 xc h2 y3d7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3d8 ff1 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _14"></span>z <span class="_ _1a"></span>emisji<span class="_ _0"></span> <span class="_ _14"></span>o<span class="_ _0"></span>bligacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>G <span class="_ _1a"></span>zostały <span class="_ _1a"></span>częściow<span class="_ _0"></span>o <span class="_ _1a"></span>przeznaczone <span class="_ _14"></span>n<span class="_ _0"></span>a <span class="_ _14"></span>finanso<span class="_ _0"></span>wanie <span class="_ _14"></span>pro<span class="_ _0"></span>wadzonych <span class="_ _1a"></span>projektów <span class="_ _1a"></span>deweloperskich <span class="_ _1a"></span>realizow<span class="_ _0"></span>anych </div><div class="t m0 xc h2 y3d9 ff1 fs0 fc0 sc0 ls0 ws0">przez spółki z Grupy Emitenta. </div><div class="t m0 xc h11 y33 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y3da ff3 fs9 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 x96 h16 y3db ff3 fs9 fc4 sc0 ls0 ws0">G </div><div class="t m0 x16 h15 y3dc ff1 fs9 fc0 sc0 ls0 ws0">Liczba Obligacji<span class="_ _3"></span> <span class="_ _d4"> </span>35 000 </div><div class="t m0 x16 h15 y3dd ff1 fs9 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _3"></span>na jednej Ob<span class="_ _3"></span>ligacji <span class="_ _d5"> </span>1 000,00 (słownie: jede<span class="_ _3"></span>n tysiąc) <span class="_ _3"></span>PLN  </div><div class="t m0 x16 h15 y3de ff1 fs9 fc0 sc0 ls0 ws0">Łączna wartość nomin<span class="_ _3"></span>alna Obligacji<span class="_ _3"></span> <span class="_ _d6"> </span>35 000 000,00 (słownie: <span class="_ _3"></span>trzydzieści pięć mil<span class="_ _3"></span>ionów) PLN  </div><div class="t m0 x16 h15 y3df ff1 fs9 fc0 sc0 ls0 ws0">Dzień Emisji <span class="_ _d7"> </span>23 październi<span class="_ _3"></span>ka 2020 roku </div><div class="t m0 x16 h15 y3e0 ff1 fs9 fc0 sc0 ls0 ws0">Dzień Wykupu <span class="_ _d8"> </span>23 październi<span class="_ _3"></span>ka 2023 roku </div><div class="t m0 x16 h15 y3e1 ff1 fs9 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _3"></span>e Obligacji <span class="_ _d9"> </span>Obligacje są <span class="_ _3"></span>niezabezpieczone </div><div class="t m0 x16 h15 y3e2 ff1 fs9 fc0 sc0 ls0 ws0">Cele Emisji </div><div class="t m0 x96 h15 y3e3 ff1 fs9 fc0 sc0 ls0 ws0">Finansowanie p<span class="_ _3"></span>rowadzonych oraz p<span class="_ _3"></span>lanowanych p<span class="_ _3"></span>rojektów dewelo<span class="_ _3"></span>perskich realizowanyc<span class="_ _3"></span>h przez spółki z Grup<span class="_ _3"></span>y </div><div class="t m0 x96 h15 y3e2 ff1 fs9 fc0 sc0 ls0 ws0">Emitenta, w tym także f<span class="_ _3"></span>inansowanie <span class="_ _3"></span>zakupu nier<span class="_ _3"></span>uchomości pod<span class="_ _3"></span> nowe projekty dewelope<span class="_ _3"></span>rskie przez spółki z </div><div class="t m0 x96 h15 y37f ff1 fs9 fc0 sc0 ls0 ws0">Grypy Emitenta </div><div class="t m0 x16 h15 y3e4 ff1 fs9 fc0 sc0 ls0 ws0">Dni płatnośc<span class="_ _3"></span>i odsetek </div><div class="t m0 x96 h15 y3e5 ff1 fs9 fc0 sc0 ls0 ws0">23 kwietnia <span class="_ _3"></span>2021 roku, 23 października <span class="_ _3"></span>2021 roku, 23 kwietni<span class="_ _3"></span>a 2022 roku, 23 paździe<span class="_ _3"></span>rnika 2022 ro<span class="_ _3"></span>ku, 23 </div><div class="t m0 x96 h15 y3e6 ff1 fs9 fc0 sc0 ls0 ws0">kwietnia <span class="_ _3"></span>2023 roku, 23 października<span class="_ _3"></span> 2023 roku </div><div class="t m0 x16 h15 y3e7 ff1 fs9 fc0 sc0 ls0 ws0">Oprocento<span class="_ _3"></span>wanie </div><div class="t m0 x96 h15 y129 ff1 fs9 fc0 sc0 ls0 ws0">zmienne WIBOR 6M <span class="_ _3"></span>+ marża 4,50 % (marża je<span class="_ _3"></span>st zmienna w zale<span class="_ _3"></span>żności o<span class="_ _3"></span>d wartości <span class="_ _3"></span>wskaźnika dźwigni </div><div class="t m0 x96 h15 y3e8 ff1 fs9 fc0 sc0 ls0 ws0">finansowej <span class="_ _3"></span>Spółki i może wynosi<span class="_ _3"></span>ć od 4,50 – 5,00% w skali r<span class="_ _3"></span>oku) </div><div class="t m0 x16 h15 y3e9 ff1 fs9 fc0 sc0 ls0 ws0">Rynki Catal<span class="_ _3"></span>yst <span class="_ _da"> </span>ASO GPW  </div><div class="t m0 xc h22 y3ea ff8 fs9 fc0 sc0 ls0 ws0">* obligacje seri<span class="_ _3"></span>i G zostały w całości <span class="_ _3"></span>wykupione <span class="_ _3"></span>w dniu 1 marca 2023 rok<span class="_ _3"></span>u </div><div class="t m0 xc h11 y3eb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3ec ff1 fs0 fc0 sc0 ls0 ws0">W dniu 3 lutego 2021 roku zarząd Lokum Deweloper S<span class="_ _3"></span>.A. podjął uchwałę w sprawie ustan<span class="_ _3"></span>owienia programu emisji obligacji. W ślad za wyżej </div><div class="t m0 xc h2 y3ed ff1 fs0 fc0 sc0 ls0 ws0">wymienioną uchwałą, <span class="_ _0"></span>rada na<span class="_ _0"></span>dzorcza <span class="_ _0"></span>Emitenta w <span class="_ _0"></span>dniu 3 <span class="_ _0"></span>lutego <span class="_ _0"></span>2021 <span class="_ _0"></span>roku podjęła <span class="_ _0"></span>uchwał<span class="_ _0"></span>ę w <span class="_ _0"></span>przedmiocie w<span class="_ _0"></span>yrażenia zgody <span class="_ _0"></span>na zacią<span class="_ _0"></span>gnięcie </div><div class="t m0 xc h2 y3ee ff1 fs0 fc0 sc0 ls0 ws0">przez  Emitenta  zobowiązań  finansowy<span class="_ _0"></span>ch  wynikających  z  ustanowio<span class="_ _0"></span>nego  programu.  W  ramach  programu  Emitent  mó<span class="_ _0"></span>gł  wyemitować, </div><div class="t m0 xc h2 y3ef ff1 fs0 fc0 sc0 ls0 ws0">w ramach jednej lub kilku serii, obligacje odsetkowe na okaziciela o ł<span class="_ _0"></span>ącznej wartości nominalnej nie większej niż 100 000 tys. PLN.<span class="_ _0"></span> </div><div class="t m0 xc h2 y3f0 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _7"></span>3 <span class="_ _3"></span>marca <span class="_ _3"></span>2021 <span class="_ _7"></span>rok<span class="_ _0"></span>u <span class="_ _3"></span>zarząd <span class="_ _7"></span>Spół<span class="_ _0"></span>ki <span class="_ _7"></span>dok<span class="_ _0"></span>onał p<span class="_ _3"></span>rzydziału <span class="_ _7"></span>100 000 sztuk <span class="_ _7"></span>obligacji zwykłych <span class="_ _7"></span>na <span class="_ _3"></span>okaziciela <span class="_ _3"></span>serii <span class="_ _3"></span>H, <span class="_ _7"></span>o wartości <span class="_ _7"></span>nom<span class="_ _0"></span>inalnej <span class="_ _3"></span>1 tys. </div><div class="t m0 xc h2 y3f1 ff1 fs0 fc0 sc0 ls0 ws0">PLN każda i <span class="_ _7"></span>ł<span class="_ _0"></span>ącznej wartości <span class="_ _3"></span>nominalne<span class="_ _3"></span>j 100 000 tys. <span class="_ _3"></span>PLN, pod war<span class="_ _3"></span>unkiem <span class="_ _3"></span>ich opłacenia <span class="_ _3"></span>najpóźniej w dni<span class="_ _3"></span>u 5 marca <span class="_ _3"></span>2021 r<span class="_ _3"></span>oku. Cena e<span class="_ _3"></span>misyjna </div><div class="t m0 xc h2 y3f2 ff1 fs0 fc0 sc0 ls0 ws0">obligacji była równa war<span class="_ _3"></span>tości nominalnej. W dniu 5 mar<span class="_ _3"></span>ca 2021 roku doszło do opłacenia przez <span class="_ _3"></span>inwestorów<span class="_ _0"></span> 100 000 sztuk <span class="_ _3"></span>obligacji zwykłych </div><div class="t m0 xc h2 y3f3 ff1 fs0 fc0 sc0 ls0 ws0">na okaziciela serii H o wartości nominalnej 1 tys. PLN każda. Emisja o<span class="_ _0"></span>bligacji doszła do skutku w pełnej wysokości. </div><div class="t m0 xc h2 y3f4 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>dniu <span class="_ _1b"></span>24 <span class="_ _1a"></span>marca <span class="_ _1b"></span>2021 <span class="_ _1b"></span>roku <span class="_ _1b"></span>Zarząd <span class="_ _1b"></span>Giełdy <span class="_ _1b"></span>Papierów <span class="_ _1a"></span>Wartośc<span class="_ _0"></span>iowych <span class="_ _1b"></span>w <span class="_ _1b"></span>Warszawie <span class="_ _1b"></span>S.A. <span class="_ _1a"></span>(„GPW”) <span class="_ _1b"></span>podjął <span class="_ _1b"></span>uchwałę <span class="_ _1b"></span>nr <span class="_ _1a"></span>322/2021 <span class="_ _1b"></span>w <span class="_ _1b"></span>sprawie </div><div class="t m0 xc h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">wprowadzenia do <span class="_ _0"></span>alternatywnego systemu obrotu <span class="_ _0"></span>na Catalyst <span class="_ _0"></span>100 000 sztuk <span class="_ _0"></span>obligacji na okazic<span class="_ _0"></span>iela serii H, następnie w <span class="_ _0"></span>dniu 31 <span class="_ _0"></span>marca <span class="_ _0"></span>2021 </div><div class="t m0 xc h2 y3f6 ff1 fs0 fc0 sc0 ls0 ws0">roku <span class="_ _15"> </span>Zarząd <span class="_ _15"> </span>GPW <span class="_ _16"> </span>podjął <span class="_ _15"> </span>uchwałę <span class="_ _15"> </span>nr <span class="_ _15"> </span>346/2021 <span class="_ _16"> </span>w <span class="_ _15"> </span>sprawie <span class="_ _15"> </span>wyznaczenia <span class="_ _16"> </span>na <span class="_ _15"> </span>dzień <span class="_ _15"> </span>6 <span class="_ _15"> </span>kwietnia <span class="_ _16"> </span>2021 <span class="_ _15"> </span>roku <span class="_ _15"> </span>pierwszego <span class="_ _16"> </span>dnia <span class="_ _1d"> </span>no<span class="_ _0"></span>towań </div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">26</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">w alternatywnym <span class="_ _14"></span>systemie <span class="_ _1a"></span>obrotu <span class="_ _1a"></span>na <span class="_ _14"></span>C<span class="_ _0"></span>atalyst <span class="_ _14"></span>obligacji <span class="_ _1a"></span>serii <span class="_ _1a"></span>H, <span class="_ _14"></span>o<span class="_ _0"></span>znaczonych <span class="_ _14"></span>przez <span class="_ _1a"></span>Krajo<span class="_ _0"></span>wy <span class="_ _14"></span>Depozyt <span class="_ _14"></span>Pa<span class="_ _0"></span>pierów <span class="_ _14"></span>W<span class="_ _0"></span>artościowych <span class="_ _1a"></span>S.A. <span class="_ _14"></span>kodem </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">PLO212700036. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">W  dniu  1  grudnia  2023 <span class="_ _1d"> </span>roku  Emitent <span class="_ _1d"> </span>podjął  decyzję  o  zamiarze <span class="_ _1d"> </span>przeprowadzenia  w  dniu  29 <span class="_ _1d"> </span>grudnia  2023  roku  przedt<span class="_ _0"></span>erminowego </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">całościowego <span class="_ _1b"></span>wyk<span class="_ _0"></span>upu <span class="_ _1a"></span>na <span class="_ _1b"></span>żądani<span class="_ _0"></span>e <span class="_ _1b"></span>Emitenta <span class="_ _1b"></span>obligacji <span class="_ _18"> </span>serii <span class="_ _1a"></span>H <span class="_ _18"> </span>o <span class="_ _1a"></span>łą<span class="_ _0"></span>cznej <span class="_ _1b"></span>wartośc<span class="_ _0"></span>i <span class="_ _1b"></span>nominalnej <span class="_ _1b"></span>100 000 <span class="_ _18"> </span>tys. <span class="_ _1a"></span>PLN. <span class="_ _1b"></span>Spół<span class="_ _0"></span>ka <span class="_ _1b"></span>była <span class="_ _1b"></span>uprawni<span class="_ _0"></span>ona <span class="_ _1b"></span>do </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">przeprowadzenia <span class="_ _18"></span>pr<span class="_ _3"></span>zedterminowego <span class="_ _18"></span>wykupu <span class="_ _1a"></span>obl<span class="_ _0"></span>igacji <span class="_ _18"></span>na <span class="_ _1a"></span>żą<span class="_ _0"></span>danie <span class="_ _18"> </span>własne <span class="_ _1b"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _18"> </span>pkt <span class="_ _1b"></span>13<span class="_ _0"></span> <span class="_ _1b"></span>W<span class="_ _0"></span>arunków <span class="_ _18"></span>Emisji <span class="_ _1b"></span>Obligacji <span class="_ _1b"></span>s<span class="_ _0"></span>erii <span class="_ _1b"></span>H. <span class="_ _18"> </span>Obligacje </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">podlegały <span class="_ _14"></span>spłacie <span class="_ _1a"></span>w <span class="_ _1a"></span>wyniku <span class="_ _14"></span>realiza<span class="_ _0"></span>cji <span class="_ _1a"></span>ww. <span class="_ _14"></span>o<span class="_ _0"></span>pcji <span class="_ _14"></span>w <span class="_ _1a"></span>kwocie <span class="_ _1a"></span>stanowiącej <span class="_ _14"></span>sumę <span class="_ _1a"></span>wartości <span class="_ _1a"></span>nominalnej <span class="_ _1a"></span>jednej <span class="_ _14"></span>obligacji <span class="_ _1a"></span>(1 tys. <span class="_ _1a"></span>PLN), <span class="_ _1a"></span>dodatkowej </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">premii oraz odsetek należnych obligatariuszom do dnia ich wykupu.  </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>4 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>Emitent <span class="_ _0"></span>podjął<span class="_ _0"></span> <span class="_ _14"></span>decyzję <span class="_ _14"></span>o <span class="_ _1a"></span>nabyciu <span class="_ _14"></span>10 297 <span class="_ _14"></span>sztuk <span class="_ _14"></span>obligacji <span class="_ _14"></span>serii <span class="_ _14"></span>H <span class="_ _14"></span>o<span class="_ _0"></span> <span class="_ _14"></span>łącznej <span class="_ _14"></span>wartości <span class="_ _14"></span>nom<span class="_ _0"></span>inalnej <span class="_ _0"></span>10 297 <span class="_ _1a"></span>tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">oznaczonych <span class="_ _0"></span>kodem <span class="_ _14"></span>ISIN <span class="_ _0"></span>PLO212700036 <span class="_ _0"></span>celem <span class="_ _0"></span>ich <span class="_ _14"></span>umorzenia. <span class="_ _0"></span>Obligacje <span class="_ _0"></span>zostały <span class="_ _14"></span>nabyte o<span class="_ _0"></span>d <span class="_ _0"></span>oznaczonych <span class="_ _0"></span>posiadaczy <span class="_ _0"></span>o<span class="_ _0"></span>bligacji <span class="_ _0"></span>serii <span class="_ _0"></span>H <span class="_ _0"></span>w <span class="_ _14"></span>dniu </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">emisji <span class="_ _14"></span>obligacji <span class="_ _1a"></span>serii <span class="_ _14"></span>J <span class="_ _1a"></span>na <span class="_ _14"></span>warunk<span class="_ _0"></span>ach <span class="_ _14"></span>określonych <span class="_ _1a"></span>w <span class="_ _14"></span>stosownyc<span class="_ _0"></span>h <span class="_ _14"></span>um<span class="_ _0"></span>owach <span class="_ _14"></span>sprzedaży <span class="_ _14"></span>instrum<span class="_ _0"></span>entów <span class="_ _1a"></span>finansowych <span class="_ _14"></span>i <span class="_ _1a"></span>potrącenia <span class="_ _14"></span>wzajemnyc<span class="_ _0"></span>h </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">wierzytelności.  W <span class="_ _1d"> </span>następstwie <span class="_ _1d"> </span>nabycia  o<span class="_ _0"></span>bligacji  Emitent  zw<span class="_ _0"></span>rócił <span class="_ _1d"> </span>się  do  Krajo<span class="_ _0"></span>wego <span class="_ _1d"> </span>Depozytu  P<span class="_ _0"></span>apierów  Wartościow<span class="_ _0"></span>ych  S.A. <span class="_ _1d"> </span>z  prośbą </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">o wycofanie oznaczonych obligacji serii H z obrotu w związ<span class="_ _0"></span>ku z ich umorzeniem. </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>dniu <span class="_ _1b"></span>29 <span class="_ _18"> </span>grudnia <span class="_ _1b"></span>2023 <span class="_ _18"> </span>roku <span class="_ _18"> </span>Emitent <span class="_ _1b"></span>dokonał <span class="_ _18"> </span>przedterminowego <span class="_ _18"> </span>wykupu <span class="_ _18"></span>89 703 <span class="_ _1b"></span>sztuk <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>serii <span class="_ _1b"></span>H <span class="_ _18"> </span>o <span class="_ _18"> </span>łącznej <span class="_ _1b"></span>wartości <span class="_ _18"> </span>nominalnej </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">89 703 tys. <span class="_ _1a"></span> PL<span class="_ _0"></span>N, <span class="_ _1b"></span>tj. <span class="_ _1a"></span>wszystkich <span class="_ _1b"></span>nieumorzonyc<span class="_ _0"></span>h <span class="_ _1a"></span>obligacji <span class="_ _1b"></span>serii <span class="_ _1a"></span>H<span class="_ _0"></span>. <span class="_ _1b"></span>Dniem <span class="_ _1a"></span>Ustalenia <span class="_ _1b"></span>Praw <span class="_ _1b"></span>dla <span class="_ _1b"></span>przedterminowego <span class="_ _1b"></span>wykupu <span class="_ _1a"></span>o<span class="_ _0"></span>bligacji <span class="_ _1b"></span>był <span class="_ _1b"></span>dzień </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">19 grudnia 2023 <span class="_ _0"></span>roku. <span class="_ _14"></span>Dodatkowo <span class="_ _14"></span>obligatariuszom <span class="_ _0"></span>wypłacony<span class="_ _0"></span> <span class="_ _0"></span>zo<span class="_ _0"></span>stał należny <span class="_ _14"></span>do <span class="_ _0"></span>dnia <span class="_ _14"></span>29 <span class="_ _0"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _0"></span>kupon <span class="_ _0"></span>za <span class="_ _14"></span>6 <span class="_ _0"></span>okres <span class="_ _14"></span>odsetkowy<span class="_ _0"></span> w </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">wysokości  34,72 <span class="_ _18"> </span>PL<span class="_ _0"></span>N  n<span class="_ _3"></span>a  je<span class="_ _3"></span>dną <span class="_ _18"> </span>obligację  oraz  d<span class="_ _3"></span>odatkowa <span class="_ _1"> </span>premia  w <span class="_ _18"> </span>wysokości<span class="_ _0"></span> <span class="_ _1"> </span>0,25% <span class="_ _1"> </span>wartości  nominaln<span class="_ _3"></span>ej <span class="_ _1"> </span>jednej  obligacji <span class="_ _1"> </span>(2,50  PLN). </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">Przedterminowy wykup obligacji zrealizowany zo<span class="_ _0"></span>stał za pośrednictwem KDPW, zgo<span class="_ _0"></span>dnie z regu<span class="_ _3"></span>lacjami obowiązujący<span class="_ _0"></span>mi w ramach KDPW. </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">Znaczna część środków z emisji obligacji serii H została przeznaczona na wykup obligacji serii E. </div><div class="t m0 xc h11 y94 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y3f7 ff3 fs9 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 x96 h16 y3f8 ff3 fs9 fc4 sc0 ls0 ws0">H </div><div class="t m0 x16 h15 y3f9 ff1 fs9 fc0 sc0 ls0 ws0">Liczba Obligacji<span class="_ _3"></span> <span class="_ _d4"> </span>100 000 </div><div class="t m0 x16 h15 y3fa ff1 fs9 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _3"></span>na jednej Ob<span class="_ _3"></span>ligacji <span class="_ _d5"> </span>1 000,00 (słownie: jede<span class="_ _3"></span>n tysiąc) <span class="_ _3"></span>PLN  </div><div class="t m0 x16 h15 y3fb ff1 fs9 fc0 sc0 ls0 ws0">Łączna wartość nomin<span class="_ _3"></span>alna Obligacji<span class="_ _3"></span> <span class="_ _d6"> </span>100 000 000,00 (słownie: st<span class="_ _3"></span>o milionów) PLN  </div><div class="t m0 x16 h15 y3fc ff1 fs9 fc0 sc0 ls0 ws0">Dzień Emisji <span class="_ _d7"> </span>5 marca 2021 roku   </div><div class="t m0 x16 h15 y3fd ff1 fs9 fc0 sc0 ls0 ws0">Dzień Wykupu <span class="_ _d8"> </span>5 września 2024 roku<span class="_ _3"></span>* </div><div class="t m0 x16 h15 y3fe ff1 fs9 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _3"></span>e Obligacji <span class="_ _d9"> </span>Obligacje są <span class="_ _3"></span>niezabezpieczone </div><div class="t m0 x16 h15 y3ff ff1 fs9 fc0 sc0 ls0 ws0">Cele Emisji <span class="_ _db"> </span>Spłata przez Emite<span class="_ _3"></span>nta zobowiązań, w szcze<span class="_ _3"></span>gólności <span class="_ _3"></span>tych wynikający<span class="_ _3"></span>ch z wyemitowanych obli<span class="_ _3"></span>gacji serii E </div><div class="t m0 x16 h15 y400 ff1 fs9 fc0 sc0 ls0 ws0">Dni płatnośc<span class="_ _3"></span>i odsetek </div><div class="t m0 x96 h15 y401 ff1 fs9 fc0 sc0 ls0 ws0">5 września 2021 roku<span class="_ _3"></span>, 5 marca 2022 r<span class="_ _3"></span>oku, 5 września 2022 roku<span class="_ _3"></span>, 5 marca 2023 r<span class="_ _3"></span>oku, 5 września 2023 roku<span class="_ _3"></span>, 5 </div><div class="t m0 x96 h15 y402 ff1 fs9 fc0 sc0 ls0 ws0">marca 2024 roku, 5 wr<span class="_ _3"></span>ześnia 2024 roku </div><div class="t m0 x16 h15 y403 ff1 fs9 fc0 sc0 ls0 ws0">Oprocento<span class="_ _3"></span>wanie </div><div class="t m0 x96 h15 y404 ff1 fs9 fc0 sc0 ls0 ws0">zmienne WIBOR 6M <span class="_ _3"></span>+ marża 4,50 % (marża je<span class="_ _3"></span>st zmienna w zale<span class="_ _3"></span>żności o<span class="_ _3"></span>d wartości <span class="_ _3"></span>wskaźnika dźwigni </div><div class="t m0 x96 h15 y405 ff1 fs9 fc0 sc0 ls0 ws0">finansowej <span class="_ _3"></span>i może wynosić o<span class="_ _3"></span>d 4,50 – 5,00% w skali r<span class="_ _3"></span>oku) </div><div class="t m0 x16 h15 y406 ff1 fs9 fc0 sc0 ls0 ws0">Rynki Catal<span class="_ _3"></span>yst <span class="_ _da"> </span>ASO GPW  </div><div class="t m0 xc h22 y407 ff8 fs9 fc0 sc0 ls0 ws0">* Emitent był zobowiązany dokonać przedterminowego wykupu<span class="_ _3"></span> 25 000 sz<span class="_ _0"></span>tuk obligacji serii H najpóźniej do d<span class="_ _0"></span>nia 5 marca <span class="_ _0"></span>2024 roku, tj. o w<span class="_ _0"></span>artości nominaln<span class="_ _3"></span>ej </div><div class="t m0 xc h22 y1da ff8 fs9 fc0 sc0 ls0 ws0">25 000 tys. PLN. Obli<span class="_ _3"></span>gacje serii H zosta<span class="_ _3"></span>ły w całości wykupion<span class="_ _3"></span>e w dniu 2<span class="_ _3"></span>9 grudnia 2023 rok<span class="_ _3"></span>u </div><div class="t m0 xc h2 y408 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y409 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>6 <span class="_ _14"></span>w<span class="_ _0"></span>rześnia <span class="_ _14"></span>2021 <span class="_ _14"></span>rok<span class="_ _0"></span>u <span class="_ _14"></span>zarzą<span class="_ _0"></span>d <span class="_ _14"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _14"></span>podj<span class="_ _0"></span>ął <span class="_ _14"></span>uchwał<span class="_ _0"></span>ę <span class="_ _14"></span>w <span class="_ _14"></span>sprawie <span class="_ _14"></span>ustanow<span class="_ _0"></span>ienia <span class="_ _14"></span>programu <span class="_ _1a"></span>emisji <span class="_ _14"></span>obligacji. <span class="_ _14"></span>W<span class="_ _0"></span> <span class="_ _14"></span>ślad <span class="_ _14"></span>za </div><div class="t m0 xc h2 y40a ff1 fs0 fc0 sc0 ls0 ws0">wyżej <span class="_ _1b"></span>wymienioną <span class="_ _1a"></span>uchwał<span class="_ _0"></span>ą, <span class="_ _1a"></span>rada <span class="_ _1a"></span>nadzo<span class="_ _0"></span>rcza <span class="_ _1b"></span>Emitenta <span class="_ _1a"></span>w <span class="_ _1b"></span>dniu <span class="_ _1a"></span>6 <span class="_ _1b"></span>września <span class="_ _1b"></span>2021 <span class="_ _1b"></span>roku <span class="_ _1a"></span>podjęła <span class="_ _1b"></span>uchwał<span class="_ _0"></span>ę <span class="_ _1a"></span>w <span class="_ _1b"></span>przedmiocie <span class="_ _1a"></span>w<span class="_ _0"></span>yrażenia <span class="_ _1a"></span>zgody <span class="_ _1b"></span>na </div><div class="t m0 xc h2 y108 ff1 fs0 fc0 sc0 ls0 ws0">zaciągnięcie <span class="_ _0"></span>przez <span class="_ _14"></span>Emitenta <span class="_ _0"></span>zo<span class="_ _0"></span>bowiązań <span class="_ _0"></span>finansowy<span class="_ _0"></span>ch <span class="_ _0"></span>wynikających <span class="_ _14"></span>z <span class="_ _0"></span>ustanow<span class="_ _0"></span>ionego <span class="_ _0"></span>programu. <span class="_ _14"></span>W <span class="_ _14"></span>ramach <span class="_ _0"></span>program<span class="_ _0"></span>u <span class="_ _0"></span>Emitent <span class="_ _14"></span>będzie <span class="_ _0"></span>mógł </div><div class="t m0 xc h2 y109 ff1 fs0 fc0 sc0 ls0 ws0">wyemitować, <span class="_ _14"></span>w r<span class="_ _0"></span>amach <span class="_ _0"></span>jednej <span class="_ _0"></span>lub <span class="_ _0"></span>kilku <span class="_ _0"></span>serii, <span class="_ _14"></span>obligacje <span class="_ _0"></span>odsetkowe <span class="_ _0"></span>na <span class="_ _0"></span>o<span class="_ _0"></span>kaziciela <span class="_ _0"></span>o <span class="_ _0"></span>łącznej <span class="_ _0"></span>wart<span class="_ _0"></span>ości <span class="_ _0"></span>nominalnej <span class="_ _0"></span>nie <span class="_ _0"></span>większej <span class="_ _14"></span>niż <span class="_ _0"></span>100 000 tys. </div><div class="t m0 xc h2 y40b ff1 fs0 fc0 sc0 ls0 ws0">PLN. </div><div class="t m0 xc h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">W d<span class="_ _3"></span>niu <span class="_ _3"></span>15 <span class="_ _3"></span>października 2<span class="_ _3"></span>021 <span class="_ _3"></span>roku zarząd <span class="_ _7"></span>Spółki dokonał pr<span class="_ _3"></span>zydziału <span class="_ _3"></span>50 000 <span class="_ _3"></span>sztuk ob<span class="_ _3"></span>ligacji <span class="_ _3"></span>zwykłych na <span class="_ _7"></span>okazic<span class="_ _0"></span>iela <span class="_ _3"></span>serii <span class="_ _7"></span>I,<span class="_ _0"></span> o <span class="_ _7"></span>w<span class="_ _0"></span>artości <span class="_ _3"></span>nominalne<span class="_ _3"></span>j </div><div class="t m0 xc h2 y40c ff1 fs0 fc0 sc0 ls0 ws0">1 tys. PLN <span class="_ _0"></span>każda <span class="_ _14"></span>i <span class="_ _0"></span>łącznej <span class="_ _14"></span>wartości <span class="_ _0"></span>nom<span class="_ _0"></span>inalnej <span class="_ _0"></span>50 000 tys. <span class="_ _0"></span>PL<span class="_ _0"></span>N, <span class="_ _0"></span>po<span class="_ _0"></span>d <span class="_ _0"></span>warunkiem <span class="_ _14"></span>ich <span class="_ _0"></span>opłacenia <span class="_ _14"></span>najpóźniej <span class="_ _14"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>19 <span class="_ _14"></span>października <span class="_ _14"></span>2021 <span class="_ _14"></span>roku. </div><div class="t m0 xc h2 y10d ff1 fs0 fc0 sc0 ls0 ws0">Cena <span class="_ _0"></span>emisyjna <span class="_ _14"></span>obli<span class="_ _0"></span>gacji <span class="_ _0"></span>była<span class="_ _0"></span> <span class="_ _14"></span>równa <span class="_ _14"></span>wartości <span class="_ _14"></span>nominalnej. <span class="_ _14"></span>W <span class="_ _14"></span>dniu <span class="_ _14"></span>19 <span class="_ _14"></span>października <span class="_ _0"></span>20<span class="_ _0"></span>21 <span class="_ _14"></span>roku <span class="_ _0"></span>doszł<span class="_ _0"></span>o <span class="_ _14"></span>do <span class="_ _14"></span>opłac<span class="_ _0"></span>enia <span class="_ _0"></span>przez <span class="_ _14"></span>inwestorów <span class="_ _14"></span>50 000 </div><div class="t m0 xc h2 y10e ff1 fs0 fc0 sc0 ls0 ws0">sztuk obligacji zwykłych na okaziciela serii I o wartośc<span class="_ _0"></span>i nominalnej 1 tys. PLN każda. Emisja obligacji doszła do skutku w pełnej wysokośc<span class="_ _0"></span>i. </div><div class="t m0 xc h2 y3ce ff1 fs0 fc0 sc0 ls0 ws0">W  dniu <span class="_ _1"> </span>15  listopada  2021 <span class="_ _1"> </span>roku  Zarząd  Gie<span class="_ _3"></span>łdy  Papierów  Wartościowych  w <span class="_ _1"> </span>Warszawie  S.A. <span class="_ _1"> </span>podjął  Uchwałę  Nr  1134/2021 <span class="_ _1"> </span>w  sprawie </div><div class="t m0 xc h2 y3cf ff1 fs0 fc0 sc0 ls0 ws0">wprowadzenia <span class="_ _1a"></span>do <span class="_ _14"></span>alternatyw<span class="_ _0"></span>nego <span class="_ _14"></span>sy<span class="_ _0"></span>stemu <span class="_ _14"></span>obrotu <span class="_ _1a"></span>na <span class="_ _1a"></span>Catalyst <span class="_ _1a"></span>obligacji <span class="_ _1a"></span>na <span class="_ _14"></span>ok<span class="_ _0"></span>aziciela <span class="_ _14"></span>serii <span class="_ _1a"></span>I <span class="_ _1a"></span>Spółki.<span class="_ _0"></span> <span class="_ _1a"></span>W <span class="_ _1a"></span>dniu <span class="_ _14"></span>15 <span class="_ _1a"></span>listopada <span class="_ _1a"></span>2021 <span class="_ _1a"></span>roku <span class="_ _1a"></span>Zarząd </div><div class="t m0 xc h2 y40d ff1 fs0 fc0 sc0 ls0 ws0">Giełdy <span class="_ _0"></span>podjął <span class="_ _14"></span>uchwał<span class="_ _0"></span>ę <span class="_ _0"></span>Nr <span class="_ _14"></span>1146/2021 <span class="_ _14"></span>w <span class="_ _14"></span>sprawie <span class="_ _14"></span>wyznaczenia <span class="_ _14"></span>na <span class="_ _0"></span>dzień <span class="_ _14"></span>17 <span class="_ _14"></span>listopada <span class="_ _0"></span>2021 <span class="_ _14"></span>roku <span class="_ _14"></span>pierw<span class="_ _0"></span>szego <span class="_ _14"></span>dnia <span class="_ _0"></span>notowań <span class="_ _14"></span>w <span class="_ _14"></span>alternatywnym </div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">27</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">systemie <span class="_ _0"></span>o<span class="_ _0"></span>brotu <span class="_ _14"></span>na <span class="_ _0"></span>Cat<span class="_ _0"></span>alyst <span class="_ _14"></span>50 000 <span class="_ _14"></span>sztuk <span class="_ _14"></span>obligacji <span class="_ _14"></span>na <span class="_ _14"></span>okazi<span class="_ _0"></span>ciela <span class="_ _14"></span>serii <span class="_ _14"></span>I <span class="_ _14"></span>Spółki <span class="_ _14"></span>o <span class="_ _14"></span>łącznej <span class="_ _14"></span>wartości <span class="_ _14"></span>no<span class="_ _0"></span>minalnej <span class="_ _0"></span>50 000 t<span class="_ _0"></span>ys. <span class="_ _14"></span>PLN <span class="_ _14"></span>i <span class="_ _14"></span>jednostkowej </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">wartości nominalnej 1 tys. PLN, oznaczo<span class="_ _0"></span>nych przez Krajowy Depozyt Papierów Wartościowy<span class="_ _0"></span>ch S.A. kodem PLO212700044. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1b1 ff1 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _7"></span>z <span class="_ _7"></span>emisji <span class="_ _3"></span>obligacji <span class="_ _7"></span>serii <span class="_ _3"></span>I <span class="_ _7"></span>zostały <span class="_ _3"></span>częściowo <span class="_ _7"></span>przeznaczone <span class="_ _3"></span>na <span class="_ _7"></span>finansowanie <span class="_ _7"></span>prow<span class="_ _0"></span>adzonych <span class="_ _7"></span>projekt<span class="_ _0"></span>ów <span class="_ _7"></span>deweloperskich <span class="_ _7"></span>realizo<span class="_ _0"></span>wanych <span class="_ _7"></span>przez </div><div class="t m0 xc h2 y3d2 ff1 fs0 fc0 sc0 ls0 ws0">spółki z Grupy Emitenta. </div><div class="t m0 xc h2 y40e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y40f ff3 fs9 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 x96 h16 y410 ff3 fs9 fc4 sc0 ls0 ws0">I </div><div class="t m0 x16 h15 y411 ff1 fs9 fc0 sc0 ls0 ws0">Liczba Obligacji<span class="_ _3"></span> <span class="_ _d4"> </span>50 000 </div><div class="t m0 x16 h15 y412 ff1 fs9 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _3"></span>na jednej Ob<span class="_ _3"></span>ligacji <span class="_ _d5"> </span>1 000,00 (słownie: jede<span class="_ _3"></span>n tysiąc) <span class="_ _3"></span>PLN  </div><div class="t m0 x16 h15 y413 ff1 fs9 fc0 sc0 ls0 ws0">Łączna wartość nomin<span class="_ _3"></span>alna Obligacji<span class="_ _3"></span> <span class="_ _d6"> </span>50 000 000,00 (słownie: <span class="_ _3"></span>pięćdziesi<span class="_ _3"></span>ąt milionów) PLN  </div><div class="t m0 x16 h15 y414 ff1 fs9 fc0 sc0 ls0 ws0">Dzień Emisji <span class="_ _d7"> </span>19 październi<span class="_ _3"></span>ka 2021 roku </div><div class="t m0 x16 h15 y2cc ff1 fs9 fc0 sc0 ls0 ws0">Dzień Wykupu <span class="_ _d8"> </span>19 kwietnia <span class="_ _3"></span>2025 roku </div><div class="t m0 x16 h15 y415 ff1 fs9 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _3"></span>e Obligacji <span class="_ _d9"> </span>Obligacje są <span class="_ _3"></span>niezabezpieczone </div><div class="t m0 x16 h15 y416 ff1 fs9 fc0 sc0 ls0 ws0">Cele Emisji </div><div class="t m0 x96 h15 y24e ff1 fs9 fc0 sc0 ls0 ws0">Finansowanie p<span class="_ _3"></span>rowadzonych oraz p<span class="_ _3"></span>lanowanych p<span class="_ _3"></span>rojektów dewelo<span class="_ _3"></span>perskich realizowanyc<span class="_ _3"></span>h przez spółki z Grup<span class="_ _3"></span>y </div><div class="t m0 x96 h15 y416 ff1 fs9 fc0 sc0 ls0 ws0">Emitenta, w tym także f<span class="_ _3"></span>inansowanie <span class="_ _3"></span>zakupu nier<span class="_ _3"></span>uchomości pod<span class="_ _3"></span> nowe projekty dewelope<span class="_ _3"></span>rskie przez spółki z </div><div class="t m0 x96 h15 y417 ff1 fs9 fc0 sc0 ls0 ws0">Grupy Emitenta </div><div class="t m0 x16 h15 y418 ff1 fs9 fc0 sc0 ls0 ws0">Dni płatnośc<span class="_ _3"></span>i odsetek </div><div class="t m0 x96 h15 y1c0 ff1 fs9 fc0 sc0 ls0 ws0">19 kwietnia <span class="_ _3"></span>2022 roku, 19 października <span class="_ _3"></span>2022 roku, 19 kwietni<span class="_ _3"></span>a 2023 roku, 19 paździe<span class="_ _3"></span>rnika 2023 ro<span class="_ _3"></span>ku, 19 </div><div class="t m0 x96 h15 y419 ff1 fs9 fc0 sc0 ls0 ws0">kwietnia <span class="_ _3"></span>2024 roku, 19 października<span class="_ _3"></span> 2024 roku, 19 kwietn<span class="_ _3"></span>ia 2025 roku </div><div class="t m0 x16 h15 y41a ff1 fs9 fc0 sc0 ls0 ws0">Oprocento<span class="_ _3"></span>wanie </div><div class="t m0 x96 h15 y41b ff1 fs9 fc0 sc0 ls0 ws0">zmienne WIBOR 6M <span class="_ _3"></span>+ marża 4,20 % (marża je<span class="_ _3"></span>st zmienna w zale<span class="_ _3"></span>żności o<span class="_ _3"></span>d wartości <span class="_ _3"></span>wskaźnika dźwigni </div><div class="t m0 x96 h15 y41c ff1 fs9 fc0 sc0 ls0 ws0">finansowej <span class="_ _3"></span>i może wynosić o<span class="_ _3"></span>d 4,20 – 4,70% w skali r<span class="_ _3"></span>oku) </div><div class="t m0 x16 h15 y97 ff1 fs9 fc0 sc0 ls0 ws0">Rynki Catal<span class="_ _3"></span>yst <span class="_ _da"> </span>ASO GPW  </div><div class="t m0 xc h22 y41d ff8 fs9 fc0 sc0 ls0 ws0">* obligacje seri<span class="_ _3"></span>i I zostały w całości wy<span class="_ _3"></span>kupione w dn<span class="_ _3"></span>iu 2 lutego 2024 roku </div><div class="t m0 xc h2 y41e ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y41f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 6 <span class="_ _0"></span>li<span class="_ _0"></span>stopada <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>Emitent <span class="_ _0"></span>podjął <span class="_ _14"></span>uchwałę <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>ustanowienia <span class="_ _0"></span>program<span class="_ _0"></span>u emi<span class="_ _0"></span>sji obli<span class="_ _0"></span>gacji, <span class="_ _0"></span>w <span class="_ _0"></span>ramach <span class="_ _0"></span>którego <span class="_ _0"></span>Spółka <span class="_ _0"></span>nabyła<span class="_ _0"></span> </div><div class="t m0 xc h2 y420 ff1 fs0 fc0 sc0 ls0 ws0">możliwość <span class="_ _0"></span>realizacji <span class="_ _0"></span>emisji <span class="_ _0"></span>obligacji <span class="_ _0"></span>(w<span class="_ _0"></span> r<span class="_ _0"></span>amach <span class="_ _0"></span>jednej <span class="_ _0"></span>lub <span class="_ _0"></span>kilku <span class="_ _0"></span>serii) <span class="_ _0"></span>do <span class="_ _0"></span>maksymalnej <span class="_ _0"></span>ł<span class="_ _0"></span>ącznej <span class="_ _0"></span>wartości <span class="_ _0"></span>nominalnej <span class="_ _0"></span>wyemitowanych <span class="_ _0"></span>o<span class="_ _0"></span>bligacji </div><div class="t m0 xc h2 y421 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1a"></span>w<span class="_ _0"></span>ysokości <span class="_ _1a"></span>do <span class="_ _1b"></span>70 000 <span class="_ _1b"></span>tys. <span class="_ _1a"></span>PLN. <span class="_ _1b"></span>W <span class="_ _1b"></span>wyniku <span class="_ _1a"></span>realizacji <span class="_ _1b"></span>programu, <span class="_ _1b"></span>w <span class="_ _1b"></span>dniu <span class="_ _1a"></span>28 <span class="_ _1a"></span>listopada <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _1a"></span>E<span class="_ _0"></span>mitent <span class="_ _1a"></span>podjął<span class="_ _0"></span> <span class="_ _1a"></span>decyzję <span class="_ _1b"></span>w <span class="_ _1b"></span>sprawie <span class="_ _1b"></span>emisji </div><div class="t m0 xc h2 y422 ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _1b"></span>serii <span class="_ _18"> </span>J, <span class="_ _1b"></span>o <span class="_ _18"> </span>wartości <span class="_ _1b"></span>no<span class="_ _0"></span>minalnej <span class="_ _1b"></span>1 tys. <span class="_ _18"> </span>PLN <span class="_ _1b"></span>każda <span class="_ _18"> </span>i <span class="_ _1b"></span>łącznej <span class="_ _18"> </span>wartości <span class="_ _1b"></span>nominalnej <span class="_ _18"> </span>do <span class="_ _1b"></span>53 000 <span class="_ _18"> </span>tys. <span class="_ _1b"></span>PLN. <span class="_ _18"> </span>Pozytywna <span class="_ _18"> </span>rekomendacja <span class="_ _1b"></span>dla </div><div class="t m0 xc h2 y423 ff1 fs0 fc0 sc0 ls0 ws0">przewidzianych przez zarząd czy<span class="_ _0"></span>nności została ujęta w uchwale rady nadzorczej z<span class="_ _0"></span> dnia 13 listopada 2023 roku. W dniu 18 grudnia 202<span class="_ _0"></span>3 roku </div><div class="t m0 xc h2 y424 ff1 fs0 fc0 sc0 ls0 ws0">obligacje <span class="_ _1a"></span>zostały <span class="_ _1a"></span>zarejestrowane <span class="_ _1b"></span>w <span class="_ _1a"></span>systemie <span class="_ _1a"></span>depozytowym <span class="_ _1a"></span>prowadzo<span class="_ _0"></span>nym <span class="_ _1a"></span>przez <span class="_ _1a"></span>KDPW <span class="_ _1a"></span>pod <span class="_ _1a"></span>kodem <span class="_ _1a"></span>ISIN <span class="_ _1a"></span>PLLKMDW00098. <span class="_ _1b"></span>Tym <span class="_ _14"></span>samym, <span class="_ _1a"></span>w </div><div class="t m0 xc h2 y425 ff1 fs0 fc0 sc0 ls0 ws0">dniu 18 grudnia 2023 r<span class="_ _3"></span>oku obligacje zostały wprowadzone do obrotu <span class="_ _3"></span>w ASO, a od dn<span class="_ _3"></span>ia 28 grudnia 2023 roku r<span class="_ _3"></span>ozpoczęło<span class="_ _0"></span> się <span class="_ _7"></span>i<span class="_ _0"></span>ch notowanie w </div><div class="t m0 xc h2 y426 ff1 fs0 fc0 sc0 ls0 ws0">alternatywnym systemie obrotu na Catalyst. </div><div class="t m0 xc h2 y427 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y428 ff1 fs0 fc0 sc0 ls0 ws0">Dla obligacji serii J, zgodnie z pkt. 2.6 Warunków E<span class="_ _0"></span>misji Obligacji, Emitent nie określił celu emisji. </div><div class="t m0 xc h2 y429 ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y42a ff3 fs9 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 x96 h16 y42b ff3 fs9 fc4 sc0 ls0 ws0">J </div><div class="t m0 x16 h15 y42c ff1 fs9 fc0 sc0 ls0 ws0">Liczba Obligacji<span class="_ _3"></span> <span class="_ _d4"> </span>53 000 </div><div class="t m0 x16 h15 y42d ff1 fs9 fc0 sc0 ls0 ws0">Wartość nominal<span class="_ _3"></span>na jednej Ob<span class="_ _3"></span>ligacji <span class="_ _d5"> </span>1 000,00 (słownie: jed<span class="_ _3"></span>en tysiąc)<span class="_ _3"></span> PLN  </div><div class="t m0 x16 h15 y42e ff1 fs9 fc0 sc0 ls0 ws0">Łączna wartość nomin<span class="_ _3"></span>alna Obligacji<span class="_ _3"></span> <span class="_ _d6"> </span>53 000 000,00 (słownie: <span class="_ _3"></span>pięćdziesi<span class="_ _3"></span>ąt trzy miliony) PLN  </div><div class="t m0 x16 h15 y42f ff1 fs9 fc0 sc0 ls0 ws0">Dzień Emisji <span class="_ _d7"> </span>18 grudnia 2023 roku<span class="_ _3"></span> </div><div class="t m0 x16 h15 y430 ff1 fs9 fc0 sc0 ls0 ws0">Dzień Wykupu <span class="_ _3b"> </span>18<span class="_ _0"></span> czerwca 2027 roku<span class="_ _3"></span> </div><div class="t m0 x16 h15 y431 ff1 fs9 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _3"></span>e Obligacji <span class="_ _d9"> </span>Obligacje są<span class="_ _3"></span> niezabezpieczone </div><div class="t m0 x16 h15 y432 ff1 fs9 fc0 sc0 ls0 ws0">Cele Emisji <span class="_ _db"> </span>Emitent nie o<span class="_ _3"></span>kreślił celu emisji </div><div class="t m0 x16 h15 y125 ff1 fs9 fc0 sc0 ls0 ws0">Dni płatnośc<span class="_ _3"></span>i odsetek </div><div class="t m0 x96 h15 y433 ff1 fs9 fc0 sc0 ls0 ws0">18 czerwca 2024 roku, 18 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>24 roku, 18 czerwca 2025 roku<span class="_ _3"></span>, 18 grudni<span class="_ _3"></span>a 2025 roku, 18 czerwca 2026 </div><div class="t m0 x96 h15 y434 ff1 fs9 fc0 sc0 ls0 ws0">roku, 18 grudnia 2026 r<span class="_ _3"></span>oku, 18 czerwca <span class="_ _3"></span>2027 roku </div><div class="t m0 x16 h15 y435 ff1 fs9 fc0 sc0 ls0 ws0">Oprocento<span class="_ _3"></span>wanie </div><div class="t m0 x96 h15 y436 ff1 fs9 fc0 sc0 ls0 ws0">zmienne WIBOR 6M <span class="_ _3"></span>+ marża 3,85 % (marża je<span class="_ _3"></span>st zmienna w zale<span class="_ _3"></span>żności o<span class="_ _3"></span>d wartości <span class="_ _3"></span>wskaźnika dźwigni </div><div class="t m0 x96 h15 y393 ff1 fs9 fc0 sc0 ls0 ws0">finansowej <span class="_ _3"></span>i może wynosić o<span class="_ _3"></span>d 3,85 – 4,35% w skali r<span class="_ _3"></span>oku) </div><div class="t m0 x16 h15 y437 ff1 fs9 fc0 sc0 ls0 ws0">Rynki Catal<span class="_ _3"></span>yst <span class="_ _da"> </span>ASO GPW  </div><div class="t m0 xc h2 y438 ff1 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">28</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1d"> </span>dniu  11 <span class="_ _1d"> </span>stycznia <span class="_ _1d"> </span>2024 <span class="_ _1d"> </span>roku <span class="_ _15"> </span>Emitent  podjął<span class="_ _0"></span> <span class="_ _1d"> </span>decyzję <span class="_ _1d"> </span>o <span class="_ _1d"> </span>zamiarze <span class="_ _1d"> </span>przeprowadzenia <span class="_ _1d"> </span>w <span class="_ _1d"> </span>dniu <span class="_ _1d"> </span>2 <span class="_ _1d"> </span>lutego <span class="_ _1d"> </span>2024 <span class="_ _1d"> </span>roku <span class="_ _1d"> </span>przedtermi<span class="_ _0"></span>nowego </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">całościowego <span class="_ _18"> </span>w<span class="_ _0"></span>ykupu <span class="_ _18"> </span>na <span class="_ _18"> </span>żądanie  Emite<span class="_ _3"></span>nta <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>s<span class="_ _0"></span>erii <span class="_ _18"> </span>I <span class="_ _1"> </span>o <span class="_ _18"> </span>ł<span class="_ _0"></span>ącznej <span class="_ _18"> </span>wartości <span class="_ _1"> </span>nominalnej <span class="_ _18"> </span>50 000 <span class="_ _1"> </span>tys. <span class="_ _18"> </span>PL<span class="_ _0"></span>N. <span class="_ _18"> </span>Spółka <span class="_ _1"> </span>była <span class="_ _18"> </span>uprawniona <span class="_ _18"> </span>do </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">przeprowadzenia <span class="_ _18"> </span>przedterminow<span class="_ _0"></span>ego <span class="_ _18"> </span>wykupu <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>na <span class="_ _18"></span>żądanie <span class="_ _18"> </span>własne <span class="_ _18"> </span>zgodnie <span class="_ _18"> </span>z <span class="_ _18"> </span>pkt <span class="_ _18"> </span>13 <span class="_ _18"> </span>Warunków <span class="_ _18"> </span>Em<span class="_ _0"></span>isji <span class="_ _18"> </span>Obligacji <span class="_ _18"> </span>serii <span class="_ _18"> </span>I. <span class="_ _18"> </span>Obligacje </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">podlegały spłacie <span class="_ _7"></span>w wyniku reali<span class="_ _3"></span>zacji ww. opcji <span class="_ _3"></span>w <span class="_ _3"></span>kwocie stan<span class="_ _3"></span>owiącej su<span class="_ _3"></span>mę wartości <span class="_ _3"></span>nominalnej jednej <span class="_ _7"></span>o<span class="_ _0"></span>bligacji (1 tys. <span class="_ _7"></span>PL<span class="_ _0"></span>N) oraz <span class="_ _3"></span>dodatkowej </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">premii w wysokości 0,50% wartości nominalnej je<span class="_ _3"></span>dnej obligacji (5,00 PL<span class="_ _0"></span>N). Dodatkowo obligatariu<span class="_ _3"></span>szom wypłacony został należny do dnia 22 </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">lutego <span class="_ _1a"></span>2024 <span class="_ _1b"></span>roku <span class="_ _1a"></span>k<span class="_ _0"></span>upon <span class="_ _1a"></span>za <span class="_ _1b"></span>5 <span class="_ _1b"></span>okres <span class="_ _1a"></span>odsetkowy <span class="_ _1b"></span>w <span class="_ _1b"></span>wysokości <span class="_ _1a"></span>28,40 <span class="_ _1b"></span>PLN <span class="_ _1b"></span>na <span class="_ _1a"></span>jedną <span class="_ _1a"></span>o<span class="_ _0"></span>bligację. <span class="_ _1a"></span>Dniem <span class="_ _1b"></span>Ustalenia <span class="_ _1a"></span>Praw <span class="_ _1b"></span>dla <span class="_ _1b"></span>przedterminowego </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">wykupu <span class="_ _14"></span>obligacji <span class="_ _14"></span>był <span class="_ _1a"></span>dzień <span class="_ _14"></span>2<span class="_ _0"></span>5 <span class="_ _14"></span>stycznia <span class="_ _1a"></span>2024 <span class="_ _14"></span>roku. <span class="_ _14"></span>Przedt<span class="_ _0"></span>erminowy <span class="_ _1a"></span>wykup <span class="_ _14"></span>obligacji <span class="_ _14"></span>zrealizo<span class="_ _0"></span>wany <span class="_ _14"></span>zo<span class="_ _0"></span>stał <span class="_ _14"></span>za <span class="_ _1a"></span>pośrednictwem <span class="_ _14"></span>KDPW, <span class="_ _14"></span>zg<span class="_ _0"></span>odnie </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">z regulacjami obowiązującymi w ramach KDPW. </div><div class="t m0 xc h13 y439 ff1 fs3 fc3 sc0 ls0 ws0">2.6.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o udzielonych por<span class="_ _0"></span>ęczeniach i gwarancjach, w tym udzielonym podm<span class="_ _0"></span>iotom powiązanym </div><div class="t m0 x14 h13 y43a ff1 fs3 fc3 sc0 ls0 ws0">emitenta </div><div class="t m0 xc h2 y43b ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>20 <span class="_ _14"></span>k<span class="_ _0"></span>wietnia <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>Spół<span class="_ _0"></span>ka <span class="_ _14"></span>Lok<span class="_ _0"></span>um <span class="_ _14"></span>Deweloper <span class="_ _14"></span>S.A. <span class="_ _14"></span>nieodwo<span class="_ _0"></span>łalnie <span class="_ _14"></span>i <span class="_ _14"></span>bezwarunkowo <span class="_ _1a"></span>poręczyła <span class="_ _14"></span>za <span class="_ _1a"></span>zobowiązania <span class="_ _14"></span>spółki <span class="_ _14"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>13, </div><div class="t m0 xc h2 y43c ff1 fs0 fc0 sc0 ls0 ws0">w związku  z  realizacją <span class="_ _1"> </span>przez  tę  sp<span class="_ _3"></span>ółkę  zobowiązań  dotyczących  współpracy  i <span class="_ _1"> </span>ponoszenia  kosztów  budowy  drogi <span class="_ _1"> </span>i  innych <span class="_ _1"> </span>zobo<span class="_ _0"></span>wiązań </div><div class="t m0 xc h2 y43d ff1 fs0 fc0 sc0 ls0 ws0">wynikających <span class="_ _0"></span>z <span class="_ _14"></span>realizacji <span class="_ _0"></span>umo<span class="_ _0"></span>wy <span class="_ _0"></span>o <span class="_ _14"></span>zastępstwo <span class="_ _0"></span>inwestycyjne <span class="_ _14"></span>w <span class="_ _0"></span>rea<span class="_ _0"></span>lizacji <span class="_ _0"></span>inwestycji <span class="_ _14"></span>drogowej. <span class="_ _14"></span>Poręczenie <span class="_ _0"></span>ustalone <span class="_ _14"></span>zostało<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>okres <span class="_ _14"></span>od <span class="_ _0"></span>dnia </div><div class="t m0 xc h2 y43e ff1 fs0 fc0 sc0 ls0 ws0">zawarcia <span class="_ _14"></span>umowy <span class="_ _0"></span>do <span class="_ _0"></span>czasu <span class="_ _0"></span>pełnego<span class="_ _0"></span> <span class="_ _0"></span>wykonania <span class="_ _14"></span>przez <span class="_ _0"></span>Lokum <span class="_ _14"></span>13 <span class="_ _0"></span>zobowiązań <span class="_ _0"></span>określonych <span class="_ _14"></span>w <span class="_ _0"></span>porozumieniu, <span class="_ _0"></span>jednak <span class="_ _0"></span>n<span class="_ _0"></span>ie <span class="_ _0"></span>później <span class="_ _0"></span>niż <span class="_ _14"></span>do <span class="_ _0"></span>dnia <span class="_ _14"></span>31 </div><div class="t m0 xc h2 y43f ff1 fs0 fc0 sc0 ls0 ws0">grudnia 2025 roku. </div><div class="t m0 xc h2 y440 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y441 ff1 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>30 czerwc<span class="_ _0"></span>a 2023 <span class="_ _0"></span>roku Lo<span class="_ _0"></span>kum 8 do<span class="_ _0"></span>konała <span class="_ _0"></span>całkowitej <span class="_ _0"></span>spłaty kredytu <span class="_ _0"></span>zaciągniętego <span class="_ _0"></span>na realizac<span class="_ _0"></span>ję inwestycji L<span class="_ _0"></span>okum Vista <span class="_ _0"></span>etap II<span class="_ _0"></span>Ib w<span class="_ _0"></span>raz </div><div class="t m0 xc h2 y442 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1c"> </span>zamknięciem <span class="_ _1c"> </span>rachunku <span class="_ _1c"> </span>kredy<span class="_ _0"></span>towego, <span class="_ _1c"> </span>co <span class="_ _8d"> </span>skutkowało <span class="_ _1c"> </span>rozwiązaniem <span class="_ _1c"> </span>umowy <span class="_ _1c"> </span>kredytowej <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>roz<span class="_ _0"></span>poczęciem <span class="_ _1c"> </span>procedury <span class="_ _1c"> </span>zwalniania </div><div class="t m0 xc h2 y443 ff1 fs0 fc0 sc0 ls0 ws0">zabezpieczeń. </div><div class="t m0 xc h2 y444 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y445 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>28 <span class="_ _0"></span>l<span class="_ _0"></span>ipca <span class="_ _0"></span>2023 <span class="_ _14"></span>roku <span class="_ _0"></span>Spół<span class="_ _0"></span>ka <span class="_ _0"></span>Lok<span class="_ _0"></span>um <span class="_ _0"></span>Deweloper <span class="_ _0"></span>S.A. <span class="_ _0"></span>u<span class="_ _0"></span>dzieliła <span class="_ _0"></span>poręczenia <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _0"></span>zobow<span class="_ _0"></span>iązania <span class="_ _0"></span>spółki <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _0"></span>8 <span class="_ _14"></span>wynikające <span class="_ _0"></span>z <span class="_ _14"></span>przedwstępnej </div><div class="t m0 xc h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _1b"></span>sprzedaży <span class="_ _1b"></span>przez <span class="_ _1b"></span>Lokum <span class="_ _1b"></span>8 <span class="_ _18"></span>nieru<span class="_ _3"></span>chomości <span class="_ _1b"></span>położo<span class="_ _0"></span>nej <span class="_ _1b"></span>przy <span class="_ _1a"></span>ul. <span class="_ _18"></span>Walerego <span class="_ _1a"></span>Sławka <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>Krakowie. <span class="_ _1b"></span>Umowa <span class="_ _1b"></span>miała <span class="_ _18"> </span>na <span class="_ _1a"></span>celu <span class="_ _1a"></span>za<span class="_ _0"></span>bezpieczenie </div><div class="t m0 xc h2 y446 ff1 fs0 fc0 sc0 ls0 ws0">roszczenia <span class="_ _dc"> </span>wierzyciela/kupującego <span class="_ _dc"> </span>o <span class="_ _dc"> </span>zapłatę <span class="_ _dc"> </span>(zwrot) <span class="_ _dc"> </span>zadatku <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>za<span class="_ _0"></span>płaty <span class="_ _1f"> </span>kw<span class="_ _0"></span>oty <span class="_ _dc"> </span>zadatku <span class="_ _dc"> </span>w <span class="_ _dc"> </span>podwójnej <span class="_ _dc"> </span>wysokości <span class="_ _dc"> </span>na <span class="_ _dc"> </span>rzecz </div><div class="t m0 xc h2 y447 ff1 fs0 fc0 sc0 ls0 ws0">wierzyciela/kupującego. <span class="_ _0"></span>Odpow<span class="_ _0"></span>iedzialność po<span class="_ _0"></span>ręczyciela <span class="_ _0"></span>zo<span class="_ _0"></span>stała <span class="_ _0"></span>ograniczona <span class="_ _0"></span>do<span class="_ _0"></span> <span class="_ _0"></span>kwoty <span class="_ _14"></span>42 000 tys. <span class="_ _0"></span>PLN. <span class="_ _14"></span>W <span class="_ _0"></span>dniu <span class="_ _0"></span>21 <span class="_ _0"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _0"></span>roku, <span class="_ _14"></span>wraz </div><div class="t m0 xc h2 y448 ff1 fs0 fc0 sc0 ls0 ws0">z zawarciem <span class="_ _14"></span>umowy <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>poł<span class="_ _0"></span>ożonej <span class="_ _0"></span>przy <span class="_ _0"></span>ul. <span class="_ _0"></span>Walerego <span class="_ _14"></span>Sławka <span class="_ _0"></span>w <span class="_ _0"></span>Krakow<span class="_ _0"></span>ie, <span class="_ _0"></span>wygasło <span class="_ _0"></span>poręczenie <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>spółki </div><div class="t m0 xc h2 y3b4 ff1 fs0 fc0 sc0 ls0 ws0">Lokum 8 wynikające z przedwstępnej umowy sprzedaży. </div><div class="t m0 xc h2 y449 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y44a ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>31 <span class="_ _14"></span>lipca <span class="_ _14"></span>2<span class="_ _0"></span>023 <span class="_ _14"></span>roku <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>15 <span class="_ _14"></span>dokonał<span class="_ _0"></span>a <span class="_ _14"></span>całkowitej <span class="_ _14"></span>spłaty <span class="_ _14"></span>kredytu <span class="_ _14"></span>zaciągniętego<span class="_ _0"></span> <span class="_ _14"></span>na <span class="_ _14"></span>realiza<span class="_ _0"></span>cję <span class="_ _14"></span>inwestycji <span class="_ _14"></span>Lok<span class="_ _0"></span>um <span class="_ _14"></span>Verde <span class="_ _14"></span>etap <span class="_ _14"></span>III<span class="_ _0"></span> <span class="_ _14"></span>wraz </div><div class="t m0 xc h2 y44b ff1 fs0 fc0 sc0 ls0 ws0">z zamknięciem <span class="_ _8d"> </span>rachunku <span class="_ _8d"> </span>kredyt<span class="_ _0"></span>owego, <span class="_ _8d"> </span>c<span class="_ _0"></span>o <span class="_ _8d"> </span>skutkowało <span class="_ _8d"> </span>rozwiązaniem <span class="_ _8d"> </span>umo<span class="_ _0"></span>wy <span class="_ _8d"> </span>kredytowej <span class="_ _8d"> </span>ora<span class="_ _0"></span>z <span class="_ _8d"> </span>rozpoczęc<span class="_ _0"></span>iem <span class="_ _1c"> </span>proc<span class="_ _0"></span>edury <span class="_ _1c"> </span>zw<span class="_ _0"></span>alniania </div><div class="t m0 xc h2 y44c ff1 fs0 fc0 sc0 ls0 ws0">zabezpieczeń. </div><div class="t m0 xc h2 y44d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y44e ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>dniu <span class="_ _1b"></span>11 <span class="_ _1a"></span>sierpnia <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku <span class="_ _1a"></span>Lokum <span class="_ _1b"></span>la <span class="_ _1b"></span>Vida <span class="_ _1a"></span>zawarła <span class="_ _1b"></span>umowę <span class="_ _1a"></span>o <span class="_ _1a"></span>k<span class="_ _0"></span>redyt <span class="_ _1a"></span>nieodnawialny <span class="_ _1a"></span>na <span class="_ _1b"></span>finansow<span class="_ _0"></span>anie <span class="_ _1a"></span>przedsięwzięcia <span class="_ _1b"></span>deweloperskiego </div><div class="t m0 xc h2 y44f ff1 fs0 fc0 sc0 ls0 ws0">z Alior <span class="_ _0"></span>Bank <span class="_ _0"></span>Spół<span class="_ _0"></span>ka <span class="_ _0"></span>Akcyjna <span class="_ _0"></span>z <span class="_ _14"></span>siedzibą <span class="_ _0"></span>w <span class="_ _14"></span>Warszawie, <span class="_ _0"></span>na <span class="_ _14"></span>mocy której <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _0"></span>la <span class="_ _0"></span>Vi<span class="_ _0"></span>da <span class="_ _0"></span>otrzymała <span class="_ _0"></span>do <span class="_ _14"></span>dysp<span class="_ _3"></span>ozycji <span class="_ _14"></span>kredyt <span class="_ _0"></span>w <span class="_ _0"></span>wy<span class="_ _0"></span>sokości <span class="_ _0"></span>48 504 tys. </div><div class="t m0 xc h2 y450 ff1 fs0 fc0 sc0 ls0 ws0">PLN <span class="_ _1a"></span>z <span class="_ _14"></span>przeznaczeniem <span class="_ _14"></span>na <span class="_ _1a"></span>finansow<span class="_ _0"></span>anie <span class="_ _14"></span>i <span class="_ _1a"></span>refinansowanie <span class="_ _14"></span>nakładów <span class="_ _1a"></span>związanych <span class="_ _1a"></span>z <span class="_ _14"></span>realizacją <span class="_ _1a"></span>projektu <span class="_ _14"></span>deweloperskiego <span class="_ _1a"></span>&quot;Lokum <span class="_ _1a"></span>la <span class="_ _14"></span>Vida&quot; <span class="_ _1a"></span>we </div><div class="t m0 xc h2 y451 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _18"> </span>przy <span class="_ _1b"></span>ul. <span class="_ _18"> </span>Lothara <span class="_ _18"> </span>Herbsta <span class="_ _1b"></span>- <span class="_ _18"> </span>I <span class="_ _18"> </span>etap <span class="_ _1b"></span>obejmujący <span class="_ _18"> </span>budowę <span class="_ _18"> </span>dwóch <span class="_ _18"></span>budynków <span class="_ _1b"></span>mieszkalnych, <span class="_ _18"> </span>oznaczonych <span class="_ _18"> </span>numerami <span class="_ _1b"></span>1 <span class="_ _18"> </span>i <span class="_ _18"> </span>2. <span class="_ _1b"></span>Kredyt </div><div class="t m0 xc h2 y452 ff1 fs0 fc0 sc0 ls0 ws0">udzielony <span class="_ _1b"></span>jes<span class="_ _0"></span>t <span class="_ _18"></span>na <span class="_ _1b"></span>okres <span class="_ _18"> </span>35 <span class="_ _18"> </span>miesięcy, <span class="_ _18"> </span>do <span class="_ _1b"></span>dnia <span class="_ _18"> </span>15 <span class="_ _18"> </span>czerwca <span class="_ _18"></span>2026 <span class="_ _1b"></span>roku. <span class="_ _18"> </span>Kredyt <span class="_ _1b"></span>wypła<span class="_ _0"></span>cany <span class="_ _18"> </span>będzie<span class="_ _3"></span> <span class="_ _18"> </span>w <span class="_ _18"></span>walucie <span class="_ _1b"></span>polskiej <span class="_ _18"> </span>i <span class="_ _1b"></span>jest <span class="_ _18"> </span>oprocentow<span class="_ _0"></span>any </div><div class="t m0 xc h2 y453 ff1 fs0 fc0 sc0 ls0 ws0">w stosunku rocznym, <span class="_ _3"></span>według <span class="_ _7"></span>zm<span class="_ _0"></span>iennej stopy pr<span class="_ _3"></span>ocentowej równej wysokości <span class="_ _3"></span>stawki <span class="_ _7"></span>r<span class="_ _0"></span>eferencyjnej (WIBOR 3M) <span class="_ _3"></span>powiększonej <span class="_ _3"></span>o <span class="_ _3"></span>marżę b<span class="_ _3"></span>anku. </div><div class="t m0 xc h2 y19a ff1 fs0 fc0 sc0 ls0 ws0">W związku z podpisaniem umowy ustanowione zostały w szc<span class="_ _0"></span>zególności następujące zabezpieczenia: </div><div class="t m0 x15 h2 y454 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka <span class="_ _1a"></span>umow<span class="_ _0"></span>na <span class="_ _1a"></span>do <span class="_ _1b"></span>kwoty <span class="_ _1b"></span>72 757 tys. <span class="_ _1b"></span>PLN <span class="_ _1b"></span>wpisana <span class="_ _1b"></span>na <span class="_ _1a"></span>pi<span class="_ _0"></span>erwszym <span class="_ _1a"></span>m<span class="_ _0"></span>iejscu <span class="_ _1a"></span>na <span class="_ _1b"></span>rzecz <span class="_ _1b"></span>banku, <span class="_ _1a"></span>u<span class="_ _0"></span>stanowio<span class="_ _0"></span>na <span class="_ _1a"></span>na <span class="_ _1a"></span>prawi<span class="_ _0"></span>e <span class="_ _1a"></span>własnośc<span class="_ _0"></span>i </span></span></div><div class="t m0 x1f h2 y455 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości położonej we Wrocła<span class="_ _0"></span>wiu przy ul. Lothara Herbsta,  </div><div class="t m0 x15 h2 y456 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy  zastaw  re<span class="_ _3"></span>jestrowy  na  r<span class="_ _3"></span>zecz  banku  na <span class="_ _1"> </span>wierzytelnościach  z  Mi<span class="_ _3"></span>eszkaniowego  Rachunku <span class="_ _1"> </span>Powierniczego,  prowadzonego </span></span></div><div class="t m0 x1f h2 y457 ff1 fs0 fc0 sc0 ls0 ws0">w banku dla inwestycji, </div><div class="t m0 x15 h2 y458 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum la Vida w<span class="_ _0"></span>raz z deklaracją wekslową, poręczony przez Emitenta. </span></span></div><div class="t m0 xc h2 y459 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y45a ff1 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>15 września<span class="_ _0"></span> 2023 rok<span class="_ _0"></span>u Lo<span class="_ _0"></span>kum 4 <span class="_ _0"></span>dokonała <span class="_ _0"></span>całkow<span class="_ _0"></span>itej spłaty kredyt<span class="_ _0"></span>u zaciągniętego <span class="_ _0"></span>na realiza<span class="_ _0"></span>cję inwestycji L<span class="_ _0"></span>okum Po<span class="_ _0"></span>rto – <span class="_ _0"></span>budynki K,<span class="_ _0"></span> </div><div class="t m0 xc h2 y45b ff1 fs0 fc0 sc0 ls0 ws0">L, M, <span class="_ _7"></span>N, O, <span class="_ _3"></span>P <span class="_ _3"></span>we <span class="_ _3"></span>Wrocławiu <span class="_ _3"></span>przy <span class="_ _3"></span>ul. <span class="_ _3"></span>Gnieźnieńskiej <span class="_ _7"></span>6-8 (obecnie <span class="_ _3"></span>przy ulicy <span class="_ _7"></span>Dł<span class="_ _0"></span>ugiej) <span class="_ _3"></span>wraz z <span class="_ _7"></span>zamknięciem rachunku <span class="_ _7"></span>kredytow<span class="_ _0"></span>ego, co <span class="_ _3"></span>skutkowało </div><div class="t m0 xc h2 y45c ff1 fs0 fc0 sc0 ls0 ws0">rozwiązaniem umowy kredytow<span class="_ _0"></span>ej oraz rozpoczęciem procedury zwalniania zabezpieczeń. </div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">29</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>30 <span class="_ _14"></span>listopada <span class="_ _14"></span>2023 <span class="_ _0"></span>ro<span class="_ _0"></span>ku <span class="_ _0"></span>S<span class="_ _0"></span>półka <span class="_ _14"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _0"></span>S.A. <span class="_ _14"></span>poręczyła<span class="_ _0"></span> <span class="_ _14"></span>za <span class="_ _0"></span>zobow<span class="_ _0"></span>iązania <span class="_ _0"></span>Spółki <span class="_ _14"></span>Lokum <span class="_ _0"></span>4 <span class="_ _14"></span>na <span class="_ _14"></span>rzecz <span class="_ _14"></span>Keller <span class="_ _14"></span>– <span class="_ _0"></span>Po<span class="_ _0"></span>lska <span class="_ _0"></span>sp.<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _14"></span>o<span class="_ _0"></span>.o. </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">z tytułu <span class="_ _3"></span>zapłaty <span class="_ _7"></span>wynagrodzenia <span class="_ _3"></span>za <span class="_ _3"></span>kontrakt <span class="_ _7"></span>na zaprojektowanie <span class="_ _7"></span>i <span class="_ _7"></span>w<span class="_ _0"></span>ykonanie <span class="_ _7"></span>tymczasowego zabezp<span class="_ _3"></span>ieczenia <span class="_ _7"></span>głębokiego wykopu <span class="_ _7"></span>oraz <span class="_ _3"></span>pełnienia </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">nadzoru <span class="_ _0"></span>autorskiego <span class="_ _14"></span>w <span class="_ _0"></span>ww. <span class="_ _0"></span>zakresie, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>związk<span class="_ _0"></span>u <span class="_ _0"></span>z <span class="_ _0"></span>realizacją <span class="_ _0"></span>inwestycji <span class="_ _14"></span>mieszkaniowej <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>Porto <span class="_ _0"></span>– <span class="_ _0"></span>budynki <span class="_ _0"></span>E, <span class="_ _14"></span>F, <span class="_ _0"></span>G,<span class="_ _0"></span> H<span class="_ _0"></span> <span class="_ _0"></span>we <span class="_ _0"></span>Wro<span class="_ _0"></span>cławiu przy </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">ul. Gnieźnieńskiej/Długiej. <span class="_ _0"></span>Poręczyc<span class="_ _0"></span>iel poręczył <span class="_ _0"></span>do kwot<span class="_ _0"></span>y 2 711 tys. <span class="_ _0"></span>PLN. <span class="_ _0"></span>Poręczenie został<span class="_ _0"></span>o udzielone na ok<span class="_ _0"></span>res od <span class="_ _0"></span>dnia za<span class="_ _0"></span>warcia um<span class="_ _0"></span>owy <span class="_ _0"></span>do </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">dnia 30 czerwca 2024 roku. </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>20 <span class="_ _1a"></span>grudnia <span class="_ _1a"></span>2023 <span class="_ _14"></span>roku <span class="_ _1a"></span>Lokum <span class="_ _14"></span>4 <span class="_ _14"></span>za<span class="_ _0"></span>warła <span class="_ _1a"></span>umowę <span class="_ _14"></span>o <span class="_ _1a"></span>kredyt <span class="_ _1a"></span>nieodnawialny <span class="_ _14"></span>na <span class="_ _14"></span>fina<span class="_ _0"></span>nsowanie <span class="_ _14"></span>przedsięwzięcia <span class="_ _14"></span>d<span class="_ _0"></span>eweloperskiego <span class="_ _1a"></span>z <span class="_ _14"></span>Alior </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Bank <span class="_ _1"> </span>Spółka  Akcyjna  z <span class="_ _18"> </span>siedzibą<span class="_ _0"></span>  w <span class="_ _18"> </span>W<span class="_ _0"></span>arszawie,  na <span class="_ _18"> </span>mo<span class="_ _0"></span>cy  której <span class="_ _1"> </span>Lokum  4 <span class="_ _1"> </span>otrzymała  do  dysp<span class="_ _3"></span>ozycji  kred<span class="_ _3"></span>yt  w <span class="_ _1"> </span>wysokości  98 578 tys. <span class="_ _1"> </span>PLN </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">z przeznaczeniem <span class="_ _1d"> </span>na <span class="_ _1d"> </span>finansow<span class="_ _0"></span>anie <span class="_ _1d"> </span>i <span class="_ _1d"> </span>refinan<span class="_ _0"></span>sowanie <span class="_ _1d"> </span>nakładów <span class="_ _15"> </span>związanych <span class="_ _15"> </span>z <span class="_ _1d"> </span>realizacją <span class="_ _15"> </span>projektu <span class="_ _1d"> </span>deweloperskiego <span class="_ _1d"> </span>&quot;L<span class="_ _0"></span>okum <span class="_ _1d"> </span>Po<span class="_ _0"></span>rto&quot; <span class="_ _15"> </span>we </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu przy <span class="_ _7"></span>ul. Długiej <span class="_ _7"></span>nr 57G, <span class="_ _3"></span>57H, <span class="_ _3"></span>57J, <span class="_ _3"></span>57K, 5<span class="_ _3"></span>7L <span class="_ _7"></span>obejmujący budowę <span class="_ _3"></span>czterech <span class="_ _3"></span>budynków <span class="_ _3"></span>mieszkalnych <span class="_ _3"></span>z us<span class="_ _3"></span>ługami, oznaczonych <span class="_ _7"></span>literami </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">E, <span class="_ _1b"></span>F, <span class="_ _1b"></span>G, <span class="_ _1b"></span>H. <span class="_ _1b"></span>Kredyt <span class="_ _1b"></span>udzielony <span class="_ _1b"></span>jest <span class="_ _1b"></span>na <span class="_ _1b"></span>okres <span class="_ _1b"></span>36 <span class="_ _1b"></span>miesięcy, <span class="_ _1b"></span>do <span class="_ _18"></span>dnia <span class="_ _1a"></span>15 <span class="_ _1b"></span>grudnia <span class="_ _1b"></span>2026 <span class="_ _1b"></span>ro<span class="_ _0"></span>ku. <span class="_ _1a"></span>Kredyt <span class="_ _1b"></span>wy<span class="_ _0"></span>płacany <span class="_ _1b"></span>będzie <span class="_ _1b"></span>w <span class="_ _1b"></span>walucie <span class="_ _1b"></span>polskiej <span class="_ _18"></span>i jest </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">oprocentowany w <span class="_ _7"></span>stosunku rocznym, <span class="_ _3"></span>według <span class="_ _3"></span>zmiennej <span class="_ _7"></span>stopy procentowej równej <span class="_ _7"></span>wysokości stawki <span class="_ _3"></span>refe<span class="_ _3"></span>rencyjnej (WIBOR <span class="_ _3"></span>3M) <span class="_ _3"></span>powiększonej<span class="_ _3"></span> </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">o marżę banku. W związku z podpisaniem umowy ustanowione zostały<span class="_ _0"></span> w szczególności następujące zabezpieczenia: </div><div class="t m0 x15 h2 y1bb ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka umowna łączna do kwoty 147 868 tys. PLN wpisana na pi<span class="_ _0"></span>erwszym miejscu na rzecz banku, ustanowiona na:  </span></span></div><div class="t m0 x77 h2 y45d ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _b3"> </span></span>prawie <span class="_ _1b"></span>własności <span class="_ _1b"></span>nieruchomości <span class="_ _18"> </span>położonej <span class="_ _1a"></span>w<span class="_ _0"></span>e <span class="_ _1b"></span>Wrocławiu <span class="_ _1a"></span>przy <span class="_ _18"> </span>ul. <span class="_ _1a"></span>Długiej <span class="_ _1b"></span>57G, <span class="_ _1b"></span>57H<span class="_ _0"></span>, <span class="_ _1b"></span>57J, <span class="_ _1b"></span>57K, <span class="_ _1b"></span>57L <span class="_ _1b"></span>wraz <span class="_ _1b"></span>z <span class="_ _1b"></span>wła<span class="_ _0"></span>snością </div><div class="t m0 x78 h2 y145 ff1 fs0 fc0 sc0 ls0 ws0">budynków, które stanowić będą o<span class="_ _0"></span>drębną nieruchomość,  </div><div class="t m0 x77 h2 y45e ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _b3"> </span></span>udziale pr<span class="_ _3"></span>zysługującym Lokum <span class="_ _3"></span>4 w <span class="_ _7"></span>nieruchomo<span class="_ _0"></span>ści zlokalizowanej <span class="_ _3"></span>we <span class="_ _3"></span>Wrocławiu, obręb <span class="_ _7"></span>St<span class="_ _0"></span>are Miasto, <span class="_ _3"></span>obejmującej d<span class="_ _3"></span>ziałki </div><div class="t m0 x78 h2 y45f ff1 fs0 fc0 sc0 ls0 ws0">nr 12/3, 12/6, 12/7 na dzień zawarcia umowy kredytow<span class="_ _0"></span>ej, </div><div class="t m0 x15 h2 y460 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy <span class="_ _18"> </span>zastaw<span class="_ _0"></span> <span class="_ _18"> </span>rejestrowy <span class="_ _1"> </span>na <span class="_ _18"> </span>rzecz <span class="_ _18"> </span>banku <span class="_ _18"> </span>na <span class="_ _1"> </span>wierzytelnościach<span class="_ _0"></span> <span class="_ _18"> </span>z  Mie<span class="_ _3"></span>szkaniowych <span class="_ _18"> </span>Rachunków<span class="_ _0"></span> <span class="_ _18"> </span>Powierniczych, <span class="_ _1"> </span>prowadzonych </span></span></div><div class="t m0 x1f h2 y94 ff1 fs0 fc0 sc0 ls0 ws0">w banku dla inwestycji, </div><div class="t m0 x15 h2 y461 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum 4 wraz z <span class="_ _0"></span>deklaracją wekslową, poręczo<span class="_ _0"></span>ny przez Emitenta. </span></span></div><div class="t m0 xc h2 y462 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y463 ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym </div><div class="t m0 xc h2 y464 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y465 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _14"></span>18 <span class="_ _14"></span>stycznia<span class="_ _0"></span> <span class="_ _0"></span>20<span class="_ _0"></span>24 <span class="_ _14"></span>roku <span class="_ _14"></span>Spółka <span class="_ _14"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>Deweloper <span class="_ _14"></span>nieodwołalnie <span class="_ _14"></span>i <span class="_ _14"></span>bezwarunkowo<span class="_ _0"></span> <span class="_ _14"></span>poręczyła <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _14"></span>zobowiązania <span class="_ _0"></span>spół<span class="_ _0"></span>ki <span class="_ _0"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>Góralska </div><div class="t m0 xc h2 yc4 ff1 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _1b"></span>zapłaty <span class="_ _1a"></span>ceny <span class="_ _1b"></span>sprzedaży <span class="_ _1b"></span>i <span class="_ _1a"></span>w<span class="_ _0"></span>ynikające <span class="_ _1a"></span>z <span class="_ _1b"></span>zaw<span class="_ _0"></span>artej <span class="_ _1a"></span>w <span class="_ _1b"></span>dniu <span class="_ _1a"></span>20 <span class="_ _1b"></span>grudnia <span class="_ _1b"></span>2023 <span class="_ _1a"></span>ro<span class="_ _0"></span>ku <span class="_ _1a"></span>między <span class="_ _1b"></span>Lok<span class="_ _0"></span>um <span class="_ _1a"></span>Góralska <span class="_ _1b"></span>a <span class="_ _1a"></span>L<span class="_ _0"></span>okum <span class="_ _1a"></span>Dewelo<span class="_ _0"></span>per <span class="_ _1a"></span>FIZ </div><div class="t m0 xc h2 y163 ff1 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>nieruchomośc<span class="_ _0"></span>i <span class="_ _0"></span>gruntowych. <span class="_ _14"></span>Poręczenie <span class="_ _0"></span>ustalone <span class="_ _14"></span>zostało <span class="_ _0"></span>na <span class="_ _14"></span>okres <span class="_ _0"></span>od <span class="_ _0"></span>dnia <span class="_ _0"></span>zaw<span class="_ _0"></span>arcia <span class="_ _0"></span>umowy <span class="_ _14"></span>do c<span class="_ _0"></span>zasy <span class="_ _0"></span>pełnego <span class="_ _0"></span>wy<span class="_ _0"></span>konania </div><div class="t m0 xc h2 y466 ff1 fs0 fc0 sc0 ls0 ws0">przez Lokum Góralska zobow<span class="_ _0"></span>iązań <span class="_ _3"></span>określonych w porozumieniu, jednak nie później niż do dnia 31 czerwc<span class="_ _0"></span>a 2026 roku. </div><div class="t m0 xc h2 y467 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2a0 ff1 fs0 fc0 sc0 ls0 ws0">W dniu<span class="_ _3"></span> 22 marca 2<span class="_ _3"></span>024 roku <span class="_ _7"></span>L<span class="_ _0"></span>okum la <span class="_ _3"></span>Vida zawarła <span class="_ _3"></span>umowę o <span class="_ _3"></span>kredyt <span class="_ _3"></span>nieodnawialny n<span class="_ _3"></span>a finansowanie przedsięwzięcia d<span class="_ _3"></span>eweloperskiego z Alior </div><div class="t m0 xc h2 y337 ff1 fs0 fc0 sc0 ls0 ws0">Bank <span class="_ _14"></span>Spółka <span class="_ _1a"></span>Akcyjna <span class="_ _1a"></span>z <span class="_ _1a"></span>siedzibą <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _14"></span>War<span class="_ _0"></span>szawie, <span class="_ _1a"></span>na <span class="_ _14"></span>moc<span class="_ _0"></span>y <span class="_ _14"></span>k<span class="_ _0"></span>tórej <span class="_ _14"></span>L<span class="_ _0"></span>okum <span class="_ _14"></span>la <span class="_ _1a"></span>Vida <span class="_ _14"></span>ot<span class="_ _0"></span>rzymała <span class="_ _1a"></span>do <span class="_ _1a"></span>dyspozycji <span class="_ _1a"></span>kredyt <span class="_ _1a"></span>w <span class="_ _14"></span>w<span class="_ _0"></span>ysokości <span class="_ _1a"></span>73 900 tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N </div><div class="t m0 xc h2 y3be ff1 fs0 fc0 sc0 ls0 ws0">z przeznaczeniem  na <span class="_ _1"> </span>finansowanie  i  refinansowanie  nakładów  związanych  z <span class="_ _1"> </span>realizacją  projektu  de<span class="_ _3"></span>weloperskiego  &quot;Lokum  la  Vida&quot; <span class="_ _1"> </span>we </div><div class="t m0 xc h2 y2a4 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _1a"></span>przy <span class="_ _14"></span>ul. <span class="_ _1a"></span>Lothara <span class="_ _1a"></span>Herbsta <span class="_ _14"></span>- <span class="_ _1a"></span>II <span class="_ _1a"></span>etap <span class="_ _1a"></span>obejmujący <span class="_ _1a"></span>budowę <span class="_ _1a"></span>trzech <span class="_ _14"></span>budynków <span class="_ _1a"></span>mieszkalnych, <span class="_ _1a"></span>oz<span class="_ _0"></span>naczonych <span class="_ _14"></span>numerami <span class="_ _14"></span>3,<span class="_ _0"></span> <span class="_ _14"></span>4 <span class="_ _1a"></span>i <span class="_ _1a"></span>5. <span class="_ _1a"></span>Kredyt </div><div class="t m0 xc h2 y404 ff1 fs0 fc0 sc0 ls0 ws0">udzielony <span class="_ _1b"></span>jest <span class="_ _1b"></span>na <span class="_ _18"> </span>okres <span class="_ _1b"></span>30 <span class="_ _1b"></span>miesięc<span class="_ _0"></span>y, <span class="_ _1b"></span>do <span class="_ _18"> </span>dnia <span class="_ _1b"></span>15 <span class="_ _1b"></span>września <span class="_ _18"></span>2026 <span class="_ _1b"></span>roku. <span class="_ _18"> </span>Kredyt <span class="_ _1a"></span>w<span class="_ _0"></span>ypłacany <span class="_ _1b"></span>będzie <span class="_ _18"></span>w <span class="_ _1a"></span>w<span class="_ _0"></span>alucie <span class="_ _1b"></span>polskiej <span class="_ _1b"></span>i <span class="_ _18"> </span>jest <span class="_ _1b"></span>oprocentowany </div><div class="t m0 xc h2 y1d7 ff1 fs0 fc0 sc0 ls0 ws0">w stosunku rocznym, <span class="_ _3"></span>według <span class="_ _7"></span>zm<span class="_ _0"></span>iennej stopy pr<span class="_ _3"></span>ocentowej równej wysokości <span class="_ _3"></span>stawki <span class="_ _7"></span>r<span class="_ _0"></span>eferencyjnej (WIBOR 3M) <span class="_ _3"></span>powiększonej <span class="_ _3"></span>o <span class="_ _3"></span>marżę b<span class="_ _3"></span>anku. </div><div class="t m0 xc h2 y468 ff1 fs0 fc0 sc0 ls0 ws0">W związku z podpisaniem umowy ustanowione są w szczególności następujące zabezpieczenia:<span class="_ _0"></span> </div><div class="t m0 x15 h2 y1d9 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">hipoteka <span class="_ _14"></span>umowna <span class="_ _1a"></span>do <span class="_ _1a"></span>kwoty <span class="_ _1a"></span>183 607 tys. <span class="_ _14"></span>PL<span class="_ _0"></span>N <span class="_ _14"></span>w<span class="_ _0"></span>pisana <span class="_ _14"></span>na <span class="_ _1a"></span>pierwszym <span class="_ _14"></span>miej<span class="_ _0"></span>scu <span class="_ _14"></span>na <span class="_ _1a"></span>rzecz <span class="_ _1a"></span>banku, <span class="_ _14"></span>ustanow<span class="_ _0"></span>iona <span class="_ _14"></span>na <span class="_ _1a"></span>prawie <span class="_ _1a"></span>własności </span></span></div><div class="t m0 x1f h2 y469 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości położonej <span class="_ _7"></span>w<span class="_ _0"></span>e <span class="_ _3"></span>Wrocławiu przy <span class="_ _7"></span>ul. Lothara <span class="_ _3"></span>Herbsta, <span class="_ _3"></span>(niniejsza h<span class="_ _3"></span>ipoteka stan<span class="_ _3"></span>owi wspólne <span class="_ _7"></span>zabezpieczenie kredytu <span class="_ _3"></span>oraz </div><div class="t m0 x1f h2 y46a ff1 fs0 fc0 sc0 ls0 ws0">umowy kredytowej z dnia 11 sierpnia 2023 roku). </div><div class="t m0 x15 h2 y46b ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">sądowy  zastaw  re<span class="_ _3"></span>jestrowy  na  r<span class="_ _3"></span>zecz  banku  na <span class="_ _1"> </span>wierzytelnościach  z  Mi<span class="_ _3"></span>eszkaniowego  Rachunku <span class="_ _1"> </span>Powierniczego,  prowadzonego </span></span></div><div class="t m0 x1f h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">w banku dla inwestycji,  </div><div class="t m0 x15 h2 y345 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">weksel własny in blanco z wystawienia Lokum la Vida w<span class="_ _0"></span>raz z deklaracją wekslową, poręczony przez Emitenta. </span></span></div><div class="t m0 xc h2 y46d ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi xc y13 we hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">30</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">2.7.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o otrzymanych <span class="_ _0"></span>poręczeniach i gwarancjach, w tym udzielonym p<span class="_ _0"></span>odmiotom </div><div class="t m0 x14 h13 y277 ff1 fs3 fc3 sc0 ls0 ws0">powiązanym Emit<span class="_ _0"></span>enta </div><div class="t m0 xc h2 y46e ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>okresie <span class="_ _1d"> </span>od <span class="_ _15"> </span>1<span class="_ _0"></span> <span class="_ _1d"> </span>styc<span class="_ _0"></span>znia <span class="_ _15"> </span>do <span class="_ _15"> </span>31 <span class="_ _15"> </span>grudnia <span class="_ _1d"> </span>2<span class="_ _0"></span>023 <span class="_ _15"> </span>roku <span class="_ _15"> </span>spółki <span class="_ _15"> </span>Gr<span class="_ _0"></span>upy <span class="_ _1d"> </span>Lo<span class="_ _0"></span>kum <span class="_ _1d"> </span>Dewelop<span class="_ _0"></span>er <span class="_ _1d"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>związku <span class="_ _15"> </span>z <span class="_ _15"> </span>prowadzo<span class="_ _0"></span>nymi <span class="_ _1d"> </span>przedsięw<span class="_ _0"></span>zięciami </div><div class="t m0 xc h2 y46f ff1 fs0 fc0 sc0 ls0 ws0">deweloperskimi otrzymały gwarancje od wyk<span class="_ _0"></span>onawców. </div><div class="t m0 xc h2 y470 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y301 ff1 fs0 fc0 sc0 ls0 ws0">Gwarancje <span class="_ _7"></span>z tytułu <span class="_ _7"></span>należytego wykonania <span class="_ _7"></span>umowy<span class="_ _0"></span>, <span class="_ _3"></span>należytego <span class="_ _7"></span>wykonania kontraktowych <span class="_ _7"></span>zobo<span class="_ _0"></span>wiązań <span class="_ _7"></span>gw<span class="_ _0"></span>arancyjnych, <span class="_ _3"></span>usunięcia <span class="_ _7"></span>wad i<span class="_ _3"></span> <span class="_ _3"></span>usterek </div><div class="t m0 xc h2 y471 ff1 fs0 fc0 sc0 ls0 ws0">otrzymane przez spółki wchodzące w skład Grupy w 2023 roku, przedstawione są w<span class="_ _0"></span> poniższej tabeli:  </div><div class="t m0 xc h11 y472 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y473 ff3 fs9 fc4 sc0 ls0 ws0">Firma <span class="_ _dd"> </span>Rodzaj gwarancji <span class="_ _db"> </span>Kwota gwaranto<span class="_ _3"></span>wana tys. PLN</div><div class="c x34 y28 w1a h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y474 ff1 fs9 fc0 sc0 ls0 ws0">TAH REGULACJA sp. z o. o. <span class="_ _3"></span> <span class="_ _de"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>140</div><div class="c x34 y475 w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y476 ff1 fs9 fc0 sc0 ls0 ws0">FORTEKA Sp. z o.o. Sp. k.<span class="_ _3"></span> <span class="_ _6a"> </span>g<span class="_ _0"></span>warancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>20</div><div class="c x34 y477 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y478 ff1 fs9 fc0 sc0 ls0 ws0">BEL-POL Sp.  z o. o.<span class="_ _3"></span> <span class="_ _7c"> </span>gwarancja banko<span class="_ _3"></span>wa  <span class="_ _e0"> </span>20</div><div class="c x34 y43a w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y479 ff1 fs9 fc0 sc0 ls0 ws0">PJG sp. z o. o.  <span class="_ _e1"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>19</div><div class="c x34 y47a w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y306 ff1 fs9 fc0 sc0 ls0 ws0">KRAKSPRZĘT Sp. z o. o.<span class="_ _3"></span> <span class="_ _e2"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>188</div><div class="c x34 y47b w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y47c ff1 fs9 fc0 sc0 ls0 ws0">MERCOR S. A. <span class="_ _12"> </span>gwarancja bankowa<span class="_ _3"></span>  <span class="_ _e3"> </span>1</div><div class="c x34 y47d w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y47e ff1 fs9 fc0 sc0 ls0 ws0">ALTOM TOMASZ KONOWRO<span class="_ _3"></span>CKI Sp. K. <span class="_ _5e"> </span>gwarancja ubezpieczeniowa<span class="_ _3"></span> <span class="_ _e4"> </span>111</div><div class="c x34 y47f w1a h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y480 ff1 fs9 fc0 sc0 ls0 ws0">ENBUD Sp. z o. o. <span class="_ _e5"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>546</div><div class="c x34 y481 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y482 ff1 fs9 fc0 sc0 ls0 ws0">P.P.H.U KLIMAT S.C.<span class="_ _3"></span> <span class="_ _bb"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>10</div><div class="c x34 y483 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y484 ff1 fs9 fc0 sc0 ls0 ws0">JACEK CHMIELEWSKI TYNK<span class="_ _3"></span>-POL <span class="_ _e6"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>60</div><div class="c x34 y485 w1a h24"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y486 ff1 fs9 fc0 sc0 ls0 ws0">CERMAG CONSTRUCTION <span class="_ _3"></span>Sp. z o. o. <span class="_ _e7"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>30</div><div class="c x34 y487 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y488 ff1 fs9 fc0 sc0 ls0 ws0">INSTAL-SERWIS ROBERT SZ<span class="_ _3"></span>YMCZYK<span class="_ _3"></span> <span class="_ _e8"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>109</div><div class="c x34 y489 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y48a ff1 fs9 fc0 sc0 ls0 ws0">HFB Sp. z o. o. <span class="_ _e1"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>106</div><div class="c x34 y48b w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y48c ff1 fs9 fc0 sc0 ls0 ws0">OKNOPLAST Sp. z o.o.<span class="_ _3"></span> <span class="_ _b9"> </span>g<span class="_ _0"></span>warancja bankowa<span class="_ _3"></span>  <span class="_ _e0"> </span>65</div><div class="c x34 y48d w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3bc ff1 fs9 fc0 sc0 ls0 ws0">BUDRIM sp. z o.o. <span class="_ _e9"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _6a"> </span>179</div><div class="c x34 y48e w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y48f ff1 fs9 fc0 sc0 ls0 ws0">DK-PROF. sp. z o.o. <span class="_ _ea"> </span>gwarancja bankowa<span class="_ _3"></span> <span class="_ _87"> </span>118</div><div class="c x34 y490 w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3be ff1 fs9 fc0 sc0 ls0 ws0">MG Wójcik sp<span class="_ _3"></span>. z o.o. sp. k <span class="_ _eb"> </span>gwarancja ubezpieczeni<span class="_ _3"></span>owa <span class="_ _df"> </span>59</div><div class="c x34 y491 w1e h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3bf ff1 fs9 fc0 sc0 ls0 ws0">Mirosław Chyb Usługi Budo<span class="_ _3"></span>wlane <span class="_ _ec"> </span>gwarancja bankowa<span class="_ _3"></span> <span class="_ _e"> </span>68</div><div class="c x34 y492 w1e h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 y493 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y494 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi xc y13 we hb" alt="" 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e3Qi5rc1i+ecn90zEmbM0+LZiIVHH9sCCGxuLx2/MQ2Z56W+ODD6EzZufF447bJ7VxSNHpUYvmbhSOv2Pp1Tr7zbnSUS2h0UoSsNxVCaHP6qRvO7JxxyE36vHCxs8+oWVweGp3eIIRQ3+hw4swdNVn3RqPXduhFn4352dqrrquf9XSb84fU/GLchrNLb8vxS1t+3cz3FY1zonxJ1hyw5EcffXLCgNiQQfl9euV06tTwyqtRxrQdNjTqh2Rl1dqrro2ur5qsrIpWsnDkD9N1Uffw1Pqyuekl146fWHDiCV/KLqD03sXdYPu+b++Ojzy0+vyL/W7ZqvJp8vCee8/e8JN53Yx37vv7qsx7c+rX399/z/P7d2/Wb71EsmzR+8+9+v6yFVXPv7bh1AXxTkUnHNald499Tul9YNd4h6w0OunKBze3tJOO6FpSXJj1xJeWfHjBmL9kPuzl+4aXFGf/X58zf/zH8ncr05/e/5NzTj7mgKzHZC0q3qlowb3f9f0EANshsbg8mma2YfN6yKD2fXvn9+1dNHpUzbgJicXlay69LLqroH+/tt9peipaXmmPdmNv+mzMz6qHDu/0/FM5RYV5pT2iJUR/NpRGPN5x5vQml7BN27VZ69x42ljWA0IIe7wwO6eoS9RpeT1LE4vLMxssfVaDxqc3qJs2Pdod1GSBZN0bjV7b7wxteOnl6K70vUWjR21TM2z5dTduBxYVth0xbN2kybUT72nyGKSs5RT079f28u9FH9fe+ev6srnrnytrM3BAdCmhtiOGZe5UaXP6qfVlc9c/MbOwtEfDgoU14ybkTp6yx/yynbzjpaB/v8KRP9ydNvH79m5/1x1Z34HkpFKprJtmvLW68Ty31y8/Iprn9qfFVY1Pct3x76/mrV///K8vyYqTrbeiYs33b3s8szcau2VE/2+fdlh6L9CWyyfT8LOO/PHQ44piBQ2J5CHfuifzrsZVU1NXf+glv816+s3DT8pa5oSpL/3q4fnpT6+96NhRF/Tx/QQA2yS5YmU0h22Thumyb3oDPVG+pKF8af2sp/P79Co4/ti8Qw5Jb/KmamrXz5hV0KdX5hyzaDdL5o2pmtr6eS/WP1uWd9CBbU4dmPngaAmZL7fJ9vqjjzW5rZ+1zgV9euXus0/mhni02MYLTO/zCSE0LFiYWPlB5kunn5X5sCbHJ71W0UK2PHr18+Y3vPRywakD80u7Z+6QiZacNXpb/rqkXze6d5P1rKyqL5vT9HBVVtWXzWl45dVUZVWb84cUHH/cJudDa0jUTrw7as7o7WStUvT09Jta97sH2ww+Z5umI26rukcfywqG3Hh857dWi6gdPzHd/BvDeOvOkPGVKJ9VNQ0H/zr7BBr/M+jgaJ7be6vrDr/3tax72735ZqyqMoQQ71T0wt3DtnV+WkMi+fPJc+//26KteXC8U9GD/zG4dP/O21Q+IYSTjuj6+zHfDCF8Z+xf0zuUmqyaxvuFmtyfk7VfaOrY8/r0+Jp/wAAAdmuNy2ePF2Y385wTX6Lo/BPKZ0PEbhIhWzy8pyGZOuUP2df9bVNZGWVPCKHi05rrJj61rWvwh5n/2MrsiV7iyflvb8f7fP61FdOeXxZC+N6gozJvn/5C9tWK5ry2svGLVlVvMvevpq4+a/fU0Yfs7TcFAEAr027sTbtv9oQQiifd44vYdPncPu/DLRzec/njb//zs/rMe+OF+e3e2aRD/jpnWRQYW2lFxZqbJzVxad7SAzrfMqL/LSP6f/PETc5nf9IRXbcwqez5X18S/bn/J+ecdETXrHv/7+Q5IYTjDt13y1XztxffbLzkskUrMj99451NDnMaftaRzsQAANDK5PUs3dxxZbvNtn7XLtE1lAiZZziYt3LtrXOyp4o+emH36Oo9f1pcNXVx9tXB/vpvPT4+cY/h//W/mTeOunNm7x77bM0BPw2J5Pdvy77c8klHdL3mor7pmWOXnnnEL64YcPltf3v+tRXxTkW/u3HQFhaYftGu8Q4nH3NA+XuVZ17/x8zIaUgki2IFpQd0ztxj8/c3P04f6tN4Z07kqYXvDDlpY4Nl7Rc6p9/XfScBALQy7X/+ny1/eE9DIvnRR9FhVKlPP2146eWcziX5xxwdQsgp7pB/1JEtfhRT4cgfrps8ZcP53JVPCGFVTcMl07L3ddx+yv6HxQtDCO+trmt8VoPo3sPiBww/68is6Wrn/fTPW3PAz6vL/5mVGbeM6H/pmUdkPawoVvD7Md984InXBvc7ZJt2rZTu3zkrcj6q+qxrvMO3Tjk0c0fTojcr0uWTtTNnY+PNWXbnqNPSn/5+xuuZ95rqBgDQyhT079eCp89O1dTWPTx1/YxZ0cnZG5mc/ig3Hm8z+KzYoLNb7NXz84pu+onzvIVotltDMvW96W9lzWQ7+YDiy3vtFTZzeM/JBxSPODoeffzTYf2yppZt5QE//3h7k8woPaDzt087bHMPvvTMIxqffvoLnXBoE/MyB/c7JPPTzOltmTtzsibarahYE31QVV1b8WlN5sNMdQMAaGWKrr26ZRbUkKgdP7Gqx5GfjfnZZrJnE8mKinWTJq8+/+LqoZcmV6xskVWIrrlEbgjh9nkfPvNudeate7cr+H/nbciDxof37N2u4H8GHRzNggsh5Ofl3jnqtHinoszH/HXOsgeeeG3Lr71wyUeZn/5wSK8WT4isExiUFLcNIZQUF2aubfm7lTV1G95g5s6cYWcenll06bX9+5sfZy7zvH/p7tsIAKA1yetZ2iK7XBLlSz45tn/WqaW3Un3Z3E9OGFA7fmLzVyOnqNDRPiGa7VaxaGnJgjcyby3uWNQmd8Oss9ULFpUs3uT4nw4dC4u+d2jmLW0LY1VHHl1V25B5Y1XxhkmK762uu+rJd/98Qbd0LKXrKPPTLvH2Lfvennnl3cydMyGEolhB9MF3Tj8882o8b7yzqk+Pr2XtzDn0wD1P63tQ+hTY6UN9nnv1/cxlZp0yoWWlamqrehzp2xQAIFPn95ft0OW3HXpR8xey/unZ6YvwbreacRMSy99sP/72Zh5xFLtk6PYFWGsrn/++7F+ee/mdzI3+ytU11018Kjqy5bejzzjj+j9m3lu1uvby2/4WXR4n8q2/LK/YNHtOPqD4quP3DSE0JFMX/2X56xW1t8/78IZ+W4qEfUqyy+fqCTOz6iiE8M0Tu2UecpMpfVq5T9eu+39PvZF1EFHm7LUzjj0os3zmvLayT4+vZe7MKT2gc1GsILNq0of6ZO5HOumIruma2hFyigp39A82AABZ2gw+Z1fInkjdtOnJqqriyZOaEz+5nUsK+vf7in9Zc0MI+Xm5f/n5v2bd8dc5y5555d0QQklx4d2jz8i69/nXVqQns9378sdZk+VCCOnpcDc+8350puxb53wwb+XazMeUHtA589OsyW/bYdSdM6M/N08qa3yKtn8fenz640O67JF5V3SoT+bOnG+dcmjjh5W/V5m1Xyjr6kAAAOzu8nqWNvMEa8kVK1sqeyL1ZXNrJ97dzIW0/f5w5RNCCF3jHW4Z0T/rvuH/9b/RtW769PjatRcdm3XvzZPKVlSseW913fVPvZd119R/7bZnUX4IYd7Ktfe8vHFHyiXT3qypT6Y/zTr9wDsfrd5x7/Pai47NPNF2fl7u8LM2ziKLDvXJ3JkT7e3Jz8vNPNTnxTc+yDrI56iv7+W3AwBAa9LcqW4NidXfvLDF16pm3IT1T89uzhLyj/qqH0Ox8YwCl555ROOrfw4d+9eGRDKEcOV5vbJ20YQQzvvpn0/5/eKsGy/oWXL6wR1DCDX1yawzZf/zs/r/fG7jJUGP7rbJyaB/9fD8rIuKtoh4p6L7f3JO4+ufZl2EZ+aCTeb7pff2nNb3oIzHvJ25X6j0gM7bcbo5AAB2ZQXHH9ucp9dNf3wHXTzns+tvDA2J7d/u71ySd8hX+iqUm5xL7d5/PyvrFG3l71b+fPLcEEJ+Xu6UjAN7IhWf1qx9bZMTXu/druDeszekwrf+sjzrpHAhhJF9NtZO/yOzQ+vqCTOj0IrcOeq0dx7+0TsP/2g73tg3T+x27UXHTrj6tGfv+nb6cj2ZDj1wz8xP/+/kOZnPTZ9lLvNQn+dfW5F55aJoRhwAAK1GTnGHvNIe2//8hkTNz/5rB61bsqKibvrjzVlC7ILzlM8GRbGCxof03P+3RS8t+TCEUFJceP9Psg/2ilVVFXz6afrTRy/sHh3e86fFVU0e/LN/x1j605LiwswpZ1FaDLrhT+kr54QQyt+rnDD1pa18M1EmRX/uHHXaqAv6DDmp2+bOQFAUK8jcx5W5w+eU3gemP8461CdT1nWBAADY3bUZOKA5T1//XNkO2uETaWZW5Xbtonw26tPja1k1EkL44bgno3loJx9zQNb1PUMIHZYtzamvDyHcfsr+h8ULQwjvra773vS3sh52Qc+SC3tmHyv202H9Gu9lOunKB/te/rurJ8zse/nvzrz+j5knYWtZmzs/QebOqKxDfdJMdQMAIMu6++7foctPVlS01OVNlc+GGsk6pKfi05qrJ8yMPr5j5ClZrRJC6LCkfMB+7UccHQ+fn8Y66wF7tyuYeMaBjV8rPy/3wf8Y3Pj2ik9r/jpnWdbVeFpck+cniHcqykqazEN90kx1AwAgU6qmtr5s7o5+lfqXXjbULVY++Xm59/372Vk3pk9jnZ+Xe+zZJ2Q/pbb20DUfZ53GOtOjF3YvKshtcg1K9+/8xO3/1rimmn7wAZ1/dF6vlnrzJcWFjU/bMOiE7DlsTV6rdIdewBQAgN1O4h9v7IRXqZ/1tKFusfIJIXSNd5hwdfbVQm+eVFb+XuW8lWsfXLZm7cEHZ9370MzXX1ryYdZprCPpWXCb7Zn9O79w97DGs+yymmfq2POe+OW/le7fuQXff+NdN1nnfItWL+uWeKeill0NAAB2+/JZ+cFOeJWGpcsN9fbJ39wdQ07q9qdnFj//2orMG4eO/Wv1kUeFENZ33rN+1aqC6k3OYfCD259cffjhWcs5+YDiaBbcF6xHXu7Nw0+66l97v/Xhp/94e9XCJR+98I+VJxzWpXePfTq1b9u7xz6ZV+OJFMXyGx90tK1O6X1g1hVUs875FrllRP/Mh2WeAgEAAHZeXy0uNwjbJyeVSm3uvpq6+m9c9Yesg23qSko++/ohIYSQSHRatCi3YZPzVtcXF6/pUZr+dO92BS9897DoqqYAANCKrR15bd206TvhhTq/v8xob4fcLdzX5EmuY1VVbSpXhRBCXt6aHtknOy+oro7985/pT3995oGyBwAA2KXLJ2zmJNft33ort64uhPDfg0uvvSj7Grft3ns3r6YmhHBFr71OP7ijIQYA4Ksg75CvG4TduHxCCD8d1q/7ftnX4Wm/bGl0Gusrz+vVr9HlbjosWXJoSZtbT97P+AIA8FXZsD7wAIOwK9vScT5pq9bWvfnx2qwbe+7bsbhtfghhTW39Gx9WZ9379b3a79k+ZnwBAPiKWP/07DWXXrajXyWvZ2mnGY8Z7e2wVQfh7Nk+toWM6VBYcNzBTvEMAMBXe8O6e7ed8iqHGOrtk2sIAACg+XJKSnbCqxScOtBQKx8AAPjyyqeosKB/vx1ePn16GWrlAwAAX6a23x++Y7fd4/Hcrl2Ms/IBAIBmWf/07OY8veD443bo6hXd9JPmPD25YqXyAQAAQqp6TaJ8yXY/PaeoMDZk0I7acI/HY4PObs4S6qb+RfkAAAAhhFA/b35znt7utltz4/EdsWKFV/8w5Odt99OTlVWJ5W8qHwAAIIQQ1k15uDlPzykqLJ5yf4uvVUH/fm2/e0lzltDw90Vf8a+s8gEAgI0Si8tTNbXNWUJeaY92Y29qyU32eLx48qTmFt1993/Fv7LKBwAANlH38NRmLqHtdy9pqfgp6N+v48zpzZnnFkJIVlbVl81VPgAAwEa1d94dGhLNj5+OjzzUzGN+2o4YVjx5Um7n5l4jte7BKb6sygcAADaRrKiom/5485eT37d3x5nTt+/ypnk9Szs+8lC7W8Y0c29PCCFVU6lxi4oAACAASURBVFszboIva74hAACALLW/uTd27uDmLye3c0nxlAdSNbX1815cd9/9XzjlLDcebzP4rNigs/P79m6p99L8yXvKBwAAWqfE4vKGBQtbKj9yigrbDBzQZuCAVE1tqqoqhFD/0sshhIZXXs0/5ugNjynukH/Ukc2f2JYlVVNbe+fdvqDKBwAAmrbmB1ftMb+s+ZPNshIop6hLCCHWtUsIoUV2K21ZzX/fnqyo8NUMjvMBAIAmJSsqPht76279FhLlS9ZNmuxLqXwAAGBL1k2anFyxcndd+4ZE9dDhvojKBwAAvlj1iCuaf4brL8Xaa643z035AADAVkksLq8eNmK3i5/a8RPrpk335VM+AACwterL5lYPG7EbrXDdo4+5gI/yAQCA7Ymf2vETd4tVbViwcO1V1/mSKR8AANgeNeMmVA+9dBef9lY7fuLq8y/2xVI+AACw/erL5n569rnJyqpdceUaEp/dPNYkN+UDAAAtILG4fPVpgxoWLNyl1ipZWVU9bIRL9ygfAABoucyoqFh9/sVrR167i+z8qXv0sU+OPq6+bK4vjfIBAICW7o1p0z85+ri6Rx/7Eo/8SVZWVQ+91PkMlA8AAOxYa6+67pNj++/8/kmuWLl25LV29SgfAADYWRFSUbH2qusqDyqtHT8xVVO7Y1+sIdGwYOGnpw/+5IQBLlS6rfINAQAANF/NuAk14ybEhgxqc/6Q/KOOzO1c0oILT5QvWf/EzHWTpyQrKgy18gEAgC9Z3bTp0d6Y3Hi8zeCzYoPOzu/be/sWlaysqi+bUz/rabt3WkROKpUyCgAAQOvmOB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAABNyY/+qjzooOQ77xgOaMXiqZSfdMDvEHx/fjXHxyAE+3wAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAu4786K9UKmUsoNXzkw40R+e33zYI+DeO3b58AAC2bNVee6UqKoxDi4inUsazZcfTIPCFNsx2y8nJMRbQ6vlJB5r1O6RdO4NgPP0bx25fPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5GAIAAED5AAAAKB8AAADlAwAA8KXLSaVSRgEAAGjd7PMBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAA0FLyo7/qZ483FgAA0CoVDLjGIOSkUimjAAAAtG5muwEAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAwM6SH/1VP3u8sQAAgFapYMA1BiEnlUoZBQAAoHUz2w0AAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAABAS8mP/qqfPd5YQOuWU/y11NqKkGwwFMD2/A7Zq0dq1Zt+hxhP/8btpuOT3+vfjENOKpUyCgAAQOtmthsAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAAOws+dFf9bPHGwto3XK7HJX8eGmorzUUwHbI63lmYvmzfocYT//G7abjk9ftZOOQk0qljAIAANDKC9AQAAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAHYR+dFf9bPHGwsAAGiVCgZcYxByUqmUUQAAAFo3s90AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAGBnyY/+qp893lgAAECrVDDgGoOQk0qljAIAANC6me0GAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAWy8/+qt+9nhjAa1bbpejkh8vDfW1hgLYDnk9z0wsf9bvEOPp37jddHzyup1sHHJSqZRRAAAAWnkBGgIAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAADALiI/+qt+9nhjAQAArVLBgGsMQk4qlTIKAABA62a2GwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAA7Cz50V/1s8cbCwAAaJUKBlxjEHJSqZRRAAAAWjez3QAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAGDr5Ud/1c8ebyygdcvtclTy46WhvtZQANshr+eZieXP+h1iPP0bt5uOT163k41DTiqVMgoA8P/bu/vYKO/DgOOP7bONzUvAyJNb6MKmJoFK9pY0bUogLSJXSwQjsnZDtelAjbosqjAvsdRuXYOL6RxR1QnErpqpUVpobaYu7UIxMJFLQwpOlpQ0qV2NvFQbEcnqxQJWwDa2z779cZlL09z5Ob+k2P58ZMkv99xzj39+Qu6r53l+DwBTvAANAQAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AADANBNJfho4tttYAADAlJS7YqtByEokEkYBAACY2pztBgAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAA75VI8tPAsd3GAgAApqTcFVsNQlYikTAKAADA1OZsNwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAeK9Ekp8Gju02FgAAMCXlrthqELISiYRRAAAApjZnuwEAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAKB8AAADlAwAAoHwAAACUDwAAwHslkvw0cGy3sQAAgCkpd8VWg5CVSCSMAgAAMLU52w0AAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAMH4iA8d2GwWYDnJXbPXfO+DfEONpPKftEBmErEQiYRRgOhj8jyPZf7osa8YcQwGMwsCx3ZGP3eXfEOPp/3EoHwAAgKuX63wAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAADlAwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAoHwAAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAACgfAAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAADKBwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACA8gEAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAACUDwAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAA5QMAAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAQPkAAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAFA+AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AAAAygcAAED5AAAAygcAAED5AAAAKB8AAADlAwAAoHwAAACUDwAAgPIBAABQPgAAgPIBAABQPgAAAMoHAABA+QAAACgfAAAA5QMAAKB8AAAAlA8AAKB8AAAAlA8AAIDyAQAAUD4AAADKBwAAQPkAAAAoHwAAAOUDAAAoHwAAAOUDAACgfAAAAJQPAACA8gEAAFA+AACMn6qqqqwUWlpaMl3b2Q9cl+bjQtXG+M9eSPnk+GD/T45dqNqYfiXDi7e0tIxuyzs6OrJSq6qqesfyaRY+ffp0mGFJs4Z33dRUf5RPfvKT8Xg8o79IV1fX+973vpC/qfIBAIAxvMUsLi6s2TLvpefmtOyNfOTDKZeL5OStXDGnZW/RK+2FNVuyi4snYmO6urrKy8tTPVpWVrZv376rdiRjsVh9fX345ePxeFVVVWdnp51Q+QAAMLEKa7bMe/54wdZN2fOLQj4lq7CgYOumec8fn9X4wPhuTPoSKCkpicVikUjkah7P2traw4cPh1x4w4YNsVjMTqh8AACYyHeWxcVzn2gt2LopiOSM5vmRnPw718x79tg4HvxJXwKPPfZY8cQcaBpfq1ev7ujoGHGxurq6/fv32w+VDwAAEyhnyeK5J57MWXzDWN+eLlxwzROt4xI/TU1NaUqgsbFx2bJlAGSZLAAADEdJREFUk2V4y8vLu7q60izQ1tZWW1trP1Q+AABM5HvK4uI5+/dmFRaMz9rmF13zROsYV9LW1lZdXZ3q0crKyk2bNk2iEe7s7IxGo6lmO+jq6lq+fLn9UPkAADCxZv9TY/irekLGz+y93x7109OXQDQavZpnNUilvb191apVv//z7u7usrIyO+GIIoYAAICxmHHXhnQTuAVBEB/s/+nxxIWLA7GfJH+QG12ZNWd23sdvS3NFUN7KFTlLFg+eejnT7YnH42lKoKSkpKWl5Sqf1SCVWCxWV1e3ffv2K3/ZO++802RuygcAgIkvn8p1aR7te/xgT939Q797jUrfgdYgCHKWLJ7z6MPZCxekeu6sf/zqbz71mUyzZ9WqVWlK4OjRo5NiVoNUamtrb7/99uErlGpqakzmFpKz3QAAGL2cJYvTzGrQXbvzUvW9QykuzR889fL5pSvS3Oo08pEPZzrVQX19fZoSaG5uLi0tnexjvnz58uQNVZuamh566CE7ofIBAGDCzahKecBn6I03Lz868uU0F/+2OtHTm3L9G6rCb8zhw4fTzG+2efPmqqqqqTHsS5cubWlpSTOFA8oHAIBxLZ/PpmyJC3fdE2YNQ11dPbu+kerR/L/8i5Bb0tHRsXr16lSPRqPRhoaGKTPsnZ2d69evt/spHwAA3iuppygIPzlB/8EjKd+tpr4K6ErPPfdceXl5qkcn9awGJSUlE7q88gEAgNEbOnsug4W7uoL44Fhe7qGHHkozq8Fjjz02eWc1OHr0aPiFp9ihLeUDAMBVr7c3s1KayHmZn3zyyck7kKWlpc3NzWGWLCkpOXLkiF1P+QAAcBW/K53Ic7Rqa2tbWlom7+BUVVVt3rx5xMXa29sn6Rl9ygcAgGlRMrm33ZrmeqEwNm/enP76lvXr13d0dIz997p48eKIy8Tj8XEfz4aGhmg0mmaBEydOTOr7FCkfAAAmp0hO+Fvx5JVHx/hqt9xyy7PPPpt+mfLy8q4UdxZ6h8rKylQPPf300yM+/dSpU2keHd0NhSKRSEtLS6q627Fjx/C9TVE+AACMv/6fHEv10Mxv1Ictn+jKVA9d/u73Qq5k0aJFJ06cSLNAZ2dnNBod4wGZAwcOjLhM+jqaPXv26F66uLj4XWc7qKys3L59u11R+QAAMIEuP/KdlD2zckXubbeOuIbCmi1ppq6+3PKD8BuzbNmyHTt2pFmgvb19w4YNI66noqIi1UOxWKyuri7Nczs6OtLfYHThwoWjHu3fn+2grKxs37599kPlAwDAxBo4/kyiJ+U0brMfeTh/bUX67CnYuinVo4MvvxL+pkBJ27dvT389zP79+5uamtKvZO7cuWkera2tTRU/XV1daW4rFARBNBod4yQEV852UFJSEovFrqpZDRKJxNW5WCKRUD4AAIxJ/9FYqoeyCgtmNT04e++3c5YsvvLnOUsWF9Zsmb3322myJwiC/n97YhTbc+TIkbKysjQLVFdXt7W1pVmgvLw8/XwJyfhpa2vr7u5O/qS7u7ujoyMajXamnZ5727ZtYx/w4dkOJvV9it57pr0DAOBtu3btam1tDbPknj17ht9z99Tdn1cezSosSLVw3soVeStXBMnbm/b2ZpeUhJnJbejsucv7RjMVdSQSicViZWVlaSJk+fLlb731VqpsiEQiDQ0N69evTx8/tbW1QRBEo9Ff/vKXneHuR/SJT3xiHN7BRyJHjhw5f/687FE+AACMRnt7e3t7e5gl6+vrh992D3V1Xfz8PXNa9o74rOz5RWE3JT54oXLjULip2H5fcjKA9Ed+ysrKzpw5k+pUsXXr1tXU1ITpmVgsFnKrTpw4MXPmzPF5Ex+JyJ5MOdsNAICxGjj+TPhJ2MLo3lmf6RU+71BaWnro0KE0C3R2dq5atSrVVG+RSOTo0aMl43d/1ebmZhNPKx8AACa97vvqxid+4oO9u5suPzoO85Xdcccd6ad6i8Vi9fX1adqpvb19XOJnx44dVVVVdhLlAwDAFImfS5u2BfHBUa9h6Oy5Cxvu6mnYM16b9OUvfzn9VG+1tbWHDx9O9WhxcfHY42fz5s3ut6N8AACYUvoOtJ7/6G3xn72Qaf8kenr7Hj94/s9vGTj+zDhuT3IygPTpsnr16tOnT6eJnzNnzjQ2No7i1UtKSpqbmxsaGuwYygcAgKlmqKvrN5/6zNk/Wdxdu3PkBIoPxn/2woWqjeduKLtUfe9EbE8kEhnxuM3SpUu7Us+mEIlENm3adOnSpR07dqSfNWFYNBo9dOjQmTNnqqqqrqr77UxnWSFvDwQAwNTQ1tb2+uuvj3Ela9euTU5T1vf4wREXzq+4492nsY4P9rUeHvnpd65JfnH69Olnnnn3I0K33nrrokWL0qyko6Ojo6MjzQKlpaWlpaVhfvfu7u6XXnopOYbDk4BXVFQEQTB37twPfehDxcXFmc7hluaPkukFQmlG6dprr53oWRYSiURWVtZVuFgikVA+AADA1C8fZ7sBAABTn/IBAACmPpdbAQBML0NnzwW9vcZhOiooyJ5fpHwAAJgWemp39h1oNQ7TUP7aillND07bX9/ZbgAAgPIBAACY/JztBgAwrc1sbEh+kTh7Lv7iL/qPPhn+KqDIzTflb1w//G13dc2IT8leuKDgS/d2f/EryVdJfttT+7XEufNBEAQ5OTN3f3340ZBbHgTBb9eQVlbRvMIdXwmzne+UkxO58c8KtlXn3rasp2FP3/dawrzclS+a/Hog9lR/uFMN8zd+NnLzjcmv4ydf7Nv7/Yz+muFfaPpwzAcAYFrLX7um/0c/7t31QH/rkfx1n557PJZVNC/sW8kF788uKurd9UDyI8xThn7dmbv0Y3nltye/LfjSvflr1+T/9ds368z9+PKc668LmV7DW96764HEby6EipDCwvy1a0YxSnMO/+ushxsHnj95qfre3I/ePO+l5/LWVoQtn8LC5KZmFxXNanwgcvNN4aryxuGx7T94KPxfc/BX/9m3t7nwvr/PueF6u7fyAQDgtwZf+9XQG2/GT/784vrPBUEwfIAiVMmcOzf0xpvJj3AvNtiz8/4ZX7g7CIKgoCB/7Zru++oKa7YEOTlBEBT8XU3PP3w10y0feuPNYHBw4sYncvNN2fPn/+8tH7+855v9B1ovrv9c9311b/8KmWzqxQ2fH3qrK69iVaZjG/74UhAEQ6dfj5/8+eArr+YsVj7KBwCAFHobv5XRUZHcpR+b2diQ/Aj5lP6jT0aWLM654foZd981cLytb+/3kz2Qc8P12fPnx1/8RfhXn7nra8mXDn+cahQKtlX37Lz/yrjq+8EPI0sWhzx6k5T36Ttn7v569h8VX37ku5mObf7Gz4Z/oRlfuHt283dybrg+/sKL9uffKVhDAADAsKy512S0/NDZswOxpzKsq96ehj35lX+VV3HHpXuqk7k14wt3D776Wm/jtzI6ejPw/Mmh068HQZDovTxxYzL42q+yF137O6NUMCMIgqHO/8loPX17m0Nej/SOsR16878z2NpXX8suKhp85dWhX3fan5UPAADvJiensGZL34GDGb3PHsWV9P0/fHzuM08NvdWVPMLT94Mfzty5PbJkcfcXv5LpesKeZTcGffv/5ZonWi83PTxcZXlrVsdPvZzRS49iU0c3tgOxp/pbj8ze98iMTfdc3vNNO7XyAQDg/3vnug/mXPfB7D/+QH7Vuvipl7u3fjH8c7OLirIXLkh+Hf6d/dAbbw4cbxt4/uTbLdHb23fgYOLsufDTyg1v+dsrzOS5v93gX3eGOcQ0+Mqr8VMvF/3XqcuP7o2/+Iv8dZ/OvW3ZxY1/M9F/l9GNbRAEweBg74ONc370z/G2Z+Mnf24PT8pKJBJGAQBg+ri0aVvfFUcSrpyjLHHh4sBTT2fw1nzhgsiHbxz+NqMDFNkLF1yZK9kLFyR6ejK6lP/KLY+/8GKoNigoGJ5WLgiCTKfwzqtYlTW/qP9HPx749+cziLSCgrzy2zN6reTLZS94f6Zjm7e2YngoIjfflDV79sBPTwzXXf7aillND07o3pVIJLKysq7CxRKJhPIBAJjW5cP0Mc3Lx9xuAADA1Kd8AACAqc/ZbgAAwPhwthsAAMAfkvIBAACUDwAAgPIBAABQPgAAAH945nYDAACmPsd8AAAA5QMAAKB8AAAAlA8AAMAfXsQQAAAAI8vKmsQbX1n5f6RFeI2UOFOxAAAAAElFTkSuQmCC"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">31</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">2.8.<span class="ff5"> <span class="_ _b"> </span></span>Ocena dotycząca zarządzani<span class="_ _0"></span>a zasobami finansowymi Emitenta </div><div class="t m0 xc h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">Zarządzanie  zasobami  finansowymi  Lo<span class="_ _0"></span>kum  Deweloper  S.A.  w  2023  roku,  w  zw<span class="_ _0"></span>iązku  z  prowadzonymi  przez  Grupę  przedsięwzięciami </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0">deweloperskimi, zasadniczo <span class="_ _0"></span>koncentrowało się na <span class="_ _0"></span>pozyskiwaniu i odpow<span class="_ _0"></span>iednim doborze źródeł <span class="_ _0"></span>finansowania, jak <span class="_ _0"></span>również na utrzymywaniu </div><div class="t m0 xc h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">płynności <span class="_ _7"></span>na <span class="_ _7"></span>bez<span class="_ _0"></span>piecznym <span class="_ _7"></span>pozio<span class="_ _0"></span>mie. <span class="_ _7"></span>Zarząd <span class="_ _7"></span>na <span class="_ _3"></span>bieżąco <span class="_ _3"></span>monitoruje <span class="_ _7"></span>strukturę <span class="_ _7"></span>finansow<span class="_ _0"></span>ania <span class="_ _7"></span>i <span class="_ _3"></span>wysokość <span class="_ _7"></span>środków <span class="_ _3"></span>pieniężnych <span class="_ _7"></span>w <span class="_ _7"></span>po<span class="_ _0"></span>szczególnych </div><div class="t m0 xc h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">spółkach <span class="_ _1b"></span>Grupy <span class="_ _18"></span>i <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>razie <span class="_ _18"> </span>potrzeb <span class="_ _1b"></span>dokonuje <span class="_ _1b"></span>o<span class="_ _0"></span>dpowiednich <span class="_ _1b"></span>zm<span class="_ _0"></span>ian <span class="_ _18"></span>w <span class="_ _1b"></span>celu <span class="_ _1b"></span>za<span class="_ _0"></span>chowania <span class="_ _1b"></span>wskaźników <span class="_ _18"></span>i <span class="_ _1a"></span>w<span class="_ _0"></span>yników <span class="_ _1b"></span>finansowy<span class="_ _0"></span>ch <span class="_ _1b"></span>na <span class="_ _18"> </span>właściwym </div><div class="t m0 xc h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">poziomie,  przy<span class="_ _0"></span>  jednoczesnym  z<span class="_ _0"></span>apewnieniu  Spół<span class="_ _0"></span>ce  oraz<span class="_ _0"></span>  wszystkim <span class="_ _1d"> </span>podmiotom <span class="_ _1d"> </span>zależnym  płynnośc<span class="_ _0"></span>i  i <span class="_ _1d"> </span>możliwości  l<span class="_ _0"></span>okowania  nadwyżek </div><div class="t m0 xc h2 yaa ff1 fs0 fc0 sc0 ls0 ws0">finansowych w satysfakcjonujące Grupę produkty inwestycyjne lub depozytowe. </div><div class="t m0 xc h2 yab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">Zestawienie wskaźników finansowych: </div><div class="t m0 xc h11 y495 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h16 y496 ff3 fs9 fc4 sc0 ls0 ws0">Wskaźnik  <span class="_ _c"> </span>Formuła obliczeniowa </div><div class="t m0 x98 h16 y497 ff3 fs9 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x99 h16 y496 ff3 fs9 fc4 sc0 ls0 ws0">Dynamika </div><div class="t m0 x9a h16 y140 ff3 fs9 fc4 sc0 ls0 ws0">2023-12-31 <span class="_ _ed"> </span>2022-12-31 </div><div class="t m0 x16 h16 y142 ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki rentowności<span class="_ _3"></span> <span class="_ _d4"> </span>  <span class="_ _ee"> </span>  <span class="_ _7b"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności netto <span class="_ _ef"> </span>Zysk netto/<span class="_ _3"></span>Przychody ze sprzedaży <span class="_ _20"> </span>578,3%</div><div class="c x81 y146 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">200,0%</div><div class="c x9b y146 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y145 ff1 fs9 fc0 sc0 ls0 ws0">189,2%</div><div class="c x70 y146 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności mająt<span class="_ _3"></span>ku (ROA)  <span class="_ _f0"> </span>Zysk netto <span class="_ _3"></span>w okresie 12M/Warto<span class="_ _3"></span>ść aktywów <span class="_ _f1"> </span>18,8%</div><div class="c x81 y148 w11 h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2b h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">6,7%</div><div class="c x9b y148 w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y147 ff1 fs9 fc0 sc0 ls0 ws0">181,4%</div><div class="c x70 y148 wf h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y498 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności kapit<span class="_ _3"></span>ału własnego (ROE) <span class="_ _b3"> </span>Zysk netto w okresie 12M/Kap<span class="_ _3"></span>itał własny <span class="_ _f2"> </span>24,1%</div><div class="c x81 y499 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y498 ff1 fs9 fc0 sc0 ls0 ws0">10,4%</div><div class="c x9b y499 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y498 ff1 fs9 fc0 sc0 ls0 ws0">130,8%</div><div class="c x70 y499 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y49a ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki płynności<span class="_ _3"></span> <span class="_ _f3"> </span>  <span class="_ _ee"> </span>  <span class="_ _f4"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y49b ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik bieżącej <span class="_ _3"></span>płynności  <span class="_ _2a"> </span>Aktywa obr<span class="_ _3"></span>otowe/Zobowi<span class="_ _3"></span>ązania krótkoterminowe <span class="_ _f5"> </span>4,18</div><div class="c x81 y1c4 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y49b ff1 fs9 fc0 sc0 ls0 ws0">0,16</div><div class="c x9b y1c4 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y49b ff1 fs9 fc0 sc0 ls0 ws0">2593,1%</div><div class="c x70 y1c4 wf h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik płynnośc<span class="_ _3"></span>i szybkiej  </div><div class="c x9f y49c w34 h26"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Aktywa obroto<span class="_ _3"></span>we </div></div><div class="c xa0 y49c w35 h26"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">-</div></div><div class="c xa1 y49c w26 h26"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y49c w36 h26"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Zapasy]/Zobowi<span class="_ _3"></span>ązania </div></div><div class="t m0 x9f h15 y49d ff1 fs9 fc0 sc0 ls0 ws0">krótkoter<span class="_ _3"></span>minowe </div><div class="t m0 xa2 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">4,18</div><div class="c x81 y1c7 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">0,16</div><div class="c x9b y1c7 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">2593,1%</div><div class="c x70 y1c7 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik płynnośc<span class="_ _3"></span>i gotówkowej  <span class="_ _f6"> </span>Środki pi<span class="_ _3"></span>eniężne/Zobowiązania kr<span class="_ _3"></span>ótkoterminowe<span class="_ _3"></span> <span class="_ _f7"> </span>3,49</div><div class="c x81 y49f w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">0,07</div><div class="c x9b y49f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">4623,4%</div><div class="c x70 y49f wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y4a0 ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki sprawności dzia<span class="_ _3"></span>łania <span class="_ _f8"> </span>  <span class="_ _ee"> </span><span class="ff1">  <span class="_ _f4"> </span>  <span class="_ _7b"> </span></span>  </div><div class="t m0 x16 h15 y3ba ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik cykl<span class="_ _3"></span>u należności w dni<span class="_ _3"></span>ach  </div><div class="c x9f y420 w37 h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0">[Należności z tytu<span class="_ _3"></span>łu dostaw i usług*li<span class="_ _3"></span>czba dni w </div></div><div class="t m0 x9f h15 y4a1 ff1 fs9 fc0 sc0 ls0 ws0">okresie<span class="_ _3"></span>]/Przychody ze sprzedaży </div><div class="t m0 xa3 h15 y3ba ff1 fs9 fc0 sc0 ls0 ws0">110</div><div class="c x81 y4a2 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h15 y3ba ff1 fs9 fc0 sc0 ls0 ws0">85</div><div class="c x9b y4a2 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y3ba ff1 fs9 fc0 sc0 ls0 ws0">29,4%</div><div class="c x70 y4a2 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4a3 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik cykl<span class="_ _3"></span>u zobowiązań kró<span class="_ _3"></span>tkoterminowych  </div><div class="t m0 x16 h15 y4a4 ff1 fs9 fc0 sc0 ls0 ws0">w dniach </div><div class="c x9f y166 w38 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Zobowiązania z tytułu d<span class="_ _3"></span>ostaw i usług <span class="_ _3"></span>oraz pozostałe </div></div><div class="t m0 x9f h15 y4a5 ff1 fs9 fc0 sc0 ls0 ws0">zobowiązania krótk<span class="_ _3"></span>otermin<span class="_ _3"></span>owe*liczba dni w </div><div class="t m0 x9f h15 y3c ff1 fs9 fc0 sc0 ls0 ws0">okresie<span class="_ _3"></span>]/Koszt własny sprzedaży </div><div class="t m0 xa5 h15 y4a5 ff1 fs9 fc0 sc0 ls0 ws0">10</div><div class="c x81 y313 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h15 y4a5 ff1 fs9 fc0 sc0 ls0 ws0">12</div><div class="c x9b y313 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y4a5 ff1 fs9 fc0 sc0 ls0 ws0">-14,5%</div><div class="c x70 y313 wf h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y4a6 ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki zadłużenia <span class="_ _f9"> </span>  <span class="_ _ee"> </span>  <span class="_ _f4"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y316 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik ogólne<span class="_ _3"></span>go poziomu zadłużenia<span class="_ _3"></span> <span class="_ _fa"> </span>Ogółem zadłużenie/Warto<span class="_ _3"></span>ść pasywów <span class="_ _fb"> </span>22,1%</div><div class="c x81 y4a7 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y316 ff1 fs9 fc0 sc0 ls0 ws0">36,1%</div><div class="c x9b y4a7 w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y316 ff1 fs9 fc0 sc0 ls0 ws0">-38,8%</div><div class="c x70 y4a7 wf h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2e6 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik zadłużeni<span class="_ _3"></span>a kapitału własnego<span class="_ _3"></span> <span class="_ _fc"> </span>Ogółem zadłużenie/Kapita<span class="_ _3"></span>ł własny <span class="_ _26"> </span>28,4%</div><div class="c x81 y4a8 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y2e6 ff1 fs9 fc0 sc0 ls0 ws0">56,6%</div><div class="c x9b y4a8 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y2e6 ff1 fs9 fc0 sc0 ls0 ws0">-49,8%</div><div class="c x70 y4a8 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 yd2 ff1 fs9 fc0 sc0 ls0 ws0">trwałość str<span class="_ _3"></span>uktury finansowani<span class="_ _3"></span>a </div><div class="c x9f y4a9 w39 h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Kapitał własny + Z<span class="_ _3"></span>obowiązania </div></div><div class="t m0 x9f h15 y4aa ff1 fs9 fc0 sc0 ls0 ws0">długoterminowe]/Warto<span class="_ _3"></span>ść pasywów </div><div class="t m0 xa6 h15 yd2 ff1 fs9 fc0 sc0 ls0 ws0">98,3%</div><div class="c x81 yd3 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 yd2 ff1 fs9 fc0 sc0 ls0 ws0">89,3%</div><div class="c x9b yd3 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 yd2 ff1 fs9 fc0 sc0 ls0 ws0">10,1%</div><div class="c x70 yd3 wf h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y4ab ff8 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4ac ff1 fs0 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _0"></span>rentowno<span class="_ _0"></span>ści <span class="_ _0"></span>przyjęły <span class="_ _0"></span>istotnie <span class="_ _0"></span>w<span class="_ _0"></span>yższe <span class="_ _0"></span>w<span class="_ _0"></span>artości <span class="_ _0"></span>głównie <span class="_ _14"></span>z <span class="_ _0"></span>uwagi <span class="_ _0"></span>na <span class="_ _14"></span>wysoki <span class="_ _0"></span>poziom<span class="_ _0"></span> <span class="_ _0"></span>zysku <span class="_ _0"></span>netto,<span class="_ _0"></span> <span class="_ _0"></span>co <span class="_ _14"></span>jest <span class="_ _0"></span>efektem <span class="_ _14"></span>przede w<span class="_ _0"></span>szystkim </div><div class="t m0 xc h2 y2ac ff1 fs0 fc0 sc0 ls0 ws0">wzrostu <span class="_ _14"></span>wartośc<span class="_ _0"></span>i <span class="_ _14"></span>udziału <span class="_ _14"></span>w <span class="_ _14"></span>zy<span class="_ _0"></span>skach <span class="_ _14"></span>jednostek <span class="_ _14"></span>wycenianych <span class="_ _14"></span>met<span class="_ _0"></span>odą <span class="_ _14"></span>praw <span class="_ _1a"></span>własności <span class="_ _14"></span>oraz <span class="_ _1a"></span>rozwiązanym <span class="_ _14"></span>odpisem <span class="_ _14"></span>na <span class="_ _1a"></span>należności <span class="_ _14"></span>podatkowe </div><div class="t m0 xc h2 y4ad ff1 fs0 fc0 sc0 ls0 ws0">w związku <span class="_ _14"></span>z <span class="_ _0"></span>umo<span class="_ _0"></span>rzeniem <span class="_ _0"></span>postępowania <span class="_ _14"></span>podatkowego <span class="_ _14"></span>za <span class="_ _0"></span>lat<span class="_ _0"></span>a <span class="_ _0"></span>2018 <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _0"></span>20<span class="_ _0"></span>19. <span class="_ _14"></span>Dla <span class="_ _0"></span>wysokości <span class="_ _14"></span>wyniku <span class="_ _0"></span>finansowego <span class="_ _14"></span>nie <span class="_ _14"></span>bez <span class="_ _0"></span>znaczenia <span class="_ _14"></span>pozost<span class="_ _0"></span>aje </div><div class="t m0 xc h2 y4ae ff1 fs0 fc0 sc0 ls0 ws0">również <span class="_ _1a"></span>w<span class="_ _0"></span>ykup <span class="_ _1a"></span>wyemitowanyc<span class="_ _0"></span>h <span class="_ _1a"></span>o<span class="_ _0"></span>bligacji, <span class="_ _1a"></span>c<span class="_ _0"></span>o <span class="_ _1b"></span>pozwoliło<span class="_ _0"></span> <span class="_ _1a"></span>na <span class="_ _1b"></span>wykazanie <span class="_ _1a"></span>w <span class="_ _1b"></span>danyc<span class="_ _0"></span>h <span class="_ _1a"></span>za <span class="_ _1b"></span>2023 <span class="_ _1b"></span>rok <span class="_ _1b"></span>kosz<span class="_ _0"></span>tów <span class="_ _1b"></span>finansowych <span class="_ _1a"></span>niższy<span class="_ _0"></span>ch <span class="_ _1a"></span>o pon<span class="_ _0"></span>ad 44% </div><div class="t m0 xc h2 y4af ff1 fs0 fc0 sc0 ls0 ws0">w stosunku <span class="_ _18"> </span>do <span class="_ _1"> </span>poniesionych <span class="_ _18"> </span>w <span class="_ _1"> </span>2022 <span class="_ _18"> </span>rok<span class="_ _0"></span>u. <span class="_ _18"> </span>Wskaźniki <span class="_ _1"> </span>płynności <span class="_ _18"> </span>przyjęł<span class="_ _0"></span>y <span class="_ _18"> </span>wyższe  wartości <span class="_ _18"> </span>ze <span class="_ _18"> </span>względu <span class="_ _18"> </span>na <span class="_ _18"> </span>spłatę <span class="_ _1"> </span>przez <span class="_ _18"> </span>jednostki <span class="_ _1"> </span>zależne </div><div class="t m0 xc h2 y4b0 ff1 fs0 fc0 sc0 ls0 ws0">pożyczek, <span class="_ _18"> </span>wpływ <span class="_ _18"> </span>dywidend <span class="_ _1b"></span>oraz <span class="_ _18"> </span>emisję <span class="_ _1b"></span>nowej <span class="_ _18"> </span>serii <span class="_ _1b"></span>o<span class="_ _0"></span>bligacji. <span class="_ _18"> </span>Środki <span class="_ _18"></span>te, <span class="_ _1b"></span>w <span class="_ _18"> </span>kolejnych <span class="_ _18"> </span>okresach, <span class="_ _18"></span>będ<span class="_ _3"></span>ą <span class="_ _18"> </span>w <span class="_ _1b"></span>znac<span class="_ _0"></span>znej <span class="_ _18"> </span>części <span class="_ _1b"></span>przeznaczone <span class="_ _18"> </span>na </div><div class="t m0 xc h2 y4b1 ff1 fs0 fc0 sc0 ls0 ws0">realizację <span class="_ _1a"></span>inwestycji <span class="_ _1a"></span>deweloperskich. <span class="_ _1a"></span>Już <span class="_ _1b"></span>w <span class="_ _14"></span>pierwszy<span class="_ _0"></span>m <span class="_ _1a"></span>kwartale <span class="_ _1a"></span>2024 <span class="_ _1a"></span>roku <span class="_ _1a"></span>Em<span class="_ _0"></span>itent <span class="_ _14"></span>przeprowadził <span class="_ _1a"></span>k<span class="_ _0"></span>olejny <span class="_ _1a"></span>wykup <span class="_ _1a"></span>obligacji, <span class="_ _1a"></span>co <span class="_ _1a"></span>dodatkowo </div><div class="t m0 xc h2 y4b2 ff1 fs0 fc0 sc0 ls0 ws0">powinno się przełożyć na dalsze ograniczenie poziom<span class="_ _0"></span>u kosztów finansowych, a co za tym<span class="_ _0"></span> idzie poprawę przyszłych wyników. </div><div class="t m0 xc h2 y4b3 ff1 fs0 fc0 sc0 ls0 ws0">Spadek <span class="_ _18"> </span>stanu  zobowiązań <span class="_ _1"> </span>w <span class="_ _1"> </span>istotnym <span class="_ _18"> </span>stopniu <span class="_ _1"> </span>jest <span class="_ _1"> </span>spowodowany  przep<span class="_ _3"></span>rowadzonymi  wykupami <span class="_ _18"> </span>obligacji.  An<span class="_ _3"></span>aliza  s<span class="_ _3"></span>tanu <span class="_ _18"> </span>rozrac<span class="_ _0"></span>hunków </div><div class="t m0 xc h2 y4b4 ff1 fs0 fc0 sc0 ls0 ws0">wykazuje brak zaległości w regulow<span class="_ _0"></span>aniu zobowiązań handlowych i publicznoprawnych.  </div><div class="t m0 xc h2 y4b5 ff1 fs0 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _1b"></span>za<span class="_ _0"></span>dłużenia <span class="_ _1b"></span>uległy <span class="_ _18"> </span>poprawie <span class="_ _18"> </span>w <span class="_ _18"> </span>stosunku <span class="_ _1b"></span>do <span class="_ _18"> </span>roku <span class="_ _18"> </span>poprzedniego. <span class="_ _1b"></span>Po<span class="_ _0"></span>ziomy <span class="_ _18"></span>wskaźników <span class="_ _1b"></span>nie <span class="_ _18"> </span>stanowią <span class="_ _18"></span>zagrożenia <span class="_ _1b"></span>dla <span class="_ _18"> </span>równowagi </div><div class="t m0 xc h2 y4b6 ff1 fs0 fc0 sc0 ls0 ws0">finansowej Spółki, co potwierdza bezpie<span class="_ _3"></span>czna wartość wskaźnika trwałości struktury finansowania, który na koniec 2023 roku przyjął wartość </div><div class="t m0 xc h2 y4b7 ff1 fs0 fc0 sc0 ls0 ws0">98,3%. </div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xc y13 we hb" alt="" src="data:image/png;base64,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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">32</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">2.9.<span class="ff5"> <span class="_ _b"> </span></span>Ocena dotycząca zarządzani<span class="_ _0"></span>a zasobami finansowymi Grupy </div><div class="t m0 xc h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _1c"> </span>zasobami <span class="_ _8d"> </span>finansowymi <span class="_ _8d"> </span>Grupy <span class="_ _1c"> </span>Kapitało<span class="_ _0"></span>wej <span class="_ _1c"> </span>w<span class="_ _0"></span> <span class="_ _1c"> </span>2023 <span class="_ _8d"> </span>roku, <span class="_ _8d"> </span>w <span class="_ _1c"> </span>zw<span class="_ _0"></span>iązku <span class="_ _1c"> </span>z <span class="_ _8d"> </span>prowadzo<span class="_ _0"></span>nymi <span class="_ _1c"> </span>przez <span class="_ _1c"> </span>Gr<span class="_ _0"></span>upę <span class="_ _1c"> </span>przedsięwz<span class="_ _0"></span>ięciami </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0">deweloperskimi, zasadniczo <span class="_ _0"></span>koncentrowało się na <span class="_ _0"></span>pozyskiwaniu i odpow<span class="_ _0"></span>iednim doborze źródeł <span class="_ _0"></span>finansowania, jak <span class="_ _0"></span>również na utrzymywaniu </div><div class="t m0 xc h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">wskaźników <span class="_ _1b"></span>płynności <span class="_ _1a"></span>na<span class="_ _0"></span> <span class="_ _1a"></span>bezp<span class="_ _0"></span>iecznym <span class="_ _1b"></span>poziomie. <span class="_ _1b"></span>Zarząd <span class="_ _1a"></span>na <span class="_ _18"></span>bieżąco <span class="_ _1a"></span>monitor<span class="_ _0"></span>uje <span class="_ _1a"></span>strukturę <span class="_ _1b"></span>finanso<span class="_ _0"></span>wania <span class="_ _1a"></span>i <span class="_ _1b"></span>wysokość <span class="_ _1b"></span>środków <span class="_ _1b"></span>pieniężnych </div><div class="t m0 xc h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">w poszczególnych <span class="_ _0"></span>spółk<span class="_ _0"></span>ach <span class="_ _0"></span>Grupy <span class="_ _0"></span>i <span class="_ _14"></span>w <span class="_ _0"></span>razie <span class="_ _14"></span>potrzeb <span class="_ _0"></span>dokonuje <span class="_ _14"></span>odpowiednich <span class="_ _0"></span>zmian <span class="_ _14"></span>w <span class="_ _0"></span>celu <span class="_ _0"></span>za<span class="_ _0"></span>chowania <span class="_ _0"></span>wskaźników<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _0"></span>w<span class="_ _0"></span>yników <span class="_ _0"></span>finansow<span class="_ _0"></span>ych </div><div class="t m0 xc h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _1b"></span>w<span class="_ _0"></span>łaściwym <span class="_ _18"> </span>poziomie, <span class="_ _18"> </span>przy <span class="_ _1b"></span>jednoczesnym <span class="_ _18"> </span>zapewnieniu <span class="_ _18"> </span>płynności <span class="_ _18"> </span>i <span class="_ _1b"></span>możl<span class="_ _0"></span>iwości <span class="_ _18"> </span>lokowania <span class="_ _1b"></span>nadw<span class="_ _0"></span>yżek <span class="_ _18"> </span>finansowych <span class="_ _1b"></span>w <span class="_ _18"> </span>satysfakcjonujące </div><div class="t m0 xc h2 yaa ff1 fs0 fc0 sc0 ls0 ws0">Grupę produkty inwestycyjne lub depozytow<span class="_ _0"></span>e. </div><div class="t m0 xc h2 yab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">Zestawienie wskaźników finansowych: </div><div class="t m0 xc h11 y495 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h16 y4b8 ff3 fs9 fc4 sc0 ls0 ws0">Wskaźnik  <span class="_ _c"> </span>Formuła obliczeniowa </div><div class="t m0 x98 h16 y4b9 ff3 fs9 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x99 h16 y4b8 ff3 fs9 fc4 sc0 ls0 ws0">Dynamika </div><div class="t m0 x9a h16 y4ba ff3 fs9 fc4 sc0 ls0 ws0">31.12.2023 <span class="_ _fd"> </span>31.12.2022 </div><div class="t m0 x16 h16 y4bb ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki rentowności<span class="_ _3"></span> <span class="_ _d4"> </span>  <span class="_ _ee"> </span>  <span class="_ _7b"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y32e ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności zysku <span class="_ _3"></span>netto </div><div class="t m0 x16 h15 y4bc ff1 fs9 fc0 sc0 ls0 ws0">przypadającego akc<span class="_ _3"></span>jonariuszom podmiotu<span class="_ _3"></span> </div><div class="t m0 x16 h15 y4bd ff1 fs9 fc0 sc0 ls0 ws0">dominującego </div><div class="t m0 x9f h15 y4be ff1 fs9 fc0 sc0 ls0 ws0">Zysk netto <span class="_ _3"></span>przypadającego akc<span class="_ _3"></span>jonariuszom podmiotu </div><div class="t m0 x9f h15 y4bf ff1 fs9 fc0 sc0 ls0 ws0">dominującego/Przycho<span class="_ _3"></span>dy ze sprzedaży </div><div class="t m0 xa6 h15 y4bc ff1 fs9 fc0 sc0 ls0 ws0">30,6%</div><div class="c x81 y4c0 w11 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y4bc ff1 fs9 fc0 sc0 ls0 ws0">15,6%</div><div class="c x9b y4c0 w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y4bc ff1 fs9 fc0 sc0 ls0 ws0">95,8%</div><div class="c x70 y4c0 wf h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y253 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności mająt<span class="_ _3"></span>ku (ROA)  <span class="_ _f0"> </span>Zysk netto <span class="_ _3"></span>w okresie 12M/Warto<span class="_ _3"></span>ść aktywów <span class="_ _f1"> </span>17,0%</div><div class="c x81 y4c1 w11 h1e"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2b h15 y253 ff1 fs9 fc0 sc0 ls0 ws0">7,6%</div><div class="c x9b y4c1 w1f h1e"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y253 ff1 fs9 fc0 sc0 ls0 ws0">124,0%</div><div class="c x70 y4c1 wf h1e"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y254 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik rento<span class="_ _3"></span>wności kapit<span class="_ _3"></span>ału własnego (ROE) <span class="_ _b3"> </span>Zysk netto w okresie 12M/Kap<span class="_ _3"></span>itał własny <span class="_ _f2"> </span>26,3%</div><div class="c x81 y4c2 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y254 ff1 fs9 fc0 sc0 ls0 ws0">14,1%</div><div class="c x9b y4c2 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y254 ff1 fs9 fc0 sc0 ls0 ws0">85,9%</div><div class="c x70 y4c2 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y4c3 ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki płynności<span class="_ _3"></span> <span class="_ _f3"> </span>  <span class="_ _ee"> </span>  <span class="_ _f4"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik bieżącej <span class="_ _3"></span>płynności  <span class="_ _2a"> </span>Aktywa obr<span class="_ _3"></span>otowe/Zobowi<span class="_ _3"></span>ązania krótkoterminowe <span class="_ _f5"> </span>5,73</div><div class="c x81 y1c7 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">4,95</div><div class="c x9b y1c7 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y1c6 ff1 fs9 fc0 sc0 ls0 ws0">15,7%</div><div class="c x70 y1c7 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik płynnośc<span class="_ _3"></span>i szybkiej  </div><div class="c x9f y4c4 w3a h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Aktywa obroto<span class="_ _3"></span>we</div></div><div class="c xa7 y4c4 w35 h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">-</div></div><div class="c x25 y4c4 w3b h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Zapasy]/Zobowi<span class="_ _3"></span>ązania </div></div><div class="t m0 x9f h15 y4c5 ff1 fs9 fc0 sc0 ls0 ws0">krótkoter<span class="_ _3"></span>minowe </div><div class="t m0 xa2 h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">2,37</div><div class="c x81 y49f w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">0,74</div><div class="c x9b y49f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y49e ff1 fs9 fc0 sc0 ls0 ws0">221,7%</div><div class="c x70 y49f wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik płynnośc<span class="_ _3"></span>i gotówkowej  <span class="_ _f6"> </span>Środki pi<span class="_ _3"></span>eniężne/Zobowiązania kr<span class="_ _3"></span>ótkoterminowe<span class="_ _3"></span> <span class="_ _f7"> </span>1,72</div><div class="c x81 y4c7 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">0,42</div><div class="c x9b y4c7 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9c h15 y4c6 ff1 fs9 fc0 sc0 ls0 ws0">310,6%</div><div class="c x70 y4c7 wf h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3ba ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki sprawności dzia<span class="_ _3"></span>łania <span class="_ _f8"> </span>  <span class="_ _ee"> </span>  <span class="_ _fe"> </span>  <span class="_ _ff"> </span>  </div><div class="t m0 x16 h15 y9c ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik cykl<span class="_ _3"></span>u zapasów w dniach<span class="_ _3"></span>  </div><div class="c x9f y165 w3c h1c"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0">[Stan zapasów*liczba dni<span class="_ _3"></span> w okresi<span class="_ _3"></span>e]/Przychody ze </div></div><div class="t m0 x9f h15 y4c8 ff1 fs9 fc0 sc0 ls0 ws0">sprzedaży </div><div class="t m0 xa3 h15 y9c ff1 fs9 fc0 sc0 ls0 ws0">373</div><div class="c x81 y1ce w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h15 y9c ff1 fs9 fc0 sc0 ls0 ws0">655</div><div class="c x9b y1ce w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y9c ff1 fs9 fc0 sc0 ls0 ws0">-43,1%</div><div class="c x70 y1ce wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4a6 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik cykl<span class="_ _3"></span>u należności w dni<span class="_ _3"></span>ach  </div><div class="c x9f y4c9 w3d h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Należności z tytu<span class="_ _3"></span>łu dostaw i usług oraz pozosta<span class="_ _3"></span>łe </div></div><div class="t m0 x9f h15 y4ca ff1 fs9 fc0 sc0 ls0 ws0">należności+<span class="_ _3"></span>Środki pieniężne <span class="_ _3"></span>zgromadzone na </div><div class="t m0 x9f h15 y4cb ff1 fs9 fc0 sc0 ls0 ws0">rachunkach<span class="_ _3"></span> powierniczych]*liczb<span class="_ _3"></span>a dni w </div><div class="t m0 x9f h15 y4cc ff1 fs9 fc0 sc0 ls0 ws0">okresie<span class="_ _3"></span>/Przychody ze sprzedaży </div><div class="t m0 xa5 h15 y4a6 ff1 fs9 fc0 sc0 ls0 ws0">73</div><div class="c x81 y4cd w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h15 y4a6 ff1 fs9 fc0 sc0 ls0 ws0">50</div><div class="c x9b y4cd w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y4a6 ff1 fs9 fc0 sc0 ls0 ws0">46,5%</div><div class="c x70 y4cd wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4ce ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik cykl<span class="_ _3"></span>u zobowiązań kró<span class="_ _3"></span>tkoterminowych  </div><div class="t m0 x16 h15 y4cf ff1 fs9 fc0 sc0 ls0 ws0">w dniach </div><div class="c x9f y4d0 w38 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Zobowiązania z tytułu d<span class="_ _3"></span>ostaw i usług <span class="_ _3"></span>oraz pozostałe </div></div><div class="t m0 x9f h15 y4ce ff1 fs9 fc0 sc0 ls0 ws0">zobowiązania krótk<span class="_ _3"></span>otermin<span class="_ _3"></span>owe+Zobowiązania z </div><div class="t m0 x9f h15 y4cf ff1 fs9 fc0 sc0 ls0 ws0">tytułu umów z klien<span class="_ _3"></span>tami]*liczba dni w o<span class="_ _3"></span>kresie<span class="_ _3"></span>/Koszt </div><div class="t m0 x9f h15 y2a8 ff1 fs9 fc0 sc0 ls0 ws0">własny sprzedaży </div><div class="t m0 xa3 h15 y22f ff1 fs9 fc0 sc0 ls0 ws0">143</div><div class="c x81 y230 w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h15 y22f ff1 fs9 fc0 sc0 ls0 ws0">98</div><div class="c x9b y230 w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h15 y22f ff1 fs9 fc0 sc0 ls0 ws0">45,9%</div><div class="c x70 y230 wf h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y3e8 ff3 fs9 fc0 sc0 ls0 ws0">Wskaźniki zadłużenia <span class="_ _f9"> </span>  <span class="_ _ee"> </span>  <span class="_ _f4"> </span>  <span class="_ _7b"> </span>  </div><div class="t m0 x16 h15 y3c2 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik ogólne<span class="_ _3"></span>go poziomu zadłużenia<span class="_ _3"></span> <span class="_ _fa"> </span>Ogółem zadłużenie/Warto<span class="_ _3"></span>ść pasywów <span class="_ _fb"> </span>35,5%</div><div class="c x81 y1fe w11 h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y3c2 ff1 fs9 fc0 sc0 ls0 ws0">46,5%</div><div class="c x9b y1fe w1f h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y3c2 ff1 fs9 fc0 sc0 ls0 ws0">-23,6%</div><div class="c x70 y1fe wf h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik zadłużeni<span class="_ _3"></span>a kapitału własnego<span class="_ _3"></span> <span class="_ _fc"> </span>Ogółem zadłużenie/Kapita<span class="_ _3"></span>ł własny <span class="_ _26"> </span>55,0%</div><div class="c x81 y200 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">86,8%</div><div class="c x9b y200 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h15 y4d1 ff1 fs9 fc0 sc0 ls0 ws0">-36,6%</div><div class="c x70 y200 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">trwałość str<span class="_ _3"></span>uktury finansowani<span class="_ _3"></span>a </div><div class="c x9f y4d3 w3e h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">[Kapitał własny + </div></div><div class="c x8d y4d3 w3f h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Zobowiązania </div></div><div class="t m0 x9f h15 y4d4 ff1 fs9 fc0 sc0 ls0 ws0">długoterminowe]/Warto<span class="_ _3"></span>ść pasywów </div><div class="t m0 xa6 h15 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">83,7%</div><div class="c x81 y4d5 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h15 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">80,6%</div><div class="c x9b y4d5 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h15 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">3,8%</div><div class="c x70 y4d5 wf h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y4d6 w40 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">wskaźnik dźwigni fin<span class="_ _3"></span>ansowej wyemito<span class="_ _3"></span>wanych </div></div><div class="t m0 x16 h15 y4d7 ff1 fs9 fc0 sc0 ls0 ws0">obligacji  </div><div class="t m0 x9f h15 y4d8 ff1 fs9 fc0 sc0 ls0 ws0">Zadłużenie Finanso<span class="_ _3"></span>we Netto*<span class="_ _3"></span>/Kapitał własny <span class="_ _57"> </span>(0,26)</div><div class="c x81 y17a w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9e h15 y4d8 ff1 fs9 fc0 sc0 ls0 ws0">0,34</div><div class="c x9b y17a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h15 y4d8 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 xc h22 y19c ff8 fs9 fc0 sc0 ls0 ws0">*Zadłużenie Fina<span class="_ _3"></span>nsowe Netto –<span class="_ _3"></span> oznacza wartość Zad<span class="_ _3"></span>łużenia Finans<span class="_ _3"></span>owego pomniejszoną o <span class="_ _3"></span>środki pieniężne, w tym środ<span class="_ _3"></span>ki pieniężne zgro<span class="_ _3"></span>madzone na<span class="_ _3"></span> </div><div class="t m0 xc h22 y4d9 ff8 fs9 fc0 sc0 ls0 ws0">otwartych ora<span class="_ _3"></span>z zamkniętych mi<span class="_ _3"></span>eszkaniowych ra<span class="_ _3"></span>chunkach po<span class="_ _3"></span>wierniczych w rozumieniu <span class="_ _3"></span>Ustawy o Ochro<span class="_ _3"></span>nie Praw Nabywcy </div><div class="t m0 xc h2 y4da ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">Wartości <span class="_ _0"></span>wskaźników <span class="_ _0"></span>ROA <span class="_ _0"></span>i <span class="_ _0"></span>ROE w<span class="_ _0"></span>yniosły o<span class="_ _0"></span>dpowiednio 17,<span class="_ _0"></span>0% <span class="_ _0"></span>oraz <span class="_ _0"></span>26,3%, <span class="_ _0"></span>co <span class="_ _0"></span>stanowi <span class="_ _0"></span>istotny <span class="_ _0"></span>wzrost w<span class="_ _0"></span> st<span class="_ _0"></span>osunku do<span class="_ _0"></span> danych <span class="_ _0"></span>wyk<span class="_ _0"></span>azanych za </div><div class="t m0 xc h2 y125 ff1 fs0 fc0 sc0 ls0 ws0">2022 rok.  </div><div class="t m0 xc h2 y126 ff1 fs0 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _14"></span>bieżącej <span class="_ _14"></span>pły<span class="_ _0"></span>nności, <span class="_ _14"></span>na <span class="_ _14"></span>tle <span class="_ _14"></span>wskaźników<span class="_ _0"></span> <span class="_ _14"></span>płynności <span class="_ _14"></span>szybk<span class="_ _0"></span>iej <span class="_ _14"></span>i <span class="_ _1a"></span>natychmiastowej <span class="_ _14"></span>odnotował<span class="_ _0"></span> <span class="_ _14"></span>niewielki <span class="_ _14"></span>wzrost, <span class="_ _14"></span>c<span class="_ _0"></span>o <span class="_ _14"></span>było <span class="_ _1a"></span>spowodowane </div><div class="t m0 xc h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">spadkiem  p<span class="_ _3"></span>oziomu  zobowiązań <span class="_ _18"> </span>krótkoterminowy<span class="_ _0"></span>ch  p<span class="_ _3"></span>rzy  n<span class="_ _3"></span>iewielkim <span class="_ _1"> </span>wzro<span class="_ _0"></span>ście  aktywów <span class="_ _18"> </span>obrotowych.  Wskaźniki <span class="_ _18"> </span>pł<span class="_ _0"></span>ynności  s<span class="_ _3"></span>zybkiej  oraz<span class="_ _3"></span> </div><div class="t m0 xc h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">gotówkowej osiągnęły znacznie <span class="_ _3"></span>lep<span class="_ _3"></span>sze wartości niż <span class="_ _3"></span>na konie<span class="_ _3"></span>c 2022 <span class="_ _3"></span>roku z <span class="_ _3"></span>uwagi na <span class="_ _7"></span>roz<span class="_ _0"></span>poznanie <span class="_ _3"></span>w wyniku <span class="_ _3"></span>774 lokali, <span class="_ _3"></span>co skutkowało <span class="_ _3"></span>istotnym </div><div class="t m0 xc h2 y4de ff1 fs0 fc0 sc0 ls0 ws0">spadkiem poziomu zapasów przy jednoczesnym wzroście poziomu śro<span class="_ _0"></span>dków pieniężnych. </div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">33</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _15"> </span>za<span class="_ _0"></span>notowała <span class="_ _16"> </span>znaczny<span class="_ _0"></span> <span class="_ _16"> </span>spadek <span class="_ _15"> </span>stanu <span class="_ _1c"> </span>zapasów <span class="_ _16"> </span>przy <span class="_ _1c"> </span>jednoczesnym <span class="_ _16"> </span>wypracowaniu <span class="_ _16"> </span>znacznie <span class="_ _16"> </span>wyższyc<span class="_ _0"></span>h <span class="_ _16"> </span>przychodów <span class="_ _16"> </span>ze <span class="_ _16"> </span>sprzedaży </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">w porównaniu <span class="_ _18"> </span>z <span class="_ _1"> </span>2022 <span class="_ _18"> </span>rokiem, <span class="_ _18"> </span>co <span class="_ _1"> </span>wpłynęło <span class="_ _18"> </span>na <span class="_ _1"> </span>istotne <span class="_ _18"> </span>obniżenie <span class="_ _18"> </span>w<span class="_ _0"></span>artości <span class="_ _18"> </span>wskaźnika <span class="_ _18"> </span>cyklu <span class="_ _1"> </span>zapasów. <span class="_ _18"> </span>Wskaźniki <span class="_ _18"> </span>cyklu <span class="_ _1"> </span>należności <span class="_ _18"> </span>i <span class="_ _18"> </span>cyklu </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">zobowiązań przyjęły <span class="_ _0"></span>wyższe <span class="_ _0"></span>wartości, ze <span class="_ _0"></span>względu na wzro<span class="_ _0"></span>st należnośc<span class="_ _0"></span>i i zo<span class="_ _0"></span>bowiązań <span class="_ _0"></span>z tytułu po<span class="_ _0"></span>datku VAT, <span class="_ _0"></span>w zw<span class="_ _0"></span>iązku ze <span class="_ _0"></span>sprzedażą gruntów<span class="_ _0"></span> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">pomiędzy jednostkami z Grupy Kapitałowej w grudniu 2023 roku.<span class="_ _0"></span> </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>obszarze<span class="_ _0"></span> <span class="_ _14"></span>zew<span class="_ _0"></span>nętrznych <span class="_ _14"></span>źródeł <span class="_ _1a"></span>finansowania <span class="_ _1a"></span>odnotowano <span class="_ _1a"></span>znaczny <span class="_ _1a"></span>spadek <span class="_ _14"></span>ogó<span class="_ _0"></span>lnego <span class="_ _14"></span>pozi<span class="_ _0"></span>omu <span class="_ _14"></span>zadł<span class="_ _0"></span>użenia <span class="_ _14"></span>– <span class="_ _1a"></span>wskaźnik <span class="_ _14"></span>o<span class="_ _0"></span>gólnego <span class="_ _1a"></span>pozio<span class="_ _0"></span>mu </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">zadłużenia wyniósł 35,5% w stosu<span class="_ _7"></span>nku do 46,5% wykazanego n<span class="_ _3"></span>a koniec 2022 <span class="_ _3"></span>roku. Wskaźnik <span class="_ _3"></span>trwałości stru<span class="_ _3"></span>ktury finansowania uległ poprawie </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">ze względu na przeprowadzone wykupy obligacji. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Zdaniem <span class="_ _18"> </span>zarządu <span class="_ _18"></span>aktualna <span class="_ _18"> </span>kondycja <span class="_ _18"> </span>finansowa <span class="_ _18"> </span>Grupy <span class="_ _18"> </span>Kapitałowej <span class="_ _18"> </span>Lokum <span class="_ _18"> </span>Deweloper <span class="_ _18"> </span>pozwala <span class="_ _18"> </span>na <span class="_ _18"> </span>dalsze <span class="_ _18"> </span>realizowanie <span class="_ _18"> </span>przyjętej <span class="_ _18"> </span>strategii </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">rozwoju. </div><div class="t m0 xc h13 y4df ff1 fs3 fc3 sc0 ls0 ws0">2.10.<span class="ff5"> <span class="_ _14"></span></span>Ocena m<span class="_ _0"></span>ożliwości realizacji zamierzeń <span class="_ _0"></span>inwestycyjnych </div><div class="t m0 xc h2 y4e0 ff1 fs0 fc0 sc0 ls0 ws0">Grupa posiada pełną zdolno<span class="_ _0"></span>ść do <span class="_ _0"></span>finansowania realizowanych <span class="_ _0"></span>obecnie projektów <span class="_ _0"></span>inwestycyjnych z w<span class="_ _0"></span>ykorzystaniem środków <span class="_ _0"></span>pochodzących </div><div class="t m0 xc h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>kapitałó<span class="_ _0"></span>w <span class="_ _7"></span>własnych, <span class="_ _7"></span>k<span class="_ _0"></span>redytów <span class="_ _7"></span>bankowych <span class="_ _7"></span>o<span class="_ _0"></span>raz <span class="_ _7"></span>emisji <span class="_ _7"></span>dłużnych <span class="_ _7"></span>pa<span class="_ _0"></span>pierów <span class="_ _7"></span>w<span class="_ _0"></span>artościowych. <span class="_ _3"></span>Jednocześni<span class="_ _3"></span>e <span class="_ _7"></span>kładziony <span class="_ _3"></span>jest <span class="_ _7"></span>nacisk <span class="_ _7"></span>na <span class="_ _7"></span>za<span class="_ _0"></span>pewnienie </div><div class="t m0 xc h2 y5c ff1 fs0 fc0 sc0 ls0 ws0">odpowiedniej <span class="_ _0"></span>struktury <span class="_ _0"></span>posiadanych <span class="_ _0"></span>zobow<span class="_ _0"></span>iązań, z <span class="_ _0"></span>uwzględnieniem <span class="_ _0"></span>terminów <span class="_ _0"></span>zapadalności, <span class="_ _0"></span>aby <span class="_ _0"></span>dost<span class="_ _0"></span>osować <span class="_ _0"></span>ją <span class="_ _0"></span>do <span class="_ _0"></span>etapów <span class="_ _0"></span>poszczególnych </div><div class="t m0 xc h2 y4e2 ff1 fs0 fc0 sc0 ls0 ws0">przedsięwzięć deweloperskich. </div><div class="t m0 xc h2 y4e3 ff1 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _0"></span>deweloperska <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _14"></span>Grupie <span class="_ _0"></span>prowadzona <span class="_ _14"></span>przez <span class="_ _0"></span>poszczególne <span class="_ _0"></span>spółki <span class="_ _14"></span>celowe, <span class="_ _0"></span>które <span class="_ _14"></span>dla <span class="_ _0"></span>potrzeb <span class="_ _0"></span>realizacji <span class="_ _14"></span>przedsięwzięć <span class="_ _0"></span>zaciągają </div><div class="t m0 xc h2 y4e4 ff1 fs0 fc0 sc0 ls0 ws0">kredyty <span class="_ _0"></span>bankow<span class="_ _0"></span>e <span class="_ _14"></span>na <span class="_ _14"></span>swój <span class="_ _14"></span>rachunek. <span class="_ _14"></span>Na <span class="_ _14"></span>dzień <span class="_ _0"></span>31<span class="_ _0"></span> <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _14"></span>spółki <span class="_ _14"></span>Grupy <span class="_ _14"></span>dysponow<span class="_ _0"></span>ały <span class="_ _14"></span>niewykorzystanymi <span class="_ _14"></span>środkami <span class="_ _0"></span>kredyt<span class="_ _0"></span>owymi </div><div class="t m0 xc h2 y4e5 ff1 fs0 fc0 sc0 ls0 ws0">w wysokości <span class="_ _14"></span>147 082 <span class="_ _0"></span>tys. <span class="_ _0"></span>PL<span class="_ _0"></span>N. <span class="_ _0"></span>Na <span class="_ _0"></span>dzień <span class="_ _14"></span>zatwierdzenia <span class="_ _14"></span>do <span class="_ _0"></span>publikacji <span class="_ _14"></span>niniejszego <span class="_ _0"></span>sprawoz<span class="_ _0"></span>dania, <span class="_ _0"></span>wartość <span class="_ _14"></span>ta <span class="_ _0"></span>zo<span class="_ _0"></span>stała <span class="_ _0"></span>dodatkow<span class="_ _0"></span>o <span class="_ _0"></span>powiększona </div><div class="t m0 xc h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">o kwotę <span class="_ _1a"></span>73 900 <span class="_ _1a"></span>tys. <span class="_ _14"></span>PLN <span class="_ _1a"></span>z <span class="_ _1a"></span>uwagi <span class="_ _14"></span>na <span class="_ _1a"></span>podpisanie <span class="_ _14"></span>przez <span class="_ _1a"></span>spółkę <span class="_ _1a"></span>z <span class="_ _1a"></span>Grupy <span class="_ _14"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _14"></span>kolejnej <span class="_ _1a"></span>umowy <span class="_ _1a"></span>kredytowej. <span class="_ _1a"></span>Na <span class="_ _1a"></span>dzień <span class="_ _14"></span>zatwierdzenia <span class="_ _1a"></span>do </div><div class="t m0 xc h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0">publikacji <span class="_ _14"></span>Grupa<span class="_ _0"></span> <span class="_ _14"></span>Kapitało<span class="_ _0"></span>wa <span class="_ _1a"></span>ma <span class="_ _1a"></span>zapewnione <span class="_ _1a"></span>finansowanie <span class="_ _1a"></span>w <span class="_ _1a"></span>bank<span class="_ _0"></span>ach <span class="_ _14"></span>dla<span class="_ _0"></span> <span class="_ _14"></span>wszy<span class="_ _0"></span>stkich <span class="_ _14"></span>ak<span class="_ _0"></span>tualnie <span class="_ _1a"></span>realizowany<span class="_ _0"></span>ch <span class="_ _14"></span>projektów <span class="_ _1a"></span>dewelop<span class="_ _0"></span>erskich. </div><div class="t m0 xc h2 y4e8 ff1 fs0 fc0 sc0 ls0 ws0">Rola <span class="_ _1a"></span>jednostki <span class="_ _14"></span>do<span class="_ _0"></span>minującej <span class="_ _14"></span>spro<span class="_ _0"></span>wadza <span class="_ _1a"></span>się <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>tym <span class="_ _1a"></span>przy<span class="_ _0"></span>padku <span class="_ _14"></span>do <span class="_ _1b"></span>wsparcia <span class="_ _14"></span>o<span class="_ _0"></span>rganizacyjnego <span class="_ _14"></span>i <span class="_ _1a"></span>ewent<span class="_ _0"></span>ualnego <span class="_ _14"></span>po<span class="_ _0"></span>ręczenia <span class="_ _14"></span>zaciąg<span class="_ _0"></span>niętego <span class="_ _14"></span>przez </div><div class="t m0 xc h2 y49d ff1 fs0 fc0 sc0 ls0 ws0">spółkę <span class="_ _7"></span>operacyjną <span class="_ _3"></span>zobowiązania <span class="_ _7"></span>oraz <span class="_ _3"></span>zapewnienia <span class="_ _7"></span>jej <span class="_ _7"></span>środków <span class="_ _3"></span>wystarczających <span class="_ _7"></span>na p<span class="_ _3"></span>okrycie <span class="_ _7"></span>wymaganego <span class="_ _7"></span>przez <span class="_ _3"></span>instytucje <span class="_ _7"></span>kredytując<span class="_ _0"></span>e <span class="_ _7"></span>wkładu </div><div class="t m0 xc h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">własnego. </div><div class="t m0 xc h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1a"></span>Lo<span class="_ _0"></span>kum <span class="_ _1a"></span>Deweloper <span class="_ _1b"></span>S.A. <span class="_ _1b"></span>d<span class="_ _0"></span>ostrzega <span class="_ _1a"></span>ryzyko <span class="_ _1b"></span>wzros<span class="_ _0"></span>tu <span class="_ _1a"></span>kosztów<span class="_ _0"></span> <span class="_ _1b"></span>materiałów <span class="_ _1b"></span>budowlanych <span class="_ _1a"></span>i <span class="_ _1b"></span>koszt<span class="_ _0"></span>ów <span class="_ _1b"></span>pracy <span class="_ _1b"></span>w <span class="_ _1a"></span>zw<span class="_ _0"></span>iązku <span class="_ _1a"></span>z <span class="_ _0"></span>odblokowaniem </div><div class="t m0 xc h2 y4e9 ff1 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _18"> </span>z <span class="_ _18"> </span>Krajowego <span class="_ _18"> </span>Planu <span class="_ _1b"></span>Odbudowy <span class="_ _18"> </span>zapowiedzianym <span class="_ _18"> </span>przez <span class="_ _18"> </span>Komisję <span class="_ _18"> </span>Europejską, <span class="_ _1b"></span>co <span class="_ _18"> </span>moż<span class="_ _0"></span>e <span class="_ _18"></span>negatywnie <span class="_ _1b"></span>wpłynąć<span class="_ _0"></span> <span class="_ _18"></span>na <span class="_ _18"></span>działalność <span class="_ _18"> </span>Grupy </div><div class="t m0 xc h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0">Kapitałowej. <span class="_ _1c"> </span>Dodatkowo <span class="_ _1c"> </span>po <span class="_ _1c"> </span>rozpo<span class="_ _0"></span>częciu <span class="_ _1c"> </span>agresji <span class="_ _16"> </span>zbro<span class="_ _0"></span>jnej <span class="_ _1c"> </span>Rosji <span class="_ _1c"> </span>przeciw<span class="_ _0"></span> <span class="_ _1c"> </span>Ukrainie <span class="_ _1c"> </span>wyraźnie <span class="_ _1c"> </span>wzrosła <span class="_ _8d"> </span>niepewność <span class="_ _16"> </span>do<span class="_ _0"></span>tycząca <span class="_ _1c"> </span>dalszego </div><div class="t m0 xc h2 y4eb ff1 fs0 fc0 sc0 ls0 ws0">kształtowania się sytuacji makroekonomic<span class="_ _0"></span>znej na świecie, w tym w Europie. </div><div class="t m0 xc h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">Szczegółowy opis <span class="_ _7"></span>sytuacji związanej <span class="_ _7"></span>z potencjalnym wpływem <span class="_ _3"></span>wojny <span class="_ _3"></span>w U<span class="_ _3"></span>krainie n<span class="_ _3"></span>a <span class="_ _3"></span>działalność Emitenta <span class="_ _7"></span>i Grupy <span class="_ _7"></span>K<span class="_ _0"></span>apitałow<span class="_ _0"></span>ej <span class="_ _3"></span>opisano w <span class="_ _7"></span>nocie </div><div class="t m0 xc h2 y4ec ff1 fs0 fc0 sc0 ls0 ws0">3.1 niniejszego sprawozdania zarządu z działalności Grupy Kapitałow<span class="_ _0"></span>ej.   </div><div class="t m0 xc h13 ycf ff1 fs3 fc3 sc0 ls0 ws0">2.11.<span class="ff5"> <span class="_ _14"></span></span>Ocena c<span class="_ _0"></span>zynników i ni<span class="_ _0"></span>etypowych zdarzeń mających wpływ na wynik z działalności za rok obrotowy </div><div class="t m0 xc h2 y4ed ff1 fs0 fc0 sc0 ls0 ws0">W ok<span class="_ _0"></span>resie zakończonym <span class="_ _0"></span>dnia 31 <span class="_ _0"></span>grudnia 2023 <span class="_ _14"></span>roku, poza <span class="_ _0"></span>opisanymi w<span class="_ _0"></span> innych <span class="_ _0"></span>częściach dokume<span class="_ _0"></span>ntu, nie <span class="_ _0"></span>miały <span class="_ _0"></span>miejsca n<span class="_ _0"></span>ietypowe z<span class="_ _0"></span>darzenia </div><div class="t m0 xc h2 y4ee ff1 fs0 fc0 sc0 ls0 ws0">mające wpływ na wynik z <span class="_ _0"></span>działalności Grupy. <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">34</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">3.<span class="ff4"> <span class="_ _a"> </span></span>Czynniki ryzyka i perspektywy rozwoju<span class="_ _3"></span> </div><div class="t m0 xc h13 y54 ff1 fs3 fc3 sc0 ls0 ws0">3.1.<span class="ff5"> <span class="_ _b"> </span></span>Istotne czynniki ryzy<span class="_ _0"></span>ka i zagrożenia </div><div class="t m0 xc h2 y4ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4f0 ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>Lokum <span class="_ _7"></span>D<span class="_ _0"></span>eweloper <span class="_ _7"></span>w <span class="_ _3"></span>toku <span class="_ _7"></span>prow<span class="_ _0"></span>adzonej <span class="_ _7"></span>działalności <span class="_ _3"></span>gospodarczej <span class="_ _7"></span>pro<span class="_ _0"></span>wadzi <span class="_ _7"></span>bieżący <span class="_ _3"></span>monitoring <span class="_ _7"></span>i <span class="_ _7"></span>ocen<span class="_ _0"></span>ę <span class="_ _7"></span>ryzyka <span class="_ _3"></span>oraz <span class="_ _7"></span>podejmuje działania </div><div class="t m0 xc h2 y4f1 ff1 fs0 fc0 sc0 ls0 ws0">mające na celu minimalizację jego w<span class="_ _0"></span>pływu na sytuację finansową.  </div><div class="t m0 xc h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2c7 ff3 fs0 fc0 sc0 ls0 ws0">3.1.1.<span class="ff4"> <span class="_ _1f"> </span></span>Ryzyko finansowe </div><div class="t m0 xc h2 y302 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y8b ff1 fs0 fc0 sc0 ls0 ws0">Podstawowe rodzaje ryzyka finansowego G<span class="_ _3"></span>rupy <span class="_ _3"></span>obejmują ryzyko stopy procentowej, ryzyko związa<span class="_ _3"></span>ne z <span class="_ _3"></span>płynnością, ryzyko walutowe, ryzyko<span class="_ _3"></span> </div><div class="t m0 xc h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">kredytowe i ryzyko zmiany cen. Zarząd weryfikuje i uzgadnia zasady zarządza<span class="_ _0"></span>nia każdym z tych rodzajów ryzyka. </div><div class="t m0 xc h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _0"></span>głó<span class="_ _0"></span>wnych <span class="_ _0"></span>instrumentów <span class="_ _0"></span>finansowyc<span class="_ _0"></span>h, <span class="_ _0"></span>z <span class="_ _14"></span>których k<span class="_ _0"></span>orzysta <span class="_ _0"></span>Grupa <span class="_ _0"></span>i <span class="_ _14"></span>Spółka, <span class="_ _0"></span>należą <span class="_ _0"></span>o<span class="_ _0"></span>bligacje, <span class="_ _0"></span>kredyty, <span class="_ _14"></span>leasing <span class="_ _0"></span>oraz <span class="_ _0"></span>środki <span class="_ _0"></span>p<span class="_ _0"></span>ieniężne, <span class="_ _14"></span>lokaty </div><div class="t m0 xc h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">krótkoterminowe <span class="_ _15"> </span>i <span class="_ _1d"> </span>j<span class="_ _0"></span>ednostki <span class="_ _1d"> </span>uczestnictwa <span class="_ _15"> </span>w <span class="_ _15"> </span>funduszach <span class="_ _15"> </span>inwestycyjnych. <span class="_ _15"> </span>Grupa <span class="_ _1d"> </span>posiada <span class="_ _15"> </span>pona<span class="_ _0"></span>dto <span class="_ _1d"> </span>środki <span class="_ _15"> </span>pieniężne <span class="_ _1d"> </span>zg<span class="_ _0"></span>romadzone <span class="_ _15"> </span>na </div><div class="t m0 xc h2 y4f7 ff1 fs0 fc0 sc0 ls0 ws0">rachunkach <span class="_ _7"></span>pow<span class="_ _0"></span>ierniczych <span class="_ _7"></span>i zobo<span class="_ _0"></span>wiązania <span class="_ _7"></span>z tytułu<span class="_ _3"></span> <span class="_ _3"></span>umów <span class="_ _7"></span>z <span class="_ _3"></span>klientami <span class="_ _7"></span>oraz <span class="_ _3"></span>należności <span class="_ _7"></span>i <span class="_ _7"></span>zo<span class="_ _0"></span>bowiąz<span class="_ _0"></span>ania <span class="_ _7"></span>z <span class="_ _3"></span>tytułu <span class="_ _7"></span>dostaw <span class="_ _3"></span>i <span class="_ _7"></span>usług <span class="_ _3"></span>powstałe <span class="_ _3"></span>w <span class="_ _7"></span>wyniku </div><div class="t m0 xc h2 y28a ff1 fs0 fc0 sc0 ls0 ws0">prowadzonej działalności. </div><div class="t m0 xc h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0">Zarządzanie ryzykiem <span class="_ _3"></span>finansowym Grup<span class="_ _3"></span>y koordynowane jest <span class="_ _3"></span>przez S<span class="_ _3"></span>półkę dominującą. W<span class="_ _3"></span> procesie <span class="_ _7"></span>za<span class="_ _0"></span>rządzania ryzykiem n<span class="_ _3"></span>ajważniejszą wagę </div><div class="t m0 xc h2 y36f ff1 fs0 fc0 sc0 ls0 ws0">mają następujące cele: </div><div class="t m0 xaa h2 y4f9 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">zabezpieczenie krótkoterminowych oraz średnioterminowyc<span class="_ _0"></span>h przepływów<span class="_ _0"></span> pieniężnych, </span></span></div><div class="t m0 xaa h2 y293 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">stabilizacja wahań wyniku finansowego Grupy, </span></span></div><div class="t m0 xaa h2 y97 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">osiągnięcie <span class="_ _1d"> </span>stopy  zw<span class="_ _0"></span>rotu  z <span class="_ _1d"> </span>długoterminowy<span class="_ _0"></span>ch  inw<span class="_ _0"></span>estycji  w<span class="_ _0"></span>raz  z <span class="_ _1d"> </span>poz<span class="_ _0"></span>yskaniem  optymalnych <span class="_ _1d"> </span>źródeł <span class="_ _1d"> </span>finansowania <span class="_ _1d"> </span>działań </span></span></div><div class="t m0 x1e h2 y4fa ff1 fs0 fc0 sc0 ls0 ws0">inwestycyjnych. </div><div class="t m0 xc h2 y4fb ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"></span>nie <span class="_ _14"></span>zaw<span class="_ _0"></span>iera <span class="_ _14"></span>transakcji <span class="_ _1a"></span>na <span class="_ _14"></span>rynkach <span class="_ _14"></span>fi<span class="_ _0"></span>nansowych <span class="_ _14"></span>w <span class="_ _1a"></span>celach <span class="_ _14"></span>s<span class="_ _0"></span>pekulacyjnych. <span class="_ _14"></span>Od <span class="_ _1a"></span>strony <span class="_ _14"></span>ekono<span class="_ _0"></span>micznej <span class="_ _14"></span>przeprow<span class="_ _0"></span>adzane <span class="_ _14"></span>transakcje <span class="_ _1a"></span>mają </div><div class="t m0 xc h2 y4fc ff1 fs0 fc0 sc0 ls0 ws0">charakter zabezpieczający przed określonym ryzykiem.<span class="_ _0"></span> </div><div class="t m0 xc h2 y4fd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y4fe ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko stopy procentowej </div><div class="t m0 xc h2 y4ff ff1 fs0 fc0 sc0 ls0 ws0">Grupa jest narażona na ryzyko stopy procentowej w<span class="_ _0"></span> związku z następującymi kategoriami aktywów oraz zobowiązań finansowyc<span class="_ _0"></span>h: </div><div class="t m0 xaa h2 y1cf ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">kredyty, pożyczki, inne instrumenty dłużne, </span></span></div><div class="t m0 xaa h2 y500 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">leasing finansowy. </span></span></div><div class="t m0 xc h2 y501 ff1 fs0 fc0 sc0 ls0 ws0">Wysokość oprocentowania o<span class="_ _0"></span>kreśla się przede wszystkim z uwzględnieniem stawki WIBOR 3M lub W<span class="_ _0"></span>IBOR 6M powiększonej o<span class="_ _0"></span> marżę.  </div><div class="t m0 xc h2 y502 ff1 fs0 fc0 sc0 ls0 ws0">Dla udzielanych w ramach Grupy pożyc<span class="_ _0"></span>zek przyjęto wysokość oprocentowania na poziomie ustalonym w oparc<span class="_ _0"></span>iu o warunki emisji obligacji.  </div><div class="t m0 xc h2 y380 ff1 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _3"></span>Polityki <span class="_ _7"></span>Pien<span class="_ _0"></span>iężnej <span class="_ _3"></span>w <span class="_ _3"></span>lipcu <span class="_ _7"></span>2<span class="_ _0"></span>023 <span class="_ _3"></span>oficjalnie <span class="_ _3"></span>zakończyła <span class="_ _3"></span>cykl <span class="_ _3"></span>podwyżek <span class="_ _7"></span>stóp procen<span class="_ _3"></span>towych, które <span class="_ _7"></span>pozo<span class="_ _0"></span>stawały n<span class="_ _3"></span>a <span class="_ _3"></span>niezmienionym <span class="_ _7"></span>po<span class="_ _0"></span>ziomie </div><div class="t m0 xc h2 y503 ff1 fs0 fc0 sc0 ls0 ws0">od września <span class="_ _3"></span>2022. Po dwóch obniżkach <span class="_ _3"></span>stóp pr<span class="_ _3"></span>ocentowych we wrześniu i <span class="_ _3"></span>październiku 2023, odpowiednio o 75 <span class="_ _3"></span>i 25 p<span class="_ _3"></span>unktów bazowych oraz </div><div class="t m0 xc h2 y504 ff1 fs0 fc0 sc0 ls0 ws0">utrzymaniu <span class="_ _1a"></span>po<span class="_ _0"></span>ziomu <span class="_ _1a"></span>stóp <span class="_ _1b"></span>w <span class="_ _1b"></span>kolejnych <span class="_ _1b"></span>mi<span class="_ _0"></span>esiącach, <span class="_ _1a"></span>stopa<span class="_ _0"></span> <span class="_ _1a"></span>refer<span class="_ _0"></span>encyjna <span class="_ _1a"></span>na<span class="_ _0"></span> <span class="_ _1a"></span>dzień <span class="_ _1b"></span>zat<span class="_ _0"></span>wierdzenia <span class="_ _1b"></span>do <span class="_ _1b"></span>publikacji <span class="_ _1b"></span>sprawozdania <span class="_ _1b"></span>wynosi <span class="_ _1b"></span>5,75%. </div><div class="t m0 xc h2 y70 ff1 fs0 fc0 sc0 ls0 ws0">Z uwagi <span class="_ _3"></span>na niepe<span class="_ _3"></span>wność odczytów inflacji <span class="_ _7"></span>w<span class="_ _0"></span> kole<span class="_ _3"></span>jnych miesiącach <span class="_ _3"></span>2024 roku <span class="_ _7"></span>oraz<span class="_ _0"></span> regularnie <span class="_ _3"></span>pojawiającymi się <span class="_ _7"></span>wn<span class="_ _0"></span>ioskami o <span class="_ _7"></span>po<span class="_ _0"></span>dniesienie stóp </div><div class="t m0 xc h2 y505 ff1 fs0 fc0 sc0 ls0 ws0">procentowych  zgłasza<span class="_ _0"></span>nych  przez <span class="_ _1d"> </span>niektórych  czł<span class="_ _0"></span>onków  Rady <span class="_ _1d"> </span>Polityki  Pieniężnej,  za<span class="_ _0"></span>rząd  jest  świ<span class="_ _0"></span>adomy <span class="_ _1d"> </span>ryzyka,  iż <span class="_ _1d"> </span>obecny  poziom <span class="_ _1d"> </span>stóp </div><div class="t m0 xc h2 y506 ff1 fs0 fc0 sc0 ls0 ws0">procentowych <span class="_ _14"></span>może <span class="_ _1a"></span>ulec <span class="_ _14"></span>zmianie. <span class="_ _14"></span>Na <span class="_ _14"></span>podstawie <span class="_ _14"></span>ws<span class="_ _0"></span>kaźników <span class="_ _14"></span>WIB<span class="_ _0"></span>OR <span class="_ _14"></span>jest <span class="_ _14"></span>ustalane <span class="_ _1a"></span>oprocentowanie <span class="_ _14"></span>zaciągniętych <span class="_ _1a"></span>przez <span class="_ _14"></span>Grupę <span class="_ _14"></span>Kapitał<span class="_ _0"></span>ową </div><div class="t m0 xc h2 y507 ff1 fs0 fc0 sc0 ls0 ws0">kredytów oraz <span class="_ _0"></span>obligacji <span class="_ _0"></span>wyemitowanych <span class="_ _0"></span>przez Lo<span class="_ _0"></span>kum Dewelop<span class="_ _0"></span>er S.A, <span class="_ _0"></span>co ma<span class="_ _0"></span> znacząc<span class="_ _0"></span>y wpł<span class="_ _0"></span>yw na <span class="_ _0"></span>wzrost kosztów<span class="_ _0"></span> finansowania prow<span class="_ _0"></span>adzonej </div><div class="t m0 xc h2 y508 ff1 fs0 fc0 sc0 ls0 ws0">działalności. <span class="_ _16"> </span>Niskie <span class="_ _16"> </span>zadł<span class="_ _0"></span>użenie <span class="_ _16"> </span>oraz <span class="_ _1c"> </span>wysoki <span class="_ _16"> </span>poziom <span class="_ _1c"> </span>środków <span class="_ _15"> </span>pieniężnych <span class="_ _16"> </span>w <span class="_ _1c"> </span>ocenie <span class="_ _16"> </span>zarzą<span class="_ _0"></span>du <span class="_ _16"> </span>pow<span class="_ _0"></span>inny <span class="_ _15"> </span>o<span class="_ _0"></span>graniczyć <span class="_ _16"> </span>negatywny<span class="_ _0"></span> <span class="_ _16"> </span>wpływ </div><div class="t m0 xc h2 y509 ff1 fs0 fc0 sc0 ls0 ws0">potencjalnego wzrostu stóp procentowych przy jednoczesnym zapew<span class="_ _0"></span>nieniu finansowania realizowanych inwestycji. </div><div class="t m0 xc h2 y50a ff1 fs0 fc0 sc0 ls0 ws0">Grupa zarządza ryzykiem stopy procentowej poprzez wpro<span class="_ _0"></span>wadzenie wewnętrznej polityki zabezpieczeń, określającej m.in.: </div><div class="t m0 xaa h2 ydf ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">monitoring rentowności realizowanych projektów o<span class="_ _0"></span>raz przyjętego budżetu, </span></span></div><div class="t m0 xaa h2 y50b ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">pomiar i monitoring pozycji bilansow<span class="_ _0"></span>ych narażonych na ryzyko, </span></span></div><div class="t m0 xaa h2 ye1 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">zasady raportowania zarządowi zawartych transakcji, </span></span></div><div class="t m0 xaa h12 y50c ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">zasady wyceny zawartych transakcji.<span class="ff3"> </span></span></span></div><div class="t m0 xc h12 ye3 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y50d ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z pły<span class="_ _0"></span>nnością </div><div class="t m0 xc h2 y50e ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1d"> </span>Kapitał<span class="_ _0"></span>owa <span class="_ _15"> </span>jest <span class="_ _1d"> </span>narażo<span class="_ _0"></span>na <span class="_ _15"> </span>na <span class="_ _1d"> </span>ryzy<span class="_ _0"></span>ko <span class="_ _15"> </span>utraty <span class="_ _1d"> </span>pł<span class="_ _0"></span>ynności, <span class="_ _1d"> </span>tj.<span class="_ _0"></span> <span class="_ _1d"> </span>utraty <span class="_ _15"> </span>lub <span class="_ _15"> </span>ograniczenia <span class="_ _15"> </span>zdolnośc<span class="_ _0"></span>i <span class="_ _1d"> </span>do <span class="_ _15"> </span>regulowania <span class="_ _15"> </span>zobowiązań <span class="_ _15"> </span>oraz </div><div class="t m0 xc h2 y3d0 ff1 fs0 fc0 sc0 ls0 ws0">planowanych <span class="_ _18"></span>i <span class="_ _1b"></span>nieplanowanych <span class="_ _18"> </span>wydatków<span class="_ _0"></span> <span class="_ _18"> </span>związanych <span class="_ _1b"></span>z <span class="_ _18"> </span>prow<span class="_ _0"></span>adzoną <span class="_ _1b"></span>działalnością. <span class="_ _18"> </span>Zarządzanie <span class="_ _18"> </span>ryzykiem <span class="_ _1b"></span>pł<span class="_ _0"></span>ynności <span class="_ _18"> </span>odbywa <span class="_ _1b"></span>się <span class="_ _18"> </span>poprzez </div><div class="t m0 xc h2 y3d1 ff1 fs0 fc0 sc0 ls0 ws0">comiesięczne kontrolo<span class="_ _0"></span>wanie i <span class="_ _0"></span>ra<span class="_ _0"></span>portowanie <span class="_ _0"></span>mierników <span class="_ _0"></span>płynności <span class="_ _0"></span>finansowej, <span class="_ _0"></span>monitorow<span class="_ _0"></span>anie t<span class="_ _0"></span>erminów pła<span class="_ _0"></span>tności oraz<span class="_ _0"></span> <span class="_ _0"></span>zapotrzebowania na </div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">35</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">środki  pieniężne  w  zakresie  o<span class="_ _0"></span>bsługi  krótkoterminowy<span class="_ _0"></span>ch  płatności  (transakcje  bieżące  monitorow<span class="_ _0"></span>ane  w  okresach  tygodniowy<span class="_ _0"></span>ch)  oraz </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">długoterminowego <span class="_ _3"></span>zapotrzebowania <span class="_ _3"></span>na <span class="_ _7"></span>gotówkę na <span class="_ _7"></span>podstawie prognoz <span class="_ _3"></span>przepływów <span class="_ _3"></span>pienię<span class="_ _3"></span>żnych <span class="_ _3"></span>aktualizowanych <span class="_ _3"></span>w <span class="_ _3"></span>okresach <span class="_ _7"></span>miesi<span class="_ _0"></span>ęcznych. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">Zapotrzebowanie na <span class="_ _0"></span>gotów<span class="_ _0"></span>kę po<span class="_ _0"></span>równywane <span class="_ _0"></span>jest <span class="_ _0"></span>z do<span class="_ _0"></span>stępnymi źródła<span class="_ _0"></span>mi pozy<span class="_ _0"></span>skania środków<span class="_ _0"></span>, zwłaszcza <span class="_ _0"></span>poprzez <span class="_ _0"></span>ocenę <span class="_ _0"></span>zdolności <span class="_ _0"></span>uzyskania </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">finansowania <span class="_ _3"></span>w p<span class="_ _3"></span>ostaci kredytów <span class="_ _3"></span>oraz konfrontowane <span class="_ _7"></span>z inwestycjami wolnych <span class="_ _7"></span>środków<span class="_ _0"></span>. Główne <span class="_ _3"></span>kontrole, <span class="_ _3"></span>następujące <span class="_ _7"></span>c<span class="_ _0"></span>yklicznie co mi<span class="_ _3"></span>esiąc, </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">polegają na <span class="_ _3"></span>przedstawieniu zarządowi pods<span class="_ _3"></span>tawowy<span class="_ _0"></span>ch raportów <span class="_ _3"></span>związanych z działaln<span class="_ _3"></span>ością operacyjną, <span class="_ _3"></span>inwestycyjną i <span class="_ _3"></span>finansową Grupy <span class="_ _3"></span>wraz </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1a"></span>ich <span class="_ _1b"></span>komentarzem. <span class="_ _1b"></span>Celem <span class="_ _1b"></span>raportow<span class="_ _0"></span>ania <span class="_ _1a"></span>jest <span class="_ _1b"></span>zaznajomienie <span class="_ _1b"></span>zarządu <span class="_ _1a"></span>z <span class="_ _1b"></span>ogó<span class="_ _0"></span>lną <span class="_ _1a"></span>syt<span class="_ _0"></span>uacją <span class="_ _1a"></span>finan<span class="_ _0"></span>sową <span class="_ _1b"></span>Grupy. <span class="_ _1a"></span>Pr<span class="_ _0"></span>acownicy <span class="_ _1b"></span>działu <span class="_ _1b"></span>finansowego </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">analizują <span class="_ _18"> </span>sytuację <span class="_ _1"> </span>i <span class="_ _18"> </span>k<span class="_ _0"></span>ondycję <span class="_ _18"> </span>f<span class="_ _0"></span>inansową <span class="_ _1"> </span>spółek <span class="_ _18"> </span>Grupy,  p<span class="_ _3"></span>orównują <span class="_ _1"> </span>osiągnięte <span class="_ _18"> </span>wyniki <span class="_ _1"> </span>z <span class="_ _1"> </span>wielkościami <span class="_ _1"> </span>planowanymi <span class="_ _18"> </span>oraz <span class="_ _1"> </span>badają <span class="_ _18"> </span>w<span class="_ _0"></span>ielkość </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">odchyleń, a następnie ustalają możl<span class="_ _0"></span>iwe do wykorzystania środki zaradcze. </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">Ze <span class="_ _0"></span>względ<span class="_ _0"></span>u <span class="_ _14"></span>na <span class="_ _0"></span>dy<span class="_ _0"></span>namiczny <span class="_ _14"></span>charakter <span class="_ _14"></span>prow<span class="_ _0"></span>adzonej <span class="_ _0"></span>dział<span class="_ _0"></span>alności, <span class="_ _14"></span>Grupa <span class="_ _0"></span>za<span class="_ _0"></span>chowuje <span class="_ _14"></span>elastyczność <span class="_ _14"></span>finansow<span class="_ _0"></span>ania <span class="_ _0"></span>poprzez <span class="_ _14"></span>do<span class="_ _0"></span>stępność <span class="_ _14"></span>środków </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">pieniężnych i różnorodność źródeł finansowania. </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">Zdaniem <span class="_ _1a"></span>zarzą<span class="_ _0"></span>du <span class="_ _1a"></span>Grupa <span class="_ _1b"></span>ma <span class="_ _1b"></span>wys<span class="_ _0"></span>tarczającą <span class="_ _1b"></span>ilość <span class="_ _1b"></span>środków <span class="_ _1a"></span>pieniężnyc<span class="_ _0"></span>h <span class="_ _1a"></span>do <span class="_ _1b"></span>terminowego <span class="_ _1b"></span>regulow<span class="_ _0"></span>ania <span class="_ _1a"></span>wszelkich <span class="_ _1b"></span>zobow<span class="_ _0"></span>iązań. <span class="_ _1a"></span>M<span class="_ _0"></span>inimalizacja </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">ryzyka <span class="_ _0"></span>płynności <span class="_ _0"></span>w <span class="_ _0"></span>dłuższej <span class="_ _0"></span>perspektywie <span class="_ _0"></span>czasu <span class="_ _0"></span>realizow<span class="_ _0"></span>ana <span class="_ _0"></span>jest <span class="_ _0"></span>poprzez <span class="_ _0"></span>dostępność <span class="_ _0"></span>kredytów <span class="_ _0"></span>bankow<span class="_ _0"></span>ych. Na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _0"></span>gru<span class="_ _0"></span>dnia 2023 <span class="_ _14"></span>roku </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">spółki Gru<span class="_ _0"></span>py dys<span class="_ _0"></span>ponowały <span class="_ _0"></span>niewykorzystanymi <span class="_ _0"></span>środkami <span class="_ _0"></span>kredytow<span class="_ _0"></span>ymi w<span class="_ _0"></span> <span class="_ _0"></span>wysokości <span class="_ _0"></span>147 082 <span class="_ _14"></span>tys. PLN. <span class="_ _0"></span>W <span class="_ _0"></span>ocenie <span class="_ _0"></span>zarządu <span class="_ _0"></span>planowane <span class="_ _14"></span>wpływy </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">ze sprzedaży mieszkań w pełni zabezpieczają zapotrzebowanie w środki finansowe wymagane przez Grupę Kapitałow<span class="_ _0"></span>ą.  </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2e ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko walutowe </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">Większość <span class="_ _0"></span>transakcji w<span class="_ _0"></span> Gr<span class="_ _0"></span>upie <span class="_ _0"></span>przeprowadzanych <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _0"></span>PLN. <span class="_ _0"></span>Z <span class="_ _0"></span>uw<span class="_ _0"></span>agi <span class="_ _0"></span>na <span class="_ _0"></span>fakt, że<span class="_ _0"></span> <span class="_ _0"></span>Grupa <span class="_ _0"></span>nie <span class="_ _0"></span>dokonywał<span class="_ _0"></span>a <span class="_ _0"></span>innych istotnych <span class="_ _0"></span>t<span class="_ _0"></span>ransakcji <span class="_ _0"></span>zakupu </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">i sprzedaży <span class="_ _0"></span>towar<span class="_ _0"></span>ów <span class="_ _14"></span>i <span class="_ _14"></span>usług <span class="_ _0"></span>w <span class="_ _14"></span>walutach <span class="_ _0"></span>obcych <span class="_ _14"></span>bezpośrednia <span class="_ _14"></span>ekspozycja <span class="_ _14"></span>na <span class="_ _14"></span>ryzyko <span class="_ _0"></span>walutow<span class="_ _0"></span>e <span class="_ _0"></span>była <span class="_ _14"></span>znikoma. <span class="_ _14"></span>Znaczne <span class="_ _14"></span>osłabienie <span class="_ _0"></span>kursu <span class="_ _14"></span>PLN </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">może <span class="_ _15"> </span>mieć <span class="_ _16"> </span>pośredni <span class="_ _15"> </span>wpływ <span class="_ _16"> </span>na <span class="_ _15"> </span>koszty <span class="_ _15"> </span>r<span class="_ _0"></span>ealizacji <span class="_ _15"> </span>inwestycji, <span class="_ _15"> </span>sz<span class="_ _0"></span>czególnie <span class="_ _15"> </span>w <span class="_ _15"> </span>przy<span class="_ _0"></span>padku <span class="_ _15"> </span>dostaw<span class="_ _0"></span> <span class="_ _15"> </span>materiałów <span class="_ _16"> </span>budowlanych <span class="_ _15"> </span>oraz <span class="_ _16"> </span>innych </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">niezbędnych <span class="_ _3"></span>elementów <span class="_ _3"></span>składowych realizowanych <span class="_ _3"></span>inwestycji, <span class="_ _3"></span>których <span class="_ _7"></span>w<span class="_ _0"></span>ytworzenie <span class="_ _3"></span>nie <span class="_ _3"></span>odbywa <span class="_ _3"></span>się <span class="_ _7"></span>w<span class="_ _0"></span> ca<span class="_ _3"></span>łości w <span class="_ _7"></span>Polsce, a <span class="_ _7"></span>dostawc<span class="_ _0"></span>y r<span class="_ _7"></span>ozliczają </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">swoje zakupy w walutach obcych. </div><div class="t m0 xc h16 y50f ff3 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2da ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko kredytowe </div><div class="t m0 xc h2 y510 ff1 fs0 fc0 sc0 ls0 ws0">Głównymi  aktywami  finansowymi <span class="_ _1"> </span>Grupy  są <span class="_ _1"> </span>środki  pieniężne <span class="_ _1"> </span>na  rachunkach  bankowych  i <span class="_ _1"> </span>mieszkaniowych  rachunkach  powierniczych, </div><div class="t m0 xc h2 y511 ff1 fs0 fc0 sc0 ls0 ws0">jednostki uczestnictwa w fun<span class="_ _0"></span>duszach inwestycyjnych, należności z <span class="_ _0"></span>tytułu dostaw i u<span class="_ _0"></span>sług oraz inne na<span class="_ _0"></span>leżności, które reprezentują <span class="_ _0"></span>największą </div><div class="t m0 xc h2 y512 ff1 fs0 fc0 sc0 ls0 ws0">ekspozycję <span class="_ _0"></span>na ryzy<span class="_ _0"></span>ko <span class="_ _0"></span>kredytowe. Spółki <span class="_ _0"></span>z <span class="_ _0"></span>Grupy <span class="_ _0"></span>rozliczają <span class="_ _0"></span>się ze <span class="_ _14"></span>swoimi <span class="_ _0"></span>klientami w <span class="_ _0"></span>głównej <span class="_ _0"></span>mierze <span class="_ _0"></span>na <span class="_ _0"></span>podstawie przedpł<span class="_ _0"></span>at. <span class="_ _0"></span>Akt not<span class="_ _0"></span>arialny </div><div class="t m0 xc h2 y513 ff1 fs0 fc0 sc0 ls0 ws0">przenoszący własność lokalu <span class="_ _3"></span>podpisywany jest najczęściej w momencie, <span class="_ _3"></span>kiedy należność za d<span class="_ _3"></span>any lokal została uiszczona. Wobec po<span class="_ _3"></span>wyższego </div><div class="t m0 xc h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">ekspozycja  na  ryzyko  kr<span class="_ _3"></span>edytowe  nale<span class="_ _3"></span>żności  z  tytułu <span class="_ _1"> </span>dostaw  i  u<span class="_ _3"></span>sług  jest  znikoma.  Ryzyko  kre<span class="_ _7"></span>dy<span class="_ _0"></span>towe  powstaje  w  p<span class="_ _3"></span>rzypadku  śr<span class="_ _3"></span>odków </div><div class="t m0 xc h2 y514 ff1 fs0 fc0 sc0 ls0 ws0">pieniężnych <span class="_ _1b"></span>oraz <span class="_ _18"> </span>depozytów <span class="_ _18"> </span>w <span class="_ _1b"></span>bankach <span class="_ _1b"></span>i <span class="_ _18"> </span>instytucjach <span class="_ _1b"></span>finan<span class="_ _0"></span>sowych, <span class="_ _18"> </span>a <span class="_ _1b"></span>także <span class="_ _1b"></span>w<span class="_ _0"></span> odniesieniu <span class="_ _1b"></span>do <span class="_ _18"> </span>klientów <span class="_ _1b"></span>Grupy<span class="_ _0"></span> <span class="_ _1b"></span>w <span class="_ _18"> </span>postaci <span class="_ _1b"></span>niero<span class="_ _0"></span>zliczonych </div><div class="t m0 xc h2 y515 ff1 fs0 fc0 sc0 ls0 ws0">należności <span class="_ _7"></span>(ryzyko <span class="_ _3"></span>niewypłacalności). <span class="_ _3"></span>Grupa <span class="_ _7"></span>posiada <span class="_ _3"></span>procedury <span class="_ _7"></span>poz<span class="_ _0"></span>walające <span class="_ _7"></span>o<span class="_ _0"></span>cenić <span class="_ _7"></span>wiarygodność <span class="_ _3"></span>kredytową <span class="_ _3"></span>klien<span class="_ _3"></span>tów. <span class="_ _3"></span>Grupa <span class="_ _7"></span>nie <span class="_ _7"></span>i<span class="_ _0"></span>dentyfikuje </div><div class="t m0 xc h2 y516 ff1 fs0 fc0 sc0 ls0 ws0">znaczącej koncentracji ryzyka. W przypadku instytucji finansow<span class="_ _0"></span>ych i banków Grupa korzysta z usług renomow<span class="_ _0"></span>anych jednostek. </div><div class="t m0 xc h15 y2a3 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y517 ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko zmiany cen </div><div class="t m0 xc h2 y518 ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>L<span class="_ _0"></span>okum Deweloper <span class="_ _7"></span>mo<span class="_ _0"></span>nitoruje ryzyko ce<span class="_ _3"></span>n <span class="_ _3"></span>rynkowych dotyczące <span class="_ _3"></span>wszystkich <span class="_ _3"></span>posiadanych przez <span class="_ _3"></span>nią <span class="_ _7"></span>i<span class="_ _0"></span>nstrumentów finansowych. W <span class="_ _7"></span>2023<span class="_ _0"></span> </div><div class="t m0 xc h2 y519 ff1 fs0 fc0 sc0 ls0 ws0">roku Grupa nie stosowała rachunkowo<span class="_ _0"></span>ści zabezpieczeń. W okresie sprawozdawczym nie zawarto i nie były aktywne transakcje pochodne. </div><div class="t m0 xc h2 y51a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y11a ff3 fs0 fc0 sc0 ls0 ws0">3.1.2.<span class="ff4"> <span class="_ _1f"> </span></span>Czynniki ryzyka związa<span class="_ _0"></span>ne z działalnością operacyjną Grupy </div><div class="t m0 xc h2 y11b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y11c ff1 fs0 fc0 sc0 ls0 ws0">Poniżej zostały <span class="_ _3"></span>opisane <span class="_ _7"></span>c<span class="_ _0"></span>zynniki <span class="_ _3"></span>ryzyka specyficzne <span class="_ _7"></span>dla Grupy oraz <span class="_ _3"></span>branży <span class="_ _7"></span>dew<span class="_ _0"></span>eloperskiej. Są <span class="_ _7"></span>t<span class="_ _0"></span>o czynniki <span class="_ _7"></span>ryzyk<span class="_ _0"></span>a, które <span class="_ _7"></span>Grupa zidentyfikow<span class="_ _0"></span>ała, </div><div class="t m0 xc h2 y11d ff1 fs0 fc0 sc0 ls0 ws0">jako ryzyka <span class="_ _3"></span>mogące <span class="_ _3"></span>mieć <span class="_ _3"></span>negatywny <span class="_ _3"></span>wpływ na <span class="_ _7"></span>działa<span class="_ _0"></span>lność, <span class="_ _3"></span>wyniki, s<span class="_ _3"></span>ytuację <span class="_ _3"></span>lub <span class="_ _7"></span>p<span class="_ _0"></span>erspektywy Gr<span class="_ _3"></span>upy. Przedstawione <span class="_ _3"></span>czynniki <span class="_ _3"></span>ryzyka n<span class="_ _3"></span>ie mu<span class="_ _3"></span>szą </div><div class="t m0 xc h2 y11e ff1 fs0 fc0 sc0 ls0 ws0">być jedynymi, jakie mogą zagrażać Grupie. </div><div class="t m0 xc h2 y11f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y120 ff3 fs0 fc0 sc0 ls0 ws0">Działalność w warunkach silnej konkurencji ze strony in<span class="_ _0"></span>nych podmiotów </div><div class="t m0 xc h2 y121 ff1 fs0 fc0 sc0 ls0 ws0">Rynek <span class="_ _3"></span>deweloperski <span class="_ _7"></span>w Polsce <span class="_ _7"></span>jest obszarem <span class="_ _3"></span>wysoce <span class="_ _7"></span>konk<span class="_ _0"></span>urencyjnym. Działalność <span class="_ _7"></span>licznych pod<span class="_ _3"></span>miotów może <span class="_ _7"></span>powodować<span class="_ _0"></span> <span class="_ _3"></span>zwiększenie<span class="_ _3"></span> <span class="_ _3"></span>popytu </div><div class="t m0 xc h2 y122 ff1 fs0 fc0 sc0 ls0 ws0">na ma<span class="_ _0"></span>teriały i <span class="_ _0"></span>usługi <span class="_ _0"></span>budo<span class="_ _0"></span>wlano-montażow<span class="_ _0"></span>e, <span class="_ _0"></span>a także <span class="_ _0"></span>doprowadzić <span class="_ _0"></span>do <span class="_ _0"></span>deficytu gru<span class="_ _0"></span>ntów <span class="_ _0"></span>lub <span class="_ _0"></span>wzrostu <span class="_ _0"></span>cen <span class="_ _0"></span>gruntów <span class="_ _0"></span>dla <span class="_ _0"></span>nowych <span class="_ _0"></span>inwestycji, <span class="_ _0"></span>co </div><div class="t m0 xc h2 y123 ff1 fs0 fc0 sc0 ls0 ws0">może wpłynąć na rentowność realizow<span class="_ _0"></span>anych projektów deweloperskich. </div><div class="t m0 xc h12 y4db ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y51b ff3 fs0 fc0 sc0 ls0 ws0">Wahania koniunktury branży </div><div class="t m0 xc h2 y51c ff1 fs0 fc0 sc0 ls0 ws0">Rynek nieruchomości mieszkaniow<span class="_ _0"></span>ych w Polsce charakteryzuje się<span class="_ _0"></span> wahaniami koniunktury, w zw<span class="_ _0"></span>iązku z którymi liczba oddawanyc<span class="_ _0"></span>h nowych </div><div class="t m0 xc h2 y276 ff1 fs0 fc0 sc0 ls0 ws0">mieszkań <span class="_ _1b"></span>zmienia <span class="_ _18"> </span>się <span class="_ _1b"></span>z <span class="_ _18"></span>roku <span class="_ _1a"></span>na <span class="_ _18"> </span>rok <span class="_ _18"> </span>w <span class="_ _1b"></span>zależno<span class="_ _0"></span>ści <span class="_ _1b"></span>m.in. <span class="_ _18"> </span>od: <span class="_ _1b"></span>ogólnych <span class="_ _1b"></span>czynników <span class="_ _18"> </span>makroekonomicznych <span class="_ _1b"></span>w <span class="_ _18"> </span>Polsce, <span class="_ _1b"></span>zmian <span class="_ _18"> </span>demograficznych </div><div class="t m0 xc h2 y51d ff1 fs0 fc0 sc0 ls0 ws0">w danych obszarach <span class="_ _0"></span>miejskich, d<span class="_ _0"></span>ostępności finansowania dl<span class="_ _0"></span>a dew<span class="_ _0"></span>eloperów i k<span class="_ _0"></span>lientów o<span class="_ _0"></span>raz c<span class="_ _0"></span>en mieszkań już <span class="_ _0"></span>istniejących. Zwiększony<span class="_ _0"></span> popyt </div><div class="t m0 xc h2 y51e ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _14"></span>nieruchomo<span class="_ _0"></span>ści <span class="_ _14"></span>mieszkaniowe <span class="_ _1a"></span>powo<span class="_ _0"></span>duje <span class="_ _14"></span>zwykle <span class="_ _1a"></span>wzrost <span class="_ _1a"></span>marży <span class="_ _14"></span>realizowanej <span class="_ _1a"></span>przez <span class="_ _1a"></span>deweloperów <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _1a"></span>zwiększenie <span class="_ _14"></span>liczby <span class="_ _14"></span>prow<span class="_ _0"></span>adzonych, </div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">36</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">nowych <span class="_ _0"></span>projektów <span class="_ _14"></span>deweloperskich. <span class="_ _0"></span>G<span class="_ _0"></span>rupa <span class="_ _0"></span>wybiera <span class="_ _0"></span>tak<span class="_ _0"></span>ie <span class="_ _0"></span>lokalizac<span class="_ _0"></span>je <span class="_ _0"></span>dla <span class="_ _0"></span>sw<span class="_ _0"></span>oich <span class="_ _0"></span>inwesty<span class="_ _0"></span>cji <span class="_ _0"></span>i <span class="_ _14"></span>tak <span class="_ _0"></span>kszt<span class="_ _0"></span>ałtuje <span class="_ _0"></span>ofertę <span class="_ _0"></span>mie<span class="_ _0"></span>szkaniową, <span class="_ _14"></span>by <span class="_ _0"></span>była <span class="_ _14"></span>ona </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">odporna na wahania koniunktury. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y22 ff3 fs0 fc0 sc0 ls0 ws0">Dostępność nowych terenów inwestycy<span class="_ _0"></span>jnych </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">Pomimo <span class="_ _14"></span>obserwow<span class="_ _0"></span>anej <span class="_ _0"></span>tendencji <span class="_ _14"></span>wzrostu <span class="_ _14"></span>cen <span class="_ _14"></span>gruntów,<span class="_ _0"></span> <span class="_ _0"></span>Grupa <span class="_ _14"></span>dokonuje <span class="_ _14"></span>zakupu <span class="_ _14"></span>nowy<span class="_ _0"></span>ch <span class="_ _0"></span>gruntów <span class="_ _1a"></span>jedynie <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _14"></span>atrakcyjnych <span class="_ _14"></span>lokalizacjach <span class="_ _14"></span>po </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">konkurencyjnych  cenach  umożliwiając<span class="_ _0"></span>ych  realizowanie  zadowalających  marż.  Jest  to  moż<span class="_ _0"></span>liwe  dzięki  wieloletniej  obecności  na  rynku, </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">zdobytemu <span class="_ _1a"></span>doświadczeniu <span class="_ _1a"></span>oraz<span class="_ _0"></span> <span class="_ _14"></span>wy<span class="_ _0"></span>pracowanej <span class="_ _1a"></span>pozycji. <span class="_ _1a"></span>Grupa <span class="_ _1a"></span>we <span class="_ _1a"></span>własnym <span class="_ _1b"></span>zakresie <span class="_ _14"></span>ak<span class="_ _0"></span>tywnie <span class="_ _1a"></span>analizuje <span class="_ _1a"></span>rynek <span class="_ _1a"></span>nieruchomości <span class="_ _1a"></span>gru<span class="_ _0"></span>ntowyc<span class="_ _0"></span>h,<span class="_ _3"></span> </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">a także <span class="_ _14"></span>w<span class="_ _0"></span>spółpracuje <span class="_ _14"></span>z <span class="_ _1a"></span>firmami <span class="_ _1a"></span>zajmującymi <span class="_ _14"></span>się <span class="_ _1a"></span>pośrednictwem <span class="_ _1a"></span>w <span class="_ _14"></span>o<span class="_ _0"></span>brocie <span class="_ _14"></span>nieruchomościami. <span class="_ _1a"></span>Wieloletnia <span class="_ _14"></span>współpraca <span class="_ _1a"></span>z <span class="_ _1a"></span>tymi <span class="_ _1a"></span>podmiotami </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">pozwala <span class="_ _1c"> </span>na <span class="_ _16"> </span>w<span class="_ _0"></span>czesne <span class="_ _16"> </span>pozyskiwanie <span class="_ _1c"> </span>informacji <span class="_ _1c"> </span>o <span class="_ _1c"> </span>nieruchomościach <span class="_ _16"> </span>przewidzianych <span class="_ _1c"> </span>do <span class="_ _1c"> </span>sprzedaży, <span class="_ _1c"> </span>co <span class="_ _1c"> </span>wraz <span class="_ _1c"> </span>ze <span class="_ _16"> </span>zdo<span class="_ _0"></span>lnością <span class="_ _16"> </span>szybkiego </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">przeprowadzenia <span class="_ _14"></span>analizy <span class="_ _14"></span>nieruchomo<span class="_ _0"></span>ści <span class="_ _14"></span>i <span class="_ _14"></span>podejmowania <span class="_ _14"></span>decyzji <span class="_ _14"></span>zakupowych <span class="_ _14"></span>umo<span class="_ _0"></span>żliwia <span class="_ _14"></span>zakup <span class="_ _14"></span>gruntu <span class="_ _14"></span>przed <span class="_ _14"></span>konkurencją. <span class="_ _1a"></span>Grupa <span class="_ _14"></span>prowadzi </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">własne <span class="_ _14"></span>analizy <span class="_ _1a"></span>rynkowe <span class="_ _1a"></span>oraz <span class="_ _1a"></span>dodatkowo <span class="_ _1a"></span>w<span class="_ _0"></span>spiera <span class="_ _14"></span>się <span class="_ _14"></span>s<span class="_ _0"></span>pecjalistycznymi <span class="_ _1a"></span>zewnętrznymi <span class="_ _14"></span>oprac<span class="_ _0"></span>owaniami. <span class="_ _14"></span>Po<span class="_ _0"></span>nadto <span class="_ _1a"></span>Grupa <span class="_ _14"></span>dąży <span class="_ _1a"></span>do <span class="_ _1a"></span>nabywania </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">gruntów przeznaczonych pod inwestycje, posiadających wystarczają<span class="_ _0"></span>ce uregulowania planistyczne. </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2c ff3 fs0 fc0 sc0 ls0 ws0">Koszty realizacji projektów deweloperskich<span class="_ _0"></span> </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _8d"> </span>narażona <span class="_ _19"> </span>jest <span class="_ _8d"> </span>na <span class="_ _19"> </span>ryzyko <span class="_ _19"> </span>wzrostu <span class="_ _8d"> </span>koszt<span class="_ _0"></span>ów <span class="_ _8d"> </span>realizacji <span class="_ _8d"> </span>proj<span class="_ _0"></span>ektów <span class="_ _8d"> </span>deweloperskich <span class="_ _19"> </span>w <span class="_ _8d"> </span>za<span class="_ _0"></span>kresie <span class="_ _8d"> </span>cen <span class="_ _8d"> </span>u<span class="_ _0"></span>sług <span class="_ _8d"> </span>świadczo<span class="_ _0"></span>nych <span class="_ _8d"> </span>przez </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _1a"></span>oraz <span class="_ _1a"></span>cen <span class="_ _1a"></span>materiałó<span class="_ _0"></span>w <span class="_ _1a"></span>budowlanych. <span class="_ _1a"></span>Model <span class="_ _1a"></span>biznesowy <span class="_ _1a"></span>Grupy <span class="_ _1a"></span>zakłada <span class="_ _1a"></span>pełnienie <span class="_ _1a"></span>we <span class="_ _1b"></span>wszystkich <span class="_ _1a"></span>realizowanych <span class="_ _1a"></span>projektach </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _1b"></span>funkcji <span class="_ _1a"></span>inwestora, <span class="_ _1b"></span>jak <span class="_ _1b"></span>i <span class="_ _1b"></span>generalnego <span class="_ _1b"></span>wykonawc<span class="_ _0"></span>y. <span class="_ _1a"></span>Skokowy <span class="_ _1b"></span>wzro<span class="_ _0"></span>st <span class="_ _1a"></span>cen <span class="_ _1b"></span>materiałów <span class="_ _1b"></span>budowlanych <span class="_ _1b"></span>może <span class="_ _1b"></span>pojawić <span class="_ _1b"></span>się <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>prz<span class="_ _0"></span>ypadku </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">znaczącego wzrostu <span class="_ _7"></span>po<span class="_ _0"></span>pytu <span class="_ _3"></span>na <span class="_ _3"></span>materiały bu<span class="_ _3"></span>dowlane lub<span class="_ _3"></span> usługi <span class="_ _7"></span>podwy<span class="_ _0"></span>konawców znacznie <span class="_ _7"></span>przew<span class="_ _0"></span>yższającego ich <span class="_ _7"></span>możliwą podaż. D<span class="_ _3"></span>ługotrwały </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">proces <span class="_ _14"></span>inwestycyjny <span class="_ _14"></span>związany <span class="_ _14"></span>z <span class="_ _14"></span>prowadzony<span class="_ _0"></span>mi <span class="_ _14"></span>projektami <span class="_ _14"></span>powoduje, <span class="_ _14"></span>iż <span class="_ _14"></span>Grupa <span class="_ _14"></span>moż<span class="_ _0"></span>e <span class="_ _14"></span>nie <span class="_ _14"></span>być <span class="_ _14"></span>w <span class="_ _1a"></span>stanie<span class="_ _3"></span> <span class="_ _14"></span>przewidzieć <span class="_ _14"></span>zmiany <span class="_ _14"></span>c<span class="_ _0"></span>en <span class="_ _14"></span>materiałów </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">oraz usług świadczonych przez podwykonawców ustalając cenę mi<span class="_ _0"></span>eszkania w ofercie sprzedażowej. </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1b"></span>ogranicza <span class="_ _1b"></span>r<span class="_ _0"></span>yzyko <span class="_ _18"></span>wzrostu <span class="_ _1b"></span>kosztów <span class="_ _1b"></span>realizac<span class="_ _0"></span>ji <span class="_ _1b"></span>projektów <span class="_ _18"> </span>deweloperskich <span class="_ _1a"></span>pop<span class="_ _0"></span>rzez <span class="_ _18"> </span>długotrwałą <span class="_ _1b"></span>współprac<span class="_ _0"></span>ę <span class="_ _1b"></span>z <span class="_ _1b"></span>podwy<span class="_ _0"></span>konawcami <span class="_ _1b"></span>oraz </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">dobrze <span class="_ _0"></span>zdyw<span class="_ _0"></span>ersyfikowaną <span class="_ _14"></span>bazę <span class="_ _0"></span>dostawc<span class="_ _0"></span>ów. <span class="_ _14"></span>Ze <span class="_ _0"></span>względu <span class="_ _0"></span>na <span class="_ _14"></span>swoją <span class="_ _14"></span>pozycję <span class="_ _14"></span>rynkową <span class="_ _14"></span>Grupa <span class="_ _0"></span>jest <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _14"></span>stanie <span class="_ _0"></span>negocjo<span class="_ _0"></span>wać <span class="_ _14"></span>ceny <span class="_ _0"></span>z <span class="_ _14"></span>dostawcami, <span class="_ _14"></span>co </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">umożliwia osiąganie zadowalających marż. </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">Eksperci <span class="_ _18"> </span>oraz <span class="_ _18"> </span>analitycy <span class="_ _18"> </span>z <span class="_ _18"> </span>branży <span class="_ _1"> </span>budowlanej <span class="_ _18"> </span>spodziewają <span class="_ _18"> </span>się <span class="_ _18"> </span>znac<span class="_ _0"></span>znego <span class="_ _18"> </span>wzrostu <span class="_ _18"> </span>cen <span class="_ _18"> </span>materiałów <span class="_ _18"> </span>budowlanych <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>kosztów <span class="_ _18"> </span>roboc<span class="_ _0"></span>izny </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">w związku <span class="_ _0"></span>z <span class="_ _0"></span>zapowiadanym <span class="_ _0"></span>przez <span class="_ _0"></span>Komisję <span class="_ _0"></span>Europejską <span class="_ _0"></span>odblokow<span class="_ _0"></span>aniem środków <span class="_ _14"></span>z Krajo<span class="_ _0"></span>wego <span class="_ _0"></span>Planu <span class="_ _0"></span>Odbudowy <span class="_ _0"></span>oraz <span class="_ _0"></span>Funduszu <span class="_ _0"></span>Spójności. <span class="_ _0"></span>Na </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">dzień za<span class="_ _0"></span>twierdzenia <span class="_ _14"></span>do <span class="_ _0"></span>publikacji<span class="_ _0"></span> <span class="_ _0"></span>skonsolidowanego <span class="_ _14"></span>sprawozdania <span class="_ _14"></span>finansowego <span class="_ _0"></span>zarząd <span class="_ _0"></span>ni<span class="_ _0"></span>e <span class="_ _0"></span>jest <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _14"></span>stanie <span class="_ _0"></span>oszacow<span class="_ _0"></span>ać <span class="_ _0"></span>wpły<span class="_ _0"></span>wu <span class="_ _0"></span>odblokowania </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">środków z KPO na dalsze funkcjonowanie Grupy Kapitałow<span class="_ _0"></span>ej oraz na wyniki osiągane w przyszłości. </div><div class="t m0 xc h12 y3a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y51f ff3 fs0 fc0 sc0 ls0 ws0">Terminowość realizacji projektów de<span class="_ _0"></span>weloperskich </div><div class="t m0 xc h2 y520 ff1 fs0 fc0 sc0 ls0 ws0">Działalność deweloperska cechuje się koniecznością prowadzenia długoterminowych projektów (trwających od kilkunastu<span class="_ _3"></span> do kilkudziesięciu </div><div class="t m0 xc h2 y521 ff1 fs0 fc0 sc0 ls0 ws0">miesięcy). Roz<span class="_ _0"></span>poznanie <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>w <span class="_ _0"></span>rachunku w<span class="_ _0"></span>yników <span class="_ _0"></span>ma <span class="_ _0"></span>miejsce w <span class="_ _0"></span>ostatnim <span class="_ _0"></span>etapie <span class="_ _0"></span>projektu de<span class="_ _0"></span>weloperskiego, <span class="_ _0"></span>tj. <span class="_ _0"></span>w <span class="_ _0"></span>momencie <span class="_ _0"></span>zawarcia </div><div class="t m0 xc h2 y522 ff1 fs0 fc0 sc0 ls0 ws0">notarialnej umow<span class="_ _0"></span>y sprzedaży lokalu <span class="_ _0"></span>(umowy <span class="_ _0"></span>przenoszącej własność) <span class="_ _0"></span>lub przekazania lokal<span class="_ _0"></span>u nabywcy <span class="_ _0"></span>po <span class="_ _0"></span>wpłacie min. <span class="_ _0"></span>80% c<span class="_ _0"></span>eny i spełnieniu </div><div class="t m0 xc h2 y523 ff1 fs0 fc0 sc0 ls0 ws0">dodatkowych <span class="_ _3"></span>warunków, <span class="_ _3"></span>umożliwiających <span class="_ _7"></span>przeniesienie n<span class="_ _3"></span>a nab<span class="_ _3"></span>ywcę pr<span class="_ _3"></span>aw <span class="_ _3"></span>i <span class="_ _7"></span>ryzyk<span class="_ _0"></span> <span class="_ _3"></span>związanych <span class="_ _7"></span>z użytkowaniem <span class="_ _3"></span>lokalu. <span class="_ _7"></span>Z u<span class="_ _3"></span>wagi <span class="_ _3"></span>na <span class="_ _7"></span>c<span class="_ _0"></span>zas <span class="_ _3"></span>trwania </div><div class="t m0 xc h2 y524 ff1 fs0 fc0 sc0 ls0 ws0">projektu, <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _14"></span>poziom <span class="_ _0"></span>jeg<span class="_ _0"></span>o <span class="_ _0"></span>skomplikowania <span class="_ _14"></span>inwestor <span class="_ _0"></span>musi <span class="_ _0"></span>liczy<span class="_ _0"></span>ć <span class="_ _0"></span>się <span class="_ _0"></span>z <span class="_ _14"></span>możliwością <span class="_ _0"></span>wy<span class="_ _0"></span>stąpienia <span class="_ _0"></span>opóźnień <span class="_ _0"></span>w <span class="_ _14"></span>realizacji <span class="_ _0"></span>projektów <span class="_ _14"></span>– <span class="_ _0"></span>np. <span class="_ _0"></span>na </div><div class="t m0 xc h2 y525 ff1 fs0 fc0 sc0 ls0 ws0">skutek <span class="_ _1d"> </span>wydłużenia <span class="_ _15"> </span>się <span class="_ _1d"> </span>terminó<span class="_ _0"></span>w <span class="_ _1d"> </span>administracyjno-prawny<span class="_ _0"></span>ch <span class="_ _1d"> </span>uzyskiwania <span class="_ _15"> </span>odpowiednich <span class="_ _15"> </span>decyzji <span class="_ _1d"> </span>i <span class="_ _15"> </span>zezwoleń, <span class="_ _1d"> </span>niekorzystnych<span class="_ _0"></span> <span class="_ _1d"> </span>warunków </div><div class="t m0 xc h2 y129 ff1 fs0 fc0 sc0 ls0 ws0">atmosferycznych, <span class="_ _14"></span>w<span class="_ _0"></span>zrostu <span class="_ _14"></span>cen <span class="_ _14"></span>lub <span class="_ _14"></span>niedoboru <span class="_ _1a"></span>materiałów.<span class="_ _0"></span> <span class="_ _14"></span>Projekty <span class="_ _14"></span>realizowane <span class="_ _14"></span>przez <span class="_ _1a"></span>Grupę <span class="_ _14"></span>wymag<span class="_ _0"></span>ają <span class="_ _14"></span>znacznych <span class="_ _1a"></span>nakładów <span class="_ _14"></span>kapitałow<span class="_ _0"></span>ych </div><div class="t m0 xc h2 y12a ff1 fs0 fc0 sc0 ls0 ws0">w fazie przygotowania i następnie w fazie budowy. </div><div class="t m0 xc h2 y12b ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"></span>ogranicza <span class="_ _1a"></span>powy<span class="_ _0"></span>ższe <span class="_ _1a"></span>ryzyko <span class="_ _1b"></span>dzięki <span class="_ _1a"></span>niekorzystaniu <span class="_ _1a"></span>z <span class="_ _1b"></span>zewnętrznych <span class="_ _1b"></span>usług <span class="_ _1a"></span>generalnych <span class="_ _1b"></span>wykonawców <span class="_ _1b"></span>w <span class="_ _1a"></span>prowadzony<span class="_ _0"></span>ch <span class="_ _1a"></span>projektach, <span class="_ _1a"></span>c<span class="_ _0"></span>o </div><div class="t m0 xc h2 y12c ff1 fs0 fc0 sc0 ls0 ws0">przekłada <span class="_ _7"></span>się<span class="_ _0"></span> <span class="_ _3"></span>na <span class="_ _7"></span>większą kontrolę <span class="_ _7"></span>pro<span class="_ _0"></span>wadzonych p<span class="_ _3"></span>rojektów <span class="_ _3"></span>oraz <span class="_ _3"></span>możliwość <span class="_ _3"></span>szybkiego <span class="_ _7"></span>reagowania w <span class="_ _7"></span>sytuacjach <span class="_ _3"></span>kryzysowych. Ponad<span class="_ _3"></span>to <span class="_ _3"></span>Grupa </div><div class="t m0 xc h2 y12d ff1 fs0 fc0 sc0 ls0 ws0">ogranicza <span class="_ _18"> </span>powyższe <span class="_ _18"> </span>ryzyko <span class="_ _18"> </span>zwłaszcza <span class="_ _18"> </span>przy <span class="_ _18"> </span>dużych <span class="_ _18"> </span>projektach <span class="_ _18"> </span>deweloperskich <span class="_ _18"> </span>poprzez <span class="_ _18"> </span>ich <span class="_ _18"> </span>etapowanie <span class="_ _18"> </span>w <span class="_ _18"> </span>ramach <span class="_ _18"> </span>poszczególnych <span class="_ _18"> </span>zadań </div><div class="t m0 xc h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">inwestycyjnych. </div><div class="t m0 xc h2 y12f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y130 ff3 fs0 fc0 sc0 ls0 ws0">Prowadzone postępowania administracyjne w zakre<span class="_ _0"></span>sie prawa zagospodarowania nieruchomości oraz pra<span class="_ _0"></span>wa budowlanego </div><div class="t m0 xc h2 y131 ff1 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _3"></span>Grupy <span class="_ _7"></span>w zakres<span class="_ _3"></span>ie <span class="_ _7"></span>pro<span class="_ _0"></span>jektów <span class="_ _3"></span>deweloperskich <span class="_ _7"></span>wiąże <span class="_ _3"></span>się <span class="_ _7"></span>z koniecznością <span class="_ _7"></span>uzyskania <span class="_ _3"></span>stosownych <span class="_ _3"></span>decyzji <span class="_ _7"></span>i zez<span class="_ _3"></span>woleń <span class="_ _7"></span>administracyjny<span class="_ _0"></span>ch </div><div class="t m0 xc h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">bądź <span class="_ _7"></span>uchwał o <span class="_ _7"></span>ustaleniu <span class="_ _3"></span>lokalizacji <span class="_ _7"></span>inwestycji mieszkan<span class="_ _3"></span>iowej. S<span class="_ _3"></span>półki <span class="_ _7"></span>z Grupy <span class="_ _7"></span>muszą <span class="_ _3"></span>uzyskiwać <span class="_ _7"></span>w szc<span class="_ _3"></span>zególności <span class="_ _7"></span>dec<span class="_ _0"></span>yzje <span class="_ _3"></span>o <span class="_ _7"></span>warunkach <span class="_ _3"></span>zabudowy </div><div class="t m0 xc h2 y133 ff1 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _0"></span>nieruc<span class="_ _0"></span>homości <span class="_ _14"></span>nieobjętych <span class="_ _14"></span>miejscowym<span class="_ _0"></span> <span class="_ _0"></span>planem <span class="_ _14"></span>zagospo<span class="_ _0"></span>darowania <span class="_ _14"></span>przestrzennego <span class="_ _14"></span>oraz <span class="_ _14"></span>pozwolenia <span class="_ _14"></span>na <span class="_ _14"></span>budowę, <span class="_ _14"></span>co <span class="_ _14"></span>m<span class="_ _0"></span>oże <span class="_ _14"></span>wiązać <span class="_ _14"></span>się <span class="_ _0"></span>z </div><div class="t m0 xc h2 y134 ff1 fs0 fc0 sc0 ls0 ws0">koniecznością  pozyskiwania  dodatkowych  dokumentów  takich <span class="_ _1"> </span>jak  uzgodnienia,  opin<span class="_ _3"></span>ie  czy  zgody  właścicieli  lub<span class="_ _3"></span>  posiadaczy  sąsiednich </div><div class="t m0 xc h2 y135 ff1 fs0 fc0 sc0 ls0 ws0">nieruchomości. <span class="_ _15"> </span>Dodatkow<span class="_ _0"></span>o <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>toku <span class="_ _15"> </span>prowadzenia <span class="_ _15"> </span>i<span class="_ _0"></span>nwestycji <span class="_ _15"> </span>istnieje <span class="_ _16"> </span>ryzyko <span class="_ _16"> </span>wstrzymania <span class="_ _15"> </span>jej <span class="_ _16"> </span>prowadzenia <span class="_ _15"> </span>przez <span class="_ _15"> </span>w<span class="_ _0"></span>łaściwe <span class="_ _15"> </span>organy, <span class="_ _16"> </span>w </div><div class="t m0 xc h2 y136 ff1 fs0 fc0 sc0 ls0 ws0">szczególności wskutek protestów wł<span class="_ _0"></span>aścicieli lub posiadaczy sąsiednich nieruchomości lub z innych przyczy<span class="_ _0"></span>n przewidzianych prawem. </div><div class="t m0 xc h2 y137 ff1 fs0 fc0 sc0 ls0 ws0">Po zak<span class="_ _0"></span>ończeniu procesu budowlanego <span class="_ _0"></span>konieczne j<span class="_ _0"></span>est uzyskanie <span class="_ _0"></span>pozwolenia na <span class="_ _0"></span>użytkowanie. <span class="_ _0"></span>Dodatkowo w<span class="_ _0"></span> trakcie <span class="_ _0"></span>procesu inwestyc<span class="_ _0"></span>yjnego, </div><div class="t m0 xc h2 y526 ff1 fs0 fc0 sc0 ls0 ws0">w nie<span class="_ _3"></span>których przypadkach, <span class="_ _7"></span>kon<span class="_ _0"></span>ieczny<span class="_ _0"></span>m je<span class="_ _3"></span>st u<span class="_ _3"></span>zyskanie de<span class="_ _3"></span>cyzji o <span class="_ _3"></span>podziale nieruchomości, zaś <span class="_ _7"></span>w każdym pr<span class="_ _3"></span>zypadku dla <span class="_ _7"></span>obrot<span class="_ _0"></span>u wybudowanymi </div><div class="t m0 xc h2 y527 ff1 fs0 fc0 sc0 ls0 ws0">lokalami <span class="_ _0"></span>niezbędne jest <span class="_ _0"></span>uzyskanie <span class="_ _0"></span>zaświadczeń <span class="_ _0"></span>o<span class="_ _0"></span> samodzi<span class="_ _0"></span>elności lokali. <span class="_ _0"></span>Uzyskiwanie <span class="_ _0"></span>stosownych <span class="_ _0"></span>decyzji <span class="_ _0"></span>administracyjnych wiąże <span class="_ _0"></span>si<span class="_ _0"></span>ę c<span class="_ _0"></span>zęsto </div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">37</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _18"> </span>długotrwał<span class="_ _0"></span>ymi <span class="_ _18"> </span>postępowaniami <span class="_ _18"> </span>admini<span class="_ _0"></span>stracyjnymi, <span class="_ _18"> </span>co  powod<span class="_ _3"></span>uje <span class="_ _18"> </span>po<span class="_ _0"></span>wstanie <span class="_ _18"> </span>ryzyka <span class="_ _1"> </span>braku <span class="_ _18"> </span>mo<span class="_ _0"></span>żliwości <span class="_ _1"> </span>zakończenia <span class="_ _18"> </span>poszczególnych <span class="_ _18"> </span>faz </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">inwestycji <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _18"> </span>za<span class="_ _0"></span>kładanych  p<span class="_ _3"></span>rzez <span class="_ _18"> </span>Grupę  terminach. <span class="_ _18"> </span>W  szczególności <span class="_ _18"> </span>opóźnienie <span class="_ _18"> </span>w  wydaniu <span class="_ _18"> </span>decyzji  o <span class="_ _18"> </span>pozwoleniu <span class="_ _1"> </span>na <span class="_ _1"> </span>użytkowanie  przez<span class="_ _7"></span> </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">uprawniony organ może <span class="_ _0"></span>przesunąć <span class="_ _0"></span>datę przekazania lok<span class="_ _0"></span>alu i aktu <span class="_ _0"></span>notarialnego <span class="_ _0"></span>przenoszącego w<span class="_ _0"></span>łasność, które alternatywnie sta<span class="_ _0"></span>nowią datę </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">ewidencjonowania przychodów ze sprzedaży lokali. </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y24 ff3 fs0 fc0 sc0 ls0 ws0">Warunki atmosferyczne </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _9a"> </span>w <span class="_ _100"> </span>branży <span class="_ _9a"> </span>deweloperskiej <span class="_ _100"> </span>charakteryzuje <span class="_ _100"> </span>się <span class="_ _9a"> </span>zauw<span class="_ _0"></span>ażalną <span class="_ _9a"> </span>wrażliwośc<span class="_ _0"></span>ią <span class="_ _9a"> </span>na <span class="_ _9a"> </span>panu<span class="_ _0"></span>jące <span class="_ _9a"> </span>warunki <span class="_ _9a"> </span>po<span class="_ _0"></span>godowe. <span class="_ _9a"> </span>Gr<span class="_ _0"></span>upa <span class="_ _9a"> </span>przy </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">opracowywaniu <span class="_ _15"> </span>harmonogramu <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>projektów <span class="_ _15"> </span>deweloperskich <span class="_ _15"> </span>i <span class="_ _1d"> </span>budżetow<span class="_ _0"></span>aniu <span class="_ _15"> </span>wyników <span class="_ _15"> </span>finansowych <span class="_ _15"> </span>zakłada <span class="_ _15"> </span>typow<span class="_ _0"></span>e <span class="_ _1d"> </span>w<span class="_ _0"></span>arunki </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">atmosferyczne <span class="_ _0"></span>dla <span class="_ _14"></span>danych <span class="_ _14"></span>pór <span class="_ _0"></span>ro<span class="_ _0"></span>ku. <span class="_ _14"></span>Zazwyczaj <span class="_ _14"></span>lepsze <span class="_ _0"></span>warunki <span class="_ _14"></span>do <span class="_ _14"></span>prowadzenia <span class="_ _0"></span>prac <span class="_ _14"></span>budowlanych <span class="_ _14"></span>istnieją <span class="_ _14"></span>w <span class="_ _14"></span>miesiącach <span class="_ _0"></span>letnich, <span class="_ _14"></span>natomiast </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">znacznie <span class="_ _15"> </span>pogarszają <span class="_ _16"> </span>się <span class="_ _16"> </span>w <span class="_ _16"> </span>miesiącach <span class="_ _16"> </span>zimow<span class="_ _0"></span>ych, <span class="_ _15"> </span>szczególnie <span class="_ _16"> </span>podczas <span class="_ _16"> </span>zalegania <span class="_ _15"> </span>pokryw<span class="_ _0"></span>y <span class="_ _15"> </span>śni<span class="_ _0"></span>eżnej <span class="_ _15"> </span>i <span class="_ _16"> </span>występowania <span class="_ _16"> </span>mrozu. <span class="_ _16"> </span>Również </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">niestandardowe w danych okresach zjawiska pogodowe, w tym okresy ulewnych deszczy latem lub bardzo niskie temperatury w miesiącach </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">zimowych mogą utrudnić prowadzenie prac. </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">Nie  można  wykluczyć  ryzyka,  że  nietypowe  lub <span class="_ _1"> </span>skrajnie  niekorzystne  warunki  pogodowe  przedłużą  proces  budowy  i  opóźnią  termin </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">przekazania mieszkań klientom, a w efekcie opóźnią termin rozpoz<span class="_ _0"></span>nania przychodów Grupy. </div><div class="t m0 xc h15 y528 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y369 ff3 fs0 fc0 sc0 ls0 ws0">Dostępność finansowania </div><div class="t m0 xc h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">Istnieje <span class="_ _0"></span>ryzyko,<span class="_ _0"></span> <span class="_ _0"></span>że <span class="_ _0"></span>poz<span class="_ _0"></span>yskanie <span class="_ _0"></span>finansow<span class="_ _0"></span>ania <span class="_ _0"></span>dla <span class="_ _0"></span>proj<span class="_ _0"></span>ektów <span class="_ _0"></span>inwestyc<span class="_ _0"></span>yjnych <span class="_ _0"></span>będzie <span class="_ _0"></span>możl<span class="_ _0"></span>iwe <span class="_ _0"></span>na <span class="_ _0"></span>w<span class="_ _0"></span>arunkach <span class="_ _14"></span>nieakceptowalnych <span class="_ _0"></span>dla <span class="_ _14"></span>Grupy <span class="_ _0"></span>l<span class="_ _0"></span>ub </div><div class="t m0 xc h2 y529 ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _1d"> </span>ni<span class="_ _0"></span>e <span class="_ _15"> </span>będzie <span class="_ _15"> </span>mo<span class="_ _0"></span>gła <span class="_ _15"> </span>pozyskać <span class="_ _15"> </span>dodatkow<span class="_ _0"></span>ego <span class="_ _15"> </span>finansowania <span class="_ _15"> </span>dla <span class="_ _15"> </span>projektów <span class="_ _16"> </span>inwestycyjnych. <span class="_ _15"> </span>Rozwój <span class="_ _15"> </span>dział<span class="_ _0"></span>alności <span class="_ _15"> </span>Grupy <span class="_ _15"> </span>może <span class="_ _15"> </span>ulec </div><div class="t m0 xc h2 y52a ff1 fs0 fc0 sc0 ls0 ws0">ograniczeniu, <span class="_ _18"> </span>jeżeli <span class="_ _1"> </span>pozyskiwanie <span class="_ _18"> </span>przez <span class="_ _1"> </span>nią <span class="_ _18"> </span>ś<span class="_ _0"></span>rodków <span class="_ _1"> </span>finansowych <span class="_ _18"> </span>będzie <span class="_ _1"> </span>nieskuteczne <span class="_ _18"> </span>lub <span class="_ _1"> </span>jeśli <span class="_ _1"> </span>środki <span class="_ _18"> </span>finansow<span class="_ _0"></span>e <span class="_ _18"> </span>będą <span class="_ _1"> </span>pozyskiwane <span class="_ _18"> </span>na </div><div class="t m0 xc h2 y52b ff1 fs0 fc0 sc0 ls0 ws0">niekorzystnych warunkach. </div><div class="t m0 xc h2 ybd ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>ogranicza <span class="_ _3"></span>powyższe <span class="_ _7"></span>ryzy<span class="_ _0"></span>ko <span class="_ _7"></span>dzięki <span class="_ _3"></span>dywersyfikacji <span class="_ _7"></span>źródeł <span class="_ _3"></span>finansowania <span class="_ _3"></span>zewnętrznego <span class="_ _7"></span>pomiędzy <span class="_ _7"></span>k<span class="_ _0"></span>redyty <span class="_ _7"></span>bankowe <span class="_ _3"></span>i <span class="_ _7"></span>obligacje <span class="_ _3"></span>oraz <span class="_ _7"></span>bieżąc<span class="_ _0"></span>y </div><div class="t m0 xc h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">monitoring alternatywnych opcji. </div><div class="t m0 xc h2 y2da ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y52c ff3 fs0 fc0 sc0 ls0 ws0">3.1.3.<span class="ff4"> <span class="_ _1f"> </span></span>Czynniki ryzyka związa<span class="_ _0"></span>ne z otoczeniem, w jakim Grupa prowadzi działalność </div><div class="t m0 xc h12 yc2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y298 ff3 fs0 fc0 sc0 ls0 ws0">Czynniki makroekonomiczne </div><div class="t m0 xc h2 y52d ff1 fs0 fc0 sc0 ls0 ws0">Działalność <span class="_ _14"></span>Grupy <span class="_ _1a"></span>uzależniona <span class="_ _1a"></span>jest <span class="_ _1a"></span>od <span class="_ _1a"></span>sytuacji <span class="_ _14"></span>mak<span class="_ _0"></span>roekonomicznej <span class="_ _1a"></span>Polski. <span class="_ _14"></span>B<span class="_ _0"></span>ezpośredni <span class="_ _14"></span>i <span class="_ _1a"></span>pośredni<span class="_ _0"></span> <span class="_ _14"></span>wpł<span class="_ _0"></span>yw <span class="_ _14"></span>na <span class="_ _1a"></span>wyniki <span class="_ _1a"></span>uzyskane <span class="_ _14"></span>przez <span class="_ _1b"></span>Grupę </div><div class="t m0 xc h2 y52e ff1 fs0 fc0 sc0 ls0 ws0">mają <span class="_ _3"></span>m.in.: <span class="_ _7"></span>dynamika <span class="_ _3"></span>wzrostu <span class="_ _3"></span>PKB, <span class="_ _3"></span>inflacja, <span class="_ _3"></span>polityka <span class="_ _7"></span>monetarna <span class="_ _3"></span>i <span class="_ _7"></span>fiskalna Państwa, <span class="_ _7"></span>popyt <span class="_ _3"></span>konsumpcyjny, <span class="_ _3"></span>poziom <span class="_ _3"></span>bezrobocia, <span class="_ _7"></span>charakterystyka </div><div class="t m0 xc h2 y1ce ff1 fs0 fc0 sc0 ls0 ws0">demograficzna <span class="_ _1a"></span>populacji, <span class="_ _1b"></span>nastroje <span class="_ _1b"></span>konsumenckie <span class="_ _1a"></span>społ<span class="_ _0"></span>eczeństwa, <span class="_ _1b"></span>poziom <span class="_ _1a"></span>do<span class="_ _0"></span>chodów <span class="_ _1a"></span>rozporządzalnych <span class="_ _1a"></span>g<span class="_ _0"></span>ospodarstw <span class="_ _1a"></span>domow<span class="_ _0"></span>ych <span class="_ _1a"></span>w <span class="_ _1b"></span>Polsce, </div><div class="t m0 xc h2 y52f ff1 fs0 fc0 sc0 ls0 ws0">dostępność <span class="_ _14"></span>kredytów,<span class="_ _0"></span> <span class="_ _14"></span>sytuacja <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _14"></span>branży <span class="_ _1a"></span>budowlanej <span class="_ _14"></span>i <span class="_ _1a"></span>deweloperskiej. <span class="_ _14"></span>Zaró<span class="_ _0"></span>wno <span class="_ _1a"></span>powyższe <span class="_ _1a"></span>czynniki, <span class="_ _14"></span>jak <span class="_ _1a"></span>i <span class="_ _1a"></span>kierunek <span class="_ _14"></span>oraz <span class="_ _1a"></span>poziom <span class="_ _1a"></span>ich <span class="_ _14"></span>zmian, </div><div class="t m0 xc h2 y530 ff1 fs0 fc0 sc0 ls0 ws0">mają wpływ na realizację założonych przez Grupę celów<span class="_ _0"></span>. </div><div class="t m0 xc h2 y531 ff1 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1a"></span>podejmuje <span class="_ _1a"></span>działania <span class="_ _1a"></span>ma<span class="_ _0"></span>jące <span class="_ _1a"></span>na <span class="_ _1a"></span>c<span class="_ _0"></span>elu <span class="_ _14"></span>ogra<span class="_ _0"></span>niczenie <span class="_ _1a"></span>negatyw<span class="_ _0"></span>nego <span class="_ _14"></span>w<span class="_ _0"></span>pływu <span class="_ _1a"></span>wy<span class="_ _0"></span>sokiej <span class="_ _1a"></span>inflacji <span class="_ _1a"></span>na <span class="_ _1a"></span>w<span class="_ _0"></span>yniki <span class="_ _14"></span>finan<span class="_ _0"></span>sowe, <span class="_ _1a"></span>ale <span class="_ _1a"></span>obecnie <span class="_ _1b"></span>trudno </div><div class="t m0 xc h2 y532 ff1 fs0 fc0 sc0 ls0 ws0">oszacować <span class="_ _1b"></span>skalę <span class="_ _18"></span>wpływu <span class="_ _1b"></span>i <span class="_ _1b"></span>wszy<span class="_ _0"></span>stkie <span class="_ _1b"></span>czynniki <span class="_ _1b"></span>ryzyk<span class="_ _0"></span>a <span class="_ _1b"></span>związa<span class="_ _0"></span>ne <span class="_ _1b"></span>z <span class="_ _1b"></span>tym <span class="_ _18"> </span>zagrożeniem. <span class="_ _1b"></span>Istotny <span class="_ _18"></span>wzrost <span class="_ _1a"></span>cen <span class="_ _18"></span>energii, <span class="_ _1b"></span>materiałów <span class="_ _18"> </span>budowlanych, </div><div class="t m0 xc h2 y533 ff1 fs0 fc0 sc0 ls0 ws0">a także wzro<span class="_ _0"></span>st presji <span class="_ _0"></span>płacowej spow<span class="_ _0"></span>odowanej wysokimi <span class="_ _0"></span>odczytami inflacji <span class="_ _0"></span>mogą mieć <span class="_ _0"></span>istotny <span class="_ _0"></span>wpływ <span class="_ _0"></span>na wyniki <span class="_ _0"></span>Grupy w <span class="_ _0"></span>kolejnych <span class="_ _0"></span>okresach. </div><div class="t m0 xc h2 y534 ff1 fs0 fc0 sc0 ls0 ws0">NBP <span class="_ _14"></span>w<span class="_ _0"></span>raz <span class="_ _14"></span>z <span class="_ _1a"></span>Radą <span class="_ _14"></span>Poli<span class="_ _0"></span>tyki <span class="_ _14"></span>Pieniężnej <span class="_ _1a"></span>są <span class="_ _14"></span>odpow<span class="_ _0"></span>iedzialne <span class="_ _14"></span>za <span class="_ _1a"></span>stabilność <span class="_ _1a"></span>polskiej <span class="_ _14"></span>w<span class="_ _0"></span>aluty <span class="_ _14"></span>i <span class="_ _1a"></span>mogą <span class="_ _14"></span>wpływać<span class="_ _0"></span> <span class="_ _14"></span>na <span class="_ _1a"></span>poziom <span class="_ _1a"></span>inflacji <span class="_ _14"></span>przede <span class="_ _1a"></span>wszystkim </div><div class="t m0 xc h2 y535 ff1 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _1b"></span>określanie <span class="_ _1a"></span>wy<span class="_ _0"></span>sokości <span class="_ _1b"></span>oficjalnych <span class="_ _1b"></span>stóp <span class="_ _1b"></span>procentowyc<span class="_ _0"></span>h. <span class="_ _1b"></span>Od <span class="_ _1a"></span>października <span class="_ _1b"></span>2021 <span class="_ _1b"></span>roku <span class="_ _1b"></span>do<span class="_ _0"></span> <span class="_ _1a"></span>września <span class="_ _1b"></span>2022 <span class="_ _1b"></span>roku <span class="_ _1b"></span>stopy <span class="_ _1b"></span>procentow<span class="_ _0"></span>e <span class="_ _1b"></span>były </div><div class="t m0 xc h2 y3e8 ff1 fs0 fc0 sc0 ls0 ws0">systematycznie podnoszone. Ewentual<span class="_ _3"></span>ne kolejne podwyżki stóp <span class="_ _7"></span>pr<span class="_ _0"></span>ocentowych mogą mieć w przysz<span class="_ _3"></span>łości wpływ na zmn<span class="_ _3"></span>iejszenie <span class="_ _3"></span>dostępności </div><div class="t m0 xc h2 y536 ff1 fs0 fc0 sc0 ls0 ws0">kredytów hipotecznych, a co za tym idzie, spadek popytu na nowe m<span class="_ _0"></span>ieszkania. </div><div class="t m0 xc h12 y537 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2ec ff3 fs0 fc0 sc0 ls0 ws0">Regulacje prawne </div><div class="t m0 xc h2 y538 ff1 fs0 fc0 sc0 ls0 ws0">Dla <span class="_ _18"> </span>polskiego <span class="_ _18"> </span>systemu <span class="_ _18"> </span>prawn<span class="_ _0"></span>ego <span class="_ _18"> </span>w <span class="_ _18"> </span>ostat<span class="_ _0"></span>nich <span class="_ _18"> </span>latach, <span class="_ _18"> </span>a <span class="_ _18"> </span>także <span class="_ _18"> </span>o<span class="_ _0"></span>becnie, <span class="_ _18"> </span>charakterystyczne <span class="_ _18"> </span>są<span class="_ _0"></span> <span class="_ _18"> </span>częste <span class="_ _18"> </span>zmiany <span class="_ _18"> </span>prze<span class="_ _0"></span>pisów <span class="_ _18"> </span>oraz <span class="_ _18"> </span>niejednolite </div><div class="t m0 xc h2 y539 ff1 fs0 fc0 sc0 ls0 ws0">orzecznictwo <span class="_ _15"> </span>sądow<span class="_ _0"></span>e. <span class="_ _15"> </span>Należy <span class="_ _15"> </span>też <span class="_ _15"> </span>zwrócić <span class="_ _16"> </span>uwagę <span class="_ _15"> </span>na <span class="_ _15"> </span>proces <span class="_ _15"> </span>dostosowyw<span class="_ _0"></span>ania <span class="_ _15"> </span>polskiego <span class="_ _15"> </span>prawa <span class="_ _15"> </span>do <span class="_ _15"> </span>wy<span class="_ _0"></span>mogów <span class="_ _1d"> </span>Unii <span class="_ _15"> </span>E<span class="_ _0"></span>uropejskiej <span class="_ _15"> </span>oraz </div><div class="t m0 xc h2 y53a ff1 fs0 fc0 sc0 ls0 ws0">oddziaływanie <span class="_ _1d"> </span>orzecznic<span class="_ _0"></span>twa <span class="_ _1d"> </span>europejskiego <span class="_ _1d"> </span>na <span class="_ _1d"> </span>rozstrzygnięcia <span class="_ _1d"> </span>w <span class="_ _15"> </span>indywidualnych <span class="_ _1d"> </span>sprawach. <span class="_ _1d"> </span>Niew<span class="_ _0"></span>ątpliwie <span class="_ _1d"> </span>wskazane <span class="_ _1d"> </span>czy<span class="_ _0"></span>nniki  st<span class="_ _0"></span>anowią </div><div class="t m0 xc h2 y53b ff1 fs0 fc0 sc0 ls0 ws0">potencjalny element ryzyk<span class="_ _0"></span>a i mogą mieć <span class="_ _0"></span>poważny wpływ<span class="_ _0"></span> na otoczenie prawne działalności gospod<span class="_ _0"></span>arczej, w ty<span class="_ _0"></span>m działalności Grupy. Dotyc<span class="_ _0"></span>zy </div><div class="t m0 xc h2 y53c ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _8d"> </span>w <span class="_ _8d"> </span>szczególności <span class="_ _8d"> </span>przepisów<span class="_ _0"></span> <span class="_ _8d"> </span>regulujących <span class="_ _8d"> </span>rynek <span class="_ _8d"> </span>deweloper<span class="_ _0"></span>ski, <span class="_ _8d"> </span>rynek <span class="_ _8d"> </span>papierów <span class="_ _8d"> </span>w<span class="_ _0"></span>artościowych <span class="_ _8d"> </span>(w <span class="_ _8d"> </span>tym<span class="_ _0"></span> <span class="_ _8d"> </span>w <span class="_ _8d"> </span>zakresie <span class="_ _8d"> </span>obow<span class="_ _0"></span>iązków </div><div class="t m0 xc h2 y53d ff1 fs0 fc0 sc0 ls0 ws0">informacyjnych), stosunki pracy, ubezpieczenia społeczne, a <span class="_ _3"></span>także szeroko rozumiany system prawa cywilnego. Możliwe jest <span class="_ _3"></span>też, że zostanie </div><div class="t m0 xc h2 y2f3 ff1 fs0 fc0 sc0 ls0 ws0">rozszerzony <span class="_ _14"></span>katalog <span class="_ _14"></span>rodzajów <span class="_ _14"></span>działalności <span class="_ _14"></span>wym<span class="_ _0"></span>agającej <span class="_ _14"></span>uzyskania <span class="_ _14"></span>stosownych <span class="_ _14"></span>zezwoleń <span class="_ _14"></span>lub <span class="_ _0"></span>k<span class="_ _0"></span>oncesji. <span class="_ _14"></span>Istnieje <span class="_ _14"></span>ryzyko <span class="_ _14"></span>niekorzystnych <span class="_ _14"></span>zm<span class="_ _0"></span>ian </div><div class="t m0 xc h2 y53e ff1 fs0 fc0 sc0 ls0 ws0">przepisów lub ich interpretacji w przyszłości.  </div><div class="t m0 xc h12 y53f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y540 ff3 fs0 fc0 sc0 ls0 ws0">Przepisy prawa podatkowego </div><div class="t m0 xc h2 y541 ff1 fs0 fc0 sc0 ls0 ws0">Polskie <span class="_ _1b"></span>przepisy <span class="_ _1b"></span>prawa <span class="_ _1b"></span>podatkow<span class="_ _0"></span>ego <span class="_ _1b"></span>dotyczące <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>szczególności <span class="_ _1b"></span>podatku <span class="_ _1b"></span>dochodowego <span class="_ _18"></span>podlegają <span class="_ _1b"></span>częstym <span class="_ _1b"></span>mo<span class="_ _0"></span>dyfikacjom, <span class="_ _1b"></span>obejmującym </div><div class="t m0 xc h2 y542 ff1 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _14"></span>brzmienie po<span class="_ _0"></span>szczególnych <span class="_ _0"></span>regula<span class="_ _0"></span>cji, <span class="_ _0"></span>jak <span class="_ _0"></span>ró<span class="_ _0"></span>wnież <span class="_ _0"></span>sposób <span class="_ _14"></span>stosowania <span class="_ _14"></span>ich <span class="_ _0"></span>wykładni <span class="_ _0"></span>przez <span class="_ _14"></span>organy <span class="_ _14"></span>podatkowe <span class="_ _0"></span>i <span class="_ _14"></span>sądy <span class="_ _0"></span>administr<span class="_ _0"></span>acyjne. </div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">38</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _0"></span>podatkowe <span class="_ _0"></span>oraz <span class="_ _0"></span>inne <span class="_ _0"></span>obszary <span class="_ _0"></span>działalności <span class="_ _0"></span>podlegające <span class="_ _0"></span>regulacjom <span class="_ _0"></span>mogą <span class="_ _0"></span>być <span class="_ _0"></span>przedmiotem <span class="_ _0"></span>k<span class="_ _0"></span>ontroli o<span class="_ _0"></span>rganów <span class="_ _0"></span>administracyjnych, </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">które <span class="_ _1a"></span>uprawnione <span class="_ _1a"></span>są <span class="_ _1a"></span>do<span class="_ _0"></span> <span class="_ _1a"></span>nakładania <span class="_ _1a"></span>wy<span class="_ _0"></span>sokich <span class="_ _1a"></span>kar <span class="_ _1a"></span>i <span class="_ _1b"></span>sankcji, <span class="_ _1a"></span>a <span class="_ _1a"></span>ewe<span class="_ _0"></span>ntualne <span class="_ _1a"></span>dodatkowe <span class="_ _1a"></span>zobowiąza<span class="_ _0"></span>nia <span class="_ _1a"></span>podatkowe <span class="_ _1a"></span>pow<span class="_ _0"></span>stałe <span class="_ _1a"></span>w <span class="_ _1a"></span>oce<span class="_ _0"></span>nie <span class="_ _14"></span>takich </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">organów <span class="_ _14"></span>kontrolnych <span class="_ _1a"></span>muszą <span class="_ _14"></span>być <span class="_ _14"></span>uregulowane <span class="_ _14"></span>wraz <span class="_ _14"></span>z <span class="_ _14"></span>odsetkami. <span class="_ _14"></span>B<span class="_ _0"></span>rak <span class="_ _14"></span>odniesienia <span class="_ _14"></span>do <span class="_ _14"></span>utrwalonych <span class="_ _14"></span>regulacji <span class="_ _14"></span>prawnych <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>Polsce <span class="_ _1a"></span>powoduje<span class="_ _3"></span> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">występowanie w <span class="_ _3"></span>obowiązujących przepis<span class="_ _3"></span>ach niejasności i<span class="_ _3"></span> niespójności potęgowanych n<span class="_ _3"></span>iejednoznacznymi pojęciami i<span class="_ _3"></span> nie<span class="_ _3"></span>ostrymi definicjami. </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">Elementy te <span class="_ _7"></span>pro<span class="_ _0"></span>wadzą w praktyce<span class="_ _3"></span> do dal<span class="_ _3"></span>eko idących tr<span class="_ _3"></span>udności w <span class="_ _3"></span>stosowaniu <span class="_ _3"></span>regulacji pr<span class="_ _3"></span>awa podatkowego, w s<span class="_ _3"></span>zczególności ni<span class="_ _3"></span>ejednokrotnie </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">braku możliwości uzyskania zarów<span class="_ _0"></span>no ze strony organów podat<span class="_ _0"></span>kowych, jak i doradców<span class="_ _0"></span> podatkowych jednoznacznyc<span class="_ _0"></span>h zaleceń co do sposobu<span class="_ _0"></span> </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">postępowania, który <span class="_ _0"></span>dałyby pewność co <span class="_ _0"></span>do poprawności dokonywanych rozl<span class="_ _0"></span>iczeń podatkowych. Często <span class="_ _0"></span>występujące różnice w<span class="_ _0"></span> opiniach, co </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">do  interpretacji <span class="_ _1"> </span>prawnej  przepisów  podatkowyc<span class="_ _0"></span>h  zarówno <span class="_ _18"> </span>w<span class="_ _0"></span>ewnątrz  organów  państwowych,  ja<span class="_ _3"></span>k  i <span class="_ _1"> </span>pomiędzy  organami  państwowymi </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">i przedsiębiorstwami, powodują powstawanie <span class="_ _3"></span>obszarów niepewności i konfliktów. Zjawiska <span class="_ _3"></span>te powodują, że ryzyko podatkowe w <span class="_ _3"></span>Polsce je<span class="_ _3"></span>st </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">znacząco <span class="_ _1b"></span>wyższe <span class="_ _18"> </span>niż <span class="_ _1a"></span>istniejące <span class="_ _1b"></span>zwykle <span class="_ _1b"></span>w <span class="_ _18"> </span>krajach <span class="_ _1a"></span>o <span class="_ _18"> </span>bardziej <span class="_ _1a"></span>rozwiniętym <span class="_ _1b"></span>systemie <span class="_ _18"></span>podatkowym. <span class="_ _1a"></span>Do<span class="_ _0"></span>datkowym <span class="_ _1b"></span>c<span class="_ _0"></span>zynnikiem <span class="_ _1a"></span>zw<span class="_ _0"></span>iększającym </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">poziom <span class="_ _1a"></span>niepewności <span class="_ _1a"></span>co <span class="_ _1b"></span>do <span class="_ _1a"></span>dokonywanych <span class="_ _14"></span>roz<span class="_ _0"></span>liczeń <span class="_ _1a"></span>podatkowych <span class="_ _1a"></span>są <span class="_ _1a"></span>obo<span class="_ _0"></span>wiązujące <span class="_ _14"></span>od <span class="_ _1b"></span>15 <span class="_ _1a"></span>lipca <span class="_ _1a"></span>2016 <span class="_ _1a"></span>roku <span class="_ _1a"></span>przepisy <span class="_ _1a"></span>Ordynacji <span class="_ _1a"></span>Po<span class="_ _0"></span>datkowej </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">wprowadzające do<span class="_ _3"></span> <span class="_ _7"></span>polskiego s<span class="_ _3"></span>ystemu <span class="_ _3"></span>prawa <span class="_ _7"></span>Ogólną Klau<span class="_ _3"></span>zulę <span class="_ _7"></span>Zapobiegającą Nadu<span class="_ _3"></span>życiom <span class="_ _3"></span>(tzw. kl<span class="_ _3"></span>auzula <span class="_ _7"></span>GAAR). <span class="_ _3"></span>Istotą <span class="_ _7"></span>t<span class="_ _0"></span>ych <span class="_ _3"></span>regulacji <span class="_ _7"></span>pozo<span class="_ _0"></span>staje </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">przyznanie  organom  podatkowym  uprawnienia  do  oceny,  czy  dana  czynność  gospodarcza  jest  realizowana  przede  wszystkim  w  celu<span class="_ _3"></span> </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">osiągnięcia korzyści podatkowej, sprzecznej w danych okolicznościach z przedmiotem i celem przepi<span class="_ _0"></span>su ustawy podatkowej. </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">Zważywszy <span class="_ _18"> </span>na <span class="_ _18"> </span>rozbudowaną <span class="_ _18"> </span>strukturę <span class="_ _18"> </span>Grupy <span class="_ _18"> </span>oraz <span class="_ _18"> </span>finansowanie <span class="_ _18"> </span>po<span class="_ _0"></span>dmiotów <span class="_ _18"> </span>Grupy <span class="_ _18"> </span>poprzez <span class="_ _18"> </span>emisję <span class="_ _18"> </span>obligacji <span class="_ _18"> </span>i <span class="_ _18"> </span>weksli <span class="_ _18"> </span>nabywanych <span class="_ _18"> </span>przez </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">fundusz <span class="_ _7"></span>inwesty<span class="_ _0"></span>cyjny <span class="_ _3"></span>zamknięty, <span class="_ _3"></span>Grupa <span class="_ _7"></span>zdaje sobie <span class="_ _7"></span>sprawę z <span class="_ _7"></span>potenc<span class="_ _0"></span>jalnego <span class="_ _7"></span>zainteresowania organów <span class="_ _7"></span>skarbowy<span class="_ _0"></span>ch <span class="_ _7"></span>proc<span class="_ _0"></span>esami <span class="_ _7"></span>gospod<span class="_ _0"></span>arczymi </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">i trans<span class="_ _3"></span>akcjami dokonywanymi przez spółki wewnątrz <span class="_ _3"></span>Grupy Kap<span class="_ _3"></span>itałow<span class="_ _0"></span>ej. Rozliczenia <span class="_ _3"></span>podatkowe mogą b<span class="_ _3"></span>yć przedmiotem <span class="_ _3"></span>kontroli przez okres </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">pięciu lat, <span class="_ _0"></span>począw<span class="_ _0"></span>szy <span class="_ _0"></span>od <span class="_ _0"></span>końca <span class="_ _0"></span>roku, <span class="_ _0"></span>w <span class="_ _0"></span>którym <span class="_ _0"></span>nastąpiła <span class="_ _0"></span>zapłata <span class="_ _0"></span>podatku. <span class="_ _0"></span>W <span class="_ _0"></span>wyniku <span class="_ _0"></span>przeprowadzanych <span class="_ _0"></span>kontroli <span class="_ _0"></span>dotychcza<span class="_ _0"></span>sowe roz<span class="_ _0"></span>liczenia </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">podatkowe Spółki mogą zostać po<span class="_ _0"></span>większone o dodatkowe zobowiązania podatkowe.  </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 18 <span class="_ _0"></span>listopada 2019 <span class="_ _0"></span>roku <span class="_ _0"></span>Spółka <span class="_ _0"></span>Lokum <span class="_ _0"></span>Deweloper S.A. otrzymał<span class="_ _0"></span>a postanow<span class="_ _0"></span>ienie o wszczęc<span class="_ _0"></span>iu postępowania kontrolnego <span class="_ _0"></span>przez Urząd </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">Celno-Skarbowy  we  Wrocł<span class="_ _0"></span>awiu  w  zakresie  kontroli <span class="_ _1d"> </span>przestrzegania  przepisów  p<span class="_ _0"></span>rawa  podatkowego <span class="_ _1d"> </span>w  podatku  dochodowym <span class="_ _1d"> </span>od  osób </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">prawnych <span class="_ _0"></span>za <span class="_ _14"></span>2018 <span class="_ _14"></span>rok. <span class="_ _14"></span>W <span class="_ _14"></span>dniu <span class="_ _0"></span>3<span class="_ _0"></span>0 <span class="_ _0"></span>grudnia <span class="_ _14"></span>2020 <span class="_ _14"></span>roku <span class="_ _14"></span>został <span class="_ _14"></span>doręczony <span class="_ _14"></span>Spółce <span class="_ _14"></span>wynik <span class="_ _14"></span>kontroli <span class="_ _14"></span>celno-skarbowej <span class="_ _0"></span>z <span class="_ _14"></span>dnia <span class="_ _0"></span>16 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2020 <span class="_ _14"></span>roku </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">dotyczący przestrzegania przepisów<span class="_ _0"></span> prawa podatkowego w podatku dochodowym od osób prawnych <span class="_ _3"></span>za 2018 rok. Naczelnik Dolnośląskiego </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">Urzędu  Celno-Skarbowego  we <span class="_ _1"> </span>Wrocławiu  stwierdził  m.in. <span class="_ _1"> </span>nieprawidłowo<span class="_ _0"></span>ści <span class="_ _1"> </span>w  zakresie  p<span class="_ _3"></span>oboru  zryczałtowanego  podatku  u<span class="_ _3"></span>  źródła  od </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">dochodów wypłacanych<span class="_ _3"></span> <span class="_ _3"></span>podmiotowi <span class="_ _7"></span>za<span class="_ _0"></span>granicznemu. <span class="_ _7"></span>Organ podatkowy u<span class="_ _3"></span>stalił, <span class="_ _3"></span>że <span class="_ _7"></span>Spółka jako <span class="_ _7"></span>płatni<span class="_ _0"></span>k <span class="_ _7"></span>po<span class="_ _0"></span>datku, <span class="_ _7"></span>n<span class="_ _0"></span>ie p<span class="_ _3"></span>obrała <span class="_ _7"></span>i nie <span class="_ _7"></span>odpro<span class="_ _0"></span>wadziła </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">kwoty <span class="_ _18"> </span>2 410 tys. <span class="_ _1a"></span>PL<span class="_ _0"></span>N. <span class="_ _1b"></span>Po <span class="_ _18"> </span>konsu<span class="_ _3"></span>ltacjach <span class="_ _18"> </span>ze <span class="_ _1b"></span>specjalistami <span class="_ _1b"></span>z <span class="_ _18"> </span>zakresu <span class="_ _1a"></span>prawa <span class="_ _18"> </span>podatkowego, <span class="_ _18"></span>Sp<span class="_ _3"></span>ółka <span class="_ _1b"></span>nie <span class="_ _1b"></span>zg<span class="_ _0"></span>odziła <span class="_ _18"> </span>się <span class="_ _1b"></span>z <span class="_ _1b"></span>ustaleniami <span class="_ _1b"></span>Naczelnika </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">Dolnośląskiego <span class="_ _15"> </span>Urzędu <span class="_ _1d"> </span>Celno-Skarbowego <span class="_ _15"> </span>w<span class="_ _0"></span>e <span class="_ _1d"> </span>Wrocław<span class="_ _0"></span>iu <span class="_ _1d"> </span>w <span class="_ _15"> </span>tym <span class="_ _1d"> </span>zak<span class="_ _0"></span>resie. <span class="_ _1d"> </span>W <span class="_ _15"> </span>ocenie <span class="_ _1d"> </span>Spółki <span class="_ _15"> </span>Naczelnik <span class="_ _15"> </span>Dolnośląskiego <span class="_ _15"> </span>Urzędu <span class="_ _15"> </span>Celno-</div><div class="t m0 xc h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">Skarbowego <span class="_ _1a"></span>we <span class="_ _1a"></span>Wrocławiu <span class="_ _1b"></span>błędnie <span class="_ _14"></span>nie <span class="_ _1b"></span>zastosował <span class="_ _1a"></span>zwo<span class="_ _0"></span>lnienia <span class="_ _14"></span>wy<span class="_ _0"></span>nikającego <span class="_ _1a"></span>zarówno <span class="_ _1a"></span>z <span class="_ _1a"></span>ustaw<span class="_ _0"></span>y <span class="_ _1a"></span>o <span class="_ _1a"></span>CIT, <span class="_ _1a"></span>j<span class="_ _0"></span>ak <span class="_ _14"></span>i <span class="_ _1b"></span>przepisów <span class="_ _14"></span>w<span class="_ _0"></span>spólnotowych, <span class="_ _1a"></span>co </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">w konsekwencji <span class="_ _1a"></span>prowadzi <span class="_ _1a"></span>do <span class="_ _1b"></span>nieuzasadnionego <span class="_ _1a"></span>podwójnego <span class="_ _1b"></span>opodatkowania. <span class="_ _1b"></span>W <span class="_ _1a"></span>zw<span class="_ _0"></span>iązku <span class="_ _1a"></span>z <span class="_ _1a"></span>powyższym <span class="_ _1b"></span>Spółka <span class="_ _1a"></span>nie <span class="_ _1a"></span>skorzy<span class="_ _0"></span>stała <span class="_ _1a"></span>z <span class="_ _1a"></span>praw<span class="_ _0"></span>a <span class="_ _1a"></span>do </div><div class="t m0 xc h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">złożenia <span class="_ _18"> </span>korekty <span class="_ _18"> </span>deklaracji <span class="_ _18"> </span>podatkow<span class="_ _0"></span>ych <span class="_ _18"> </span>zgodnie <span class="_ _18"> </span>z <span class="_ _18"> </span>treścią <span class="_ _18"> </span>ustaleń <span class="_ _18"> </span>Naczelnika <span class="_ _18"> </span>Dolno<span class="_ _0"></span>śląskiego <span class="_ _18"> </span>Urzędu <span class="_ _18"> </span>Celno-Skarbowego <span class="_ _18"> </span>we <span class="_ _18"> </span>Wr<span class="_ _0"></span>ocławiu </div><div class="t m0 xc h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">wiedząc,  że  kontrola  p<span class="_ _3"></span>rzekształci  się<span class="_ _3"></span>  następnie  w <span class="_ _1"> </span>postępowanie<span class="_ _0"></span>  podatkowe.  W <span class="_ _1"> </span>dniu  9 <span class="_ _1"> </span>czerwca  2021  roku  zostało <span class="_ _1"> </span>doręczone  Sp<span class="_ _3"></span>ółce </div><div class="t m0 xc h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">postanowienie <span class="_ _14"></span>z <span class="_ _1a"></span>d<span class="_ _0"></span>nia <span class="_ _14"></span>26 <span class="_ _1a"></span>maja <span class="_ _1a"></span>2021 <span class="_ _1a"></span>roku <span class="_ _1a"></span>o <span class="_ _1a"></span>przekształc<span class="_ _0"></span>eniu <span class="_ _14"></span>zako<span class="_ _0"></span>ńczonej <span class="_ _1a"></span>kontroli <span class="_ _1a"></span>celno-skarbowej <span class="_ _1a"></span>w <span class="_ _1a"></span>postępowanie <span class="_ _14"></span>po<span class="_ _0"></span>datkowe <span class="_ _1a"></span>w <span class="_ _1a"></span>sprawie </div><div class="t m0 xc h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">przestrzegania przepisów <span class="_ _0"></span>prawa podatkowego<span class="_ _0"></span> w <span class="_ _0"></span>zakresie obowiązków <span class="_ _0"></span>płatnika zryczał<span class="_ _0"></span>towanego podatku dochodow<span class="_ _0"></span>ego od <span class="_ _0"></span>osób prawnych </div><div class="t m0 xc h2 y41 ff1 fs0 fc0 sc0 ls0 ws0">z tytułu przychodów z udziału w zyskach osób prawnych za 2018 ro<span class="_ _0"></span>k. W dniu 19 sierpnia 2021 roku Spółk<span class="_ _0"></span>a Lokum Deweloper S.A. otrzymała </div><div class="t m0 xc h2 y42 ff1 fs0 fc0 sc0 ls0 ws0">decyzję <span class="_ _1b"></span>pierwszej <span class="_ _1b"></span>instancji <span class="_ _18"> </span>z <span class="_ _1b"></span>dnia <span class="_ _1b"></span>4 <span class="_ _1b"></span>sie<span class="_ _0"></span>rpnia <span class="_ _1b"></span>2021 <span class="_ _1b"></span>rok<span class="_ _0"></span>u <span class="_ _1b"></span>w <span class="_ _1b"></span>s<span class="_ _0"></span>prawie <span class="_ _1a"></span>postę<span class="_ _0"></span>powania <span class="_ _1b"></span>podatkowego. <span class="_ _18"> </span>Naczelnik <span class="_ _1a"></span>Dol<span class="_ _0"></span>nośląskiego <span class="_ _1b"></span>Urzędu<span class="_ _0"></span> <span class="_ _1b"></span>Celno-</div><div class="t m0 xc h2 y43 ff1 fs0 fc0 sc0 ls0 ws0">Skarbowego we <span class="_ _0"></span>Wrocław<span class="_ _0"></span>iu orzekł <span class="_ _0"></span>o <span class="_ _0"></span>odpowiedzialności podatkowe<span class="_ _0"></span>j płatnika L<span class="_ _0"></span>okum D<span class="_ _0"></span>eweloper S.A. <span class="_ _0"></span>z <span class="_ _0"></span>tytułu niepobra<span class="_ _0"></span>nego zryczał<span class="_ _0"></span>towanego </div><div class="t m0 xc h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">podatku <span class="_ _14"></span>dochodow<span class="_ _0"></span>ego <span class="_ _14"></span>od <span class="_ _14"></span>osób <span class="_ _1a"></span>prawnych <span class="_ _14"></span>od <span class="_ _1a"></span>przychodów<span class="_ _0"></span> <span class="_ _14"></span>z <span class="_ _14"></span>udział<span class="_ _0"></span>u <span class="_ _14"></span>w <span class="_ _14"></span>zy<span class="_ _0"></span>skach <span class="_ _14"></span>osób <span class="_ _1a"></span>prawnych <span class="_ _14"></span>i <span class="_ _1a"></span>określił <span class="_ _14"></span>należność <span class="_ _14"></span>z <span class="_ _1a"></span>tego <span class="_ _1a"></span>tytułu <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>kw<span class="_ _0"></span>ocie </div><div class="t m0 xc h2 y45 ff1 fs0 fc0 sc0 ls0 ws0">2 410 tys. PL<span class="_ _0"></span>N. W dniu <span class="_ _0"></span>2 w<span class="_ _0"></span>rześnia <span class="_ _0"></span>2021 roku <span class="_ _0"></span>Spółka <span class="_ _0"></span>wniosła <span class="_ _0"></span>odwołanie od decyzji <span class="_ _0"></span>Naczelnika <span class="_ _0"></span>Dolnośląskiego Urzę<span class="_ _0"></span>du C<span class="_ _0"></span>elno-Skarbowego we </div><div class="t m0 xc h2 y46 ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu z dnia 4 sierpnia 2021 roku i uchylenie zaskarżonej decy<span class="_ _0"></span>zji w całości oraz umorzenie postępowania.  </div><div class="t m0 xc h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">Naczelnik <span class="_ _3"></span>Dolnośląskiego Urzędu Ce<span class="_ _3"></span>lno-Skarbowego <span class="_ _3"></span>we <span class="_ _3"></span>Wrocł<span class="_ _0"></span>awiu <span class="_ _3"></span>w p<span class="_ _3"></span>ostanowieniach z <span class="_ _3"></span>dnia 2<span class="_ _3"></span>7 <span class="_ _3"></span>października 2021, <span class="_ _3"></span>25 <span class="_ _3"></span>lutego 2022, <span class="_ _7"></span>2<span class="_ _0"></span>7 maja </div><div class="t m0 xc h2 y48 ff1 fs0 fc0 sc0 ls0 ws0">2022, 29 września 2022 i 2 marca 2023 roku wskazy<span class="_ _0"></span>wał nowe terminy zakończenia kontroli celno-skarbowej.  </div><div class="t m0 xc h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 6 kwietnia 2023 rok<span class="_ _0"></span>u Lokum Deweloper S.A. otrzy<span class="_ _0"></span>mała decyzj<span class="_ _0"></span>ę Naczelnika Dolnośląskiego Urzędu Celno-Skarbowego we W<span class="_ _0"></span>rocław<span class="_ _0"></span>iu </div><div class="t m0 xc h2 y4a ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _3"></span>dnia <span class="_ _7"></span>23 marca<span class="_ _3"></span> <span class="_ _7"></span>2023 roku, <span class="_ _7"></span>w <span class="_ _7"></span>kt<span class="_ _0"></span>órej <span class="_ _7"></span>organ <span class="_ _3"></span>uchylił <span class="_ _3"></span>decyzję <span class="_ _7"></span>pierwszej <span class="_ _3"></span>instancji. <span class="_ _7"></span>W związku <span class="_ _7"></span>z <span class="_ _3"></span>koniecznością <span class="_ _7"></span>uzupełnienia <span class="_ _3"></span>materiału <span class="_ _7"></span>dow<span class="_ _0"></span>odowego </div><div class="t m0 xc h2 y4b ff1 fs0 fc0 sc0 ls0 ws0">organ odwoławczy odstąpił od wydania rozstrzygnięcia merytoryc<span class="_ _0"></span>znego i przekazał sprawę do ponow<span class="_ _0"></span>nego rozpatrzenia.  </div><div class="t m0 xc h2 y4c ff1 fs0 fc0 sc0 ls0 ws0">Naczelnik <span class="_ _0"></span>Dolnośląskiego <span class="_ _0"></span>Urzędu<span class="_ _0"></span> <span class="_ _0"></span>Celno-Skarbowego <span class="_ _14"></span>we <span class="_ _0"></span>Wrocławiu <span class="_ _14"></span>w <span class="_ _0"></span>postanowieniu <span class="_ _0"></span>z <span class="_ _14"></span>dnia <span class="_ _0"></span>1 <span class="_ _0"></span>czer<span class="_ _0"></span>wca <span class="_ _14"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>wskazyw<span class="_ _0"></span>ał <span class="_ _0"></span>nowy <span class="_ _0"></span>terminy </div><div class="t m0 xc h2 y4d ff1 fs0 fc0 sc0 ls0 ws0">zakończenia kontro<span class="_ _0"></span>li celno-skarbowej <span class="_ _0"></span>do 4 <span class="_ _0"></span>sierpnia 2023 rok<span class="_ _0"></span>u. W <span class="_ _0"></span>dniu <span class="_ _0"></span>9 sierpnia <span class="_ _0"></span>2023 roku <span class="_ _0"></span>Spółka <span class="_ _0"></span>otrzymała<span class="_ _0"></span> postanowienie z <span class="_ _0"></span>dnia 26 <span class="_ _0"></span>lipca </div><div class="t m0 xc h2 y4e ff1 fs0 fc0 sc0 ls0 ws0">2023 roku wskazujące nowy termin zakończenia postępowania po<span class="_ _0"></span>datkowego do 4 października 2023 roku.  </div><div class="t m0 xc h2 y4f ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _18"> </span>zdecydow<span class="_ _0"></span>ała <span class="_ _18"> </span>o <span class="_ _1"> </span>ujęciu <span class="_ _18"> </span>w <span class="_ _18"> </span>sprawozdaniu <span class="_ _18"> </span>fina<span class="_ _0"></span>nsowym <span class="_ _18"> </span>za  ro<span class="_ _3"></span>k <span class="_ _18"> </span>2020 <span class="_ _1"> </span>wyniku <span class="_ _18"> </span>kontroli, <span class="_ _1"> </span>wykazując <span class="_ _1"> </span>m.in. <span class="_ _18"> </span>zo<span class="_ _0"></span>bowiązanie <span class="_ _18"> </span>oraz <span class="_ _1"> </span>należn<span class="_ _3"></span>ość </div><div class="t m0 xc h2 y50 ff1 fs0 fc0 sc0 ls0 ws0">publiczno-prawną, która została o<span class="_ _0"></span>bjęta odpisem aktualizującym w<span class="_ _0"></span> kwocie 2 905 tys.<span class="_ _0"></span> PLN. W sprawoz<span class="_ _0"></span>daniu finansowym za<span class="_ _0"></span> 2021 roku Spółka </div><div class="t m0 xc h2 y51 ff1 fs0 fc0 sc0 ls0 ws0">wykazała dodatkowo odpis z <span class="_ _3"></span>tytułu odsetek w <span class="_ _3"></span>kwocie 193 tys. PLN. W 2<span class="_ _3"></span>022 roku Spółka d<span class="_ _3"></span>otworzyła odpis z tytułu <span class="_ _3"></span>odsetek w kwocie 328 tys.<span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">39</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">PLN. W okresie od 1 stycznia do 30 czerwca 2<span class="_ _0"></span>023 roku Lokum Deweloper S.A. wykazała dodatkowo odpis z tytułu odsetek w kwocie 196 tys. </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">PLN.  </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 8 września 2023 roku Lokum Deweloper S.A. otrzymała decyzję Naczelnika Dolnośląskiego Urzędu Celno-Skarbowego we Wrocła<span class="_ _0"></span>wiu </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">z  dnia  25  sierpnia  2023  roku  w  sprawie  umorzenia <span class="_ _1d"> </span>postępowania  podatkowego,  w <span class="_ _1d"> </span>której  organ  podatkowy  uznał  postępow<span class="_ _0"></span>anie  za </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">bezprzedmiotowe. <span class="_ _0"></span>Decyzja <span class="_ _14"></span>stała <span class="_ _0"></span>się <span class="_ _0"></span>ostat<span class="_ _0"></span>eczna <span class="_ _0"></span>po <span class="_ _0"></span>u<span class="_ _0"></span>pływie <span class="_ _0"></span>14 <span class="_ _14"></span>dni <span class="_ _0"></span>od <span class="_ _14"></span>dnia <span class="_ _0"></span>jej <span class="_ _0"></span>doręczenia. <span class="_ _14"></span>30 <span class="_ _0"></span>wrześ<span class="_ _0"></span>nia <span class="_ _0"></span>2023 <span class="_ _14"></span>roku, <span class="_ _0"></span>w <span class="_ _14"></span>związku <span class="_ _0"></span>z <span class="_ _14"></span>umorzeniem </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">postępowania, Spółka dokonała rozw<span class="_ _0"></span>iązania całości odpisu aktualizującego w kwocie 3 622 tys. PLN. </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>dniu <span class="_ _1a"></span>12 <span class="_ _1a"></span>października <span class="_ _1a"></span>2021 <span class="_ _1a"></span>ro<span class="_ _0"></span>ku <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>L<span class="_ _0"></span>okum <span class="_ _1a"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _1b"></span>otrzymała <span class="_ _1a"></span>postanowienie <span class="_ _1a"></span>o <span class="_ _1a"></span>w<span class="_ _0"></span>szczęciu <span class="_ _1a"></span>postępowania <span class="_ _1a"></span>kontrolneg<span class="_ _0"></span>o <span class="_ _1a"></span>przez </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">Dolnośląski <span class="_ _1a"></span>Urzą<span class="_ _0"></span>d <span class="_ _1b"></span>Celno-Skarbowy<span class="_ _0"></span> <span class="_ _1a"></span>w<span class="_ _0"></span>e <span class="_ _1b"></span>Wrocławiu <span class="_ _1b"></span>w <span class="_ _1b"></span>przedmiocie <span class="_ _1b"></span>przestrzegania <span class="_ _1b"></span>prze<span class="_ _0"></span>pisów <span class="_ _1b"></span>prawa <span class="_ _1b"></span>podatk<span class="_ _0"></span>owego <span class="_ _1b"></span>w <span class="_ _1b"></span>zakresie <span class="_ _1b"></span>obowiązków </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">płatnika <span class="_ _0"></span>zry<span class="_ _0"></span>czałtowanego <span class="_ _14"></span>podatku <span class="_ _0"></span>docho<span class="_ _0"></span>dowego <span class="_ _14"></span>od <span class="_ _0"></span>o<span class="_ _0"></span>sób <span class="_ _14"></span>prawnych <span class="_ _0"></span>z <span class="_ _14"></span>tytułu <span class="_ _0"></span>przy<span class="_ _0"></span>chodów <span class="_ _14"></span>z <span class="_ _0"></span>udział<span class="_ _0"></span>u <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>zy<span class="_ _0"></span>skach <span class="_ _0"></span>osó<span class="_ _0"></span>b <span class="_ _14"></span>prawnych <span class="_ _0"></span>za <span class="_ _14"></span>2019 <span class="_ _14"></span>rok. </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 19 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _0"></span>roku <span class="_ _0"></span>Sp<span class="_ _0"></span>ółka <span class="_ _0"></span>Lokum <span class="_ _0"></span>Deweloper S.A. <span class="_ _0"></span>otr<span class="_ _0"></span>zymała<span class="_ _0"></span> postanow<span class="_ _0"></span>ienie z <span class="_ _0"></span>dnia <span class="_ _0"></span>5 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _0"></span>ro<span class="_ _0"></span>ku wskazujące <span class="_ _0"></span>nowy<span class="_ _0"></span> <span class="_ _0"></span>termin </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">zakończenia <span class="_ _1a"></span>kontroli <span class="_ _1a"></span>c<span class="_ _0"></span>elno-skarbowej <span class="_ _14"></span>do<span class="_ _0"></span> <span class="_ _1a"></span>12 <span class="_ _1a"></span>kwietnia <span class="_ _1a"></span>2022 <span class="_ _1a"></span>roku. <span class="_ _1a"></span>W <span class="_ _1a"></span>dniu <span class="_ _1a"></span>22 <span class="_ _1a"></span>kwietnia <span class="_ _1a"></span>2022 <span class="_ _1a"></span>rok<span class="_ _0"></span>u <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>otrzymał<span class="_ _0"></span>a </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">decyzję <span class="_ _1a"></span>pierwszej <span class="_ _1b"></span>instancji <span class="_ _1b"></span>z <span class="_ _1b"></span>dnia <span class="_ _1b"></span>8 <span class="_ _1b"></span>kwietnia <span class="_ _1b"></span>2022 <span class="_ _1a"></span>rok<span class="_ _0"></span>u <span class="_ _1a"></span>w <span class="_ _1b"></span>s<span class="_ _0"></span>prawie <span class="_ _1a"></span>postępow<span class="_ _0"></span>ania <span class="_ _1a"></span>podatkowego. <span class="_ _18"> </span>Naczelni<span class="_ _3"></span>k <span class="_ _1a"></span>Do<span class="_ _0"></span>lnośląskiego <span class="_ _1b"></span>Urzędu <span class="_ _1b"></span>Celno-</div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">Skarbowego we <span class="_ _0"></span>Wrocław<span class="_ _0"></span>iu orzekł <span class="_ _0"></span>o <span class="_ _0"></span>odpowiedzialności podatkowe<span class="_ _0"></span>j płatnika L<span class="_ _0"></span>okum D<span class="_ _0"></span>eweloper S.A. <span class="_ _0"></span>z <span class="_ _0"></span>tytułu niepobra<span class="_ _0"></span>nego zryczał<span class="_ _0"></span>towanego </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">podatku <span class="_ _14"></span>dochodow<span class="_ _0"></span>ego <span class="_ _14"></span>od <span class="_ _14"></span>osób <span class="_ _1a"></span>prawnych <span class="_ _14"></span>od <span class="_ _1a"></span>przychodów<span class="_ _0"></span> <span class="_ _14"></span>z <span class="_ _14"></span>udział<span class="_ _0"></span>u <span class="_ _14"></span>w <span class="_ _14"></span>zy<span class="_ _0"></span>skach <span class="_ _14"></span>osób <span class="_ _1a"></span>prawnych <span class="_ _14"></span>i <span class="_ _1a"></span>określił <span class="_ _14"></span>należność <span class="_ _14"></span>z <span class="_ _1a"></span>tego <span class="_ _1a"></span>tytułu <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>kw<span class="_ _0"></span>ocie </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">5 738 tys. <span class="_ _0"></span>PLN. <span class="_ _14"></span>W <span class="_ _0"></span>dniu 10<span class="_ _0"></span> <span class="_ _0"></span>października <span class="_ _0"></span>2022 <span class="_ _14"></span>roku <span class="_ _0"></span>zostało <span class="_ _14"></span>doręczone <span class="_ _0"></span>Spółce <span class="_ _0"></span>postanowienie <span class="_ _0"></span>z <span class="_ _14"></span>dnia <span class="_ _0"></span>26 <span class="_ _0"></span>wrze<span class="_ _0"></span>śnia <span class="_ _0"></span>2022 <span class="_ _0"></span>roku <span class="_ _0"></span>o <span class="_ _14"></span>przekształceniu </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">zakończonej <span class="_ _18"> </span>kontr<span class="_ _3"></span>oli <span class="_ _1b"></span>c<span class="_ _0"></span>elno-skarbowej <span class="_ _1b"></span>w <span class="_ _18"> </span>postępowanie <span class="_ _1b"></span>podatkowe <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>sprawie <span class="_ _18"> </span>przestrzegania <span class="_ _1b"></span>przepisów <span class="_ _18"></span>prawa <span class="_ _1b"></span>podatkowego <span class="_ _18"></span>w <span class="_ _1b"></span>zakresie </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">obowiązków płatnika zryczałtowane<span class="_ _3"></span>go podatku <span class="_ _3"></span>dochodowego od o<span class="_ _3"></span>sób p<span class="_ _3"></span>rawnych z tytułu <span class="_ _3"></span>przychodów z<span class="_ _3"></span> udziału <span class="_ _3"></span>w zyskach <span class="_ _7"></span>o<span class="_ _0"></span>sób praw<span class="_ _3"></span>nych za </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">2019 <span class="_ _0"></span>rok. <span class="_ _14"></span>W <span class="_ _0"></span>dniach <span class="_ _0"></span>20 <span class="_ _14"></span>lutego <span class="_ _14"></span>2023 <span class="_ _0"></span>roku, <span class="_ _14"></span>18 <span class="_ _0"></span>kwietnia <span class="_ _0"></span>2023<span class="_ _0"></span> <span class="_ _0"></span>ro<span class="_ _0"></span>ku, <span class="_ _0"></span>15 <span class="_ _14"></span>czerwca <span class="_ _14"></span>2023 <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>Spółka <span class="_ _0"></span>o<span class="_ _0"></span>trzymała <span class="_ _0"></span>po<span class="_ _0"></span>stanowienia <span class="_ _0"></span>wskazujące <span class="_ _0"></span>now<span class="_ _0"></span>y </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">termin <span class="_ _14"></span>zakończenia <span class="_ _1a"></span>kontroli <span class="_ _1a"></span>celno-sk<span class="_ _0"></span>arbowej. <span class="_ _1a"></span>W <span class="_ _14"></span>dniu <span class="_ _14"></span>1<span class="_ _0"></span>8 <span class="_ _14"></span>s<span class="_ _0"></span>ierpnia <span class="_ _1a"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>Spół<span class="_ _0"></span>ka <span class="_ _14"></span>o<span class="_ _0"></span>trzymała <span class="_ _1a"></span>postanowienie <span class="_ _14"></span>z <span class="_ _1a"></span>dnia <span class="_ _1a"></span>4 <span class="_ _14"></span>si<span class="_ _0"></span>erpnia <span class="_ _14"></span>202<span class="_ _0"></span>3 <span class="_ _1a"></span>roku </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">wskazujące nowy <span class="_ _3"></span>termin <span class="_ _3"></span>zakończenia kon<span class="_ _3"></span>troli celno-skarbowej d<span class="_ _3"></span>o 6 <span class="_ _3"></span>października <span class="_ _3"></span>2023 roku. <span class="_ _3"></span>W <span class="_ _3"></span>dniu 8 <span class="_ _7"></span>w<span class="_ _0"></span>rześnia 2023 <span class="_ _7"></span>rok<span class="_ _0"></span>u Lokum <span class="_ _7"></span>De<span class="_ _0"></span>weloper </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">S.A. <span class="_ _1b"></span>otrzymała <span class="_ _18"> </span>postanowienie <span class="_ _18"></span>z <span class="_ _1b"></span>dnia <span class="_ _1b"></span>28<span class="_ _0"></span> <span class="_ _18"></span>sierpnia <span class="_ _1b"></span>2023 <span class="_ _18"> </span>roku <span class="_ _1b"></span>o <span class="_ _18"> </span>wyznac<span class="_ _0"></span>zeniu <span class="_ _1b"></span>siedmiodniow<span class="_ _0"></span>ego <span class="_ _1b"></span>terminu <span class="_ _18"> </span>do <span class="_ _1b"></span>w<span class="_ _0"></span>ypowiedzenia <span class="_ _1b"></span>si<span class="_ _0"></span>ę <span class="_ _1b"></span>w <span class="_ _18"> </span>sprawie </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">zebranego materiału dowodowego.  </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">Spółka zdecydowała o uję<span class="_ _3"></span>ciu wyni<span class="_ _3"></span>ku kontr<span class="_ _3"></span>oli w sp<span class="_ _3"></span>rawozdaniu finansowym za r<span class="_ _3"></span>ok 2022, wykazując <span class="_ _3"></span>m.in. zobowiązanie wraz <span class="_ _7"></span>z odsetkami oraz </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">należność publiczno-prawną, która zo<span class="_ _0"></span>stała objęta odpisem aktuali<span class="_ _0"></span>zującym, w kw<span class="_ _0"></span>ocie 7 699 tys. PLN. W o<span class="_ _0"></span>kresie od 1 stycznia do 30 w<span class="_ _0"></span>rześnia </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">2023 roku Lokum Deweloper S.A. wykaza<span class="_ _0"></span>ła dodatkowo odpis z tytułu odsetek w kwocie 697 tys. PLN. </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>dniu <span class="_ _18"> </span>19 <span class="_ _1"> </span>października <span class="_ _18"> </span>2023 <span class="_ _1"> </span>roku <span class="_ _18"> </span>L<span class="_ _0"></span>okum <span class="_ _18"> </span>Deweloper <span class="_ _18"> </span>S.A. <span class="_ _1"> </span>otrzymał<span class="_ _0"></span>a <span class="_ _18"> </span>decyzję <span class="_ _1"> </span>Naczelnika <span class="_ _18"> </span>Dolnośląskiego <span class="_ _18"> </span>Urzędu <span class="_ _18"> </span>Celno<span class="_ _0"></span>-Skarbowego <span class="_ _18"> </span>we </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">Wrocławiu <span class="_ _16"> </span>z <span class="_ _1c"> </span>dnia <span class="_ _15"> </span>5 <span class="_ _1c"> </span>października <span class="_ _15"> </span>2023 <span class="_ _1c"> </span>roku <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>sprawie <span class="_ _16"> </span>umorzenia <span class="_ _16"> </span>postępowania <span class="_ _16"> </span>podatkowego, <span class="_ _1c"> </span>w <span class="_ _15"> </span>k<span class="_ _0"></span>tórej <span class="_ _15"> </span>organ <span class="_ _1c"> </span>podatkowy <span class="_ _16"> </span>uznał </div><div class="t m0 xc h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">postępowanie <span class="_ _0"></span>za <span class="_ _0"></span>bezprzedmiotow<span class="_ _0"></span>e. <span class="_ _0"></span>Decyzj<span class="_ _0"></span>a <span class="_ _0"></span>stała <span class="_ _14"></span>się <span class="_ _0"></span>ostateczna <span class="_ _0"></span>po <span class="_ _14"></span>upływie <span class="_ _0"></span>14 <span class="_ _0"></span>dni <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>dnia <span class="_ _0"></span>jej <span class="_ _14"></span>doręczenia. <span class="_ _14"></span>Na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _14"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _14"></span>roku, </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">w związku z umo<span class="_ _0"></span>rzenie<span class="_ _3"></span>m postępowania, Spół<span class="_ _0"></span>ka dokonała rozwiązania całości odpisu aktualizującego w kwocie 8 396 tys. PL<span class="_ _0"></span>N. </div><div class="t m0 xc h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y3e ff3 fs0 fc0 sc0 ls0 ws0">Wojna w Ukrainie </div><div class="t m0 xc h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">Trwająca <span class="_ _14"></span>już <span class="_ _1a"></span>ponad <span class="_ _1a"></span>2 <span class="_ _1a"></span>lata <span class="_ _14"></span>wojna <span class="_ _1a"></span>w <span class="_ _14"></span>Uk<span class="_ _0"></span>rainie <span class="_ _14"></span>wpłynęła <span class="_ _1a"></span>na <span class="_ _14"></span>wiele <span class="_ _1a"></span>gałęzi <span class="_ _14"></span>gospodarki. <span class="_ _1a"></span>Branża <span class="_ _1a"></span>deweloperska <span class="_ _14"></span>doświadczyła <span class="_ _1a"></span>zarówno <span class="_ _1a"></span>znacznego </div><div class="t m0 xc h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">wzrostu  kosztów <span class="_ _1d"> </span>działalności  jak  i  niedoborów  wykwalifikowanych  pracowników.<span class="_ _0"></span>  Na  dzień  zatwierdzenia  do  publikacji <span class="_ _1d"> </span>sprawozdania </div><div class="t m0 xc h2 y41 ff1 fs0 fc0 sc0 ls0 ws0">finansowego <span class="_ _1b"></span>Ukraina <span class="_ _18"> </span>broni <span class="_ _1b"></span>swo<span class="_ _0"></span>jego <span class="_ _1b"></span>terytorium, <span class="_ _18"> </span>a <span class="_ _18"></span>przebieg <span class="_ _1b"></span>konfl<span class="_ _0"></span>iktu <span class="_ _1b"></span>nie <span class="_ _18"></span>zapowiada <span class="_ _1b"></span>rychłego <span class="_ _18"> </span>przełomu. <span class="_ _18"> </span>Potencjalna <span class="_ _1b"></span>eskalacja <span class="_ _1b"></span>wo<span class="_ _0"></span>jny <span class="_ _1b"></span>na<span class="_ _0"></span> </div><div class="t m0 xc h2 y42 ff1 fs0 fc0 sc0 ls0 ws0">Ukrainie może w przyszłości wpłynąć na wyniki osiągane przez Grupę Kapitałową Lokum Deweloper. Zaostrzenie konfliktu<span class="_ _3"></span> może negatywnie </div><div class="t m0 xc h2 y43 ff1 fs0 fc0 sc0 ls0 ws0">wpłynąć <span class="_ _0"></span>na sprze<span class="_ _0"></span>daż <span class="_ _0"></span>mieszkań, <span class="_ _0"></span>w<span class="_ _0"></span>zrost <span class="_ _0"></span>inflacji, <span class="_ _0"></span>niedobór <span class="_ _0"></span>surowców<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _0"></span>materiałów, <span class="_ _0"></span>kryzys <span class="_ _0"></span>energetyc<span class="_ _0"></span>zny, <span class="_ _0"></span>brak <span class="_ _0"></span>pracowników <span class="_ _0"></span>i <span class="_ _0"></span>deprecjac<span class="_ _0"></span>ję <span class="_ _0"></span>PLN </div><div class="t m0 xc h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">wobec USD i EUR jako waluty państwa ościennego. </div><div class="t m0 xc h2 y45 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y11f ff1 fs3 fc3 sc0 ls0 ws0">3.2.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o prz<span class="_ _0"></span>yjętej strategii rozwoju emitenta i Grupy<span class="_ _0"></span> wraz z opisem perspektywy rozwoju </div><div class="t m0 x14 h13 y17b ff1 fs3 fc3 sc0 ls0 ws0">działalności emitent<span class="_ _0"></span>a co najmniej w najbliższym roku ob<span class="_ _0"></span>rotowym </div><div class="t m0 xc h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">Istotne <span class="_ _0"></span>znaczeni<span class="_ _0"></span>e <span class="_ _0"></span>d<span class="_ _0"></span>la <span class="_ _14"></span>osiąganych <span class="_ _14"></span>przez <span class="_ _14"></span>Grupę <span class="_ _14"></span>wyników <span class="_ _14"></span>będzie <span class="_ _14"></span>mi<span class="_ _0"></span>ała <span class="_ _14"></span>sytuacja <span class="_ _0"></span>ma<span class="_ _0"></span>kroekonomiczna, <span class="_ _14"></span>w <span class="_ _14"></span>szczególnośc<span class="_ _0"></span>i <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _14"></span>zakresie <span class="_ _0"></span>dostępno<span class="_ _0"></span>ści </div><div class="t m0 xc h2 y17f ff1 fs0 fc0 sc0 ls0 ws0">kredytów <span class="_ _18"> </span>hi<span class="_ _0"></span>potecznych <span class="_ _18"> </span>dla <span class="_ _1"> </span>potencjalnych <span class="_ _1"> </span>klientów, <span class="_ _1"> </span>jak <span class="_ _18"> </span>rów<span class="_ _0"></span>nież <span class="_ _18"> </span>planowana <span class="_ _1"> </span>i <span class="_ _18"> </span>r<span class="_ _0"></span>ealizowana <span class="_ _18"> </span>przez  administrację <span class="_ _18"> </span>rządową <span class="_ _18"> </span>i  samorządową </div><div class="t m0 xc h2 y544 ff1 fs0 fc0 sc0 ls0 ws0">polityka mieszkaniowa i gospodarka przestrzenna. </div><div class="t m0 xc h2 y545 ff1 fs0 fc0 sc0 ls0 ws0">Ochłodzenie <span class="_ _18"> </span>koniunktury <span class="_ _18"> </span>g<span class="_ _0"></span>ospodarczej <span class="_ _1"> </span>i <span class="_ _18"> </span>pogorszenie <span class="_ _18"> </span>warunków<span class="_ _0"></span> <span class="_ _1"> </span>przyznawania <span class="_ _18"> </span>kredytów <span class="_ _1"> </span>mieszkaniowych <span class="_ _18"> </span>moż<span class="_ _0"></span>e <span class="_ _18"> </span>osłabić <span class="_ _1"> </span>popyt <span class="_ _18"> </span>na <span class="_ _18"> </span>nowe </div><div class="t m0 xc h2 y546 ff1 fs0 fc0 sc0 ls0 ws0">mieszkania. </div><div class="t m0 xc h2 y547 ff1 fs0 fc0 sc0 ls0 ws0">Kolejne <span class="_ _1b"></span>podwyżki <span class="_ _18"> </span>stóp <span class="_ _1b"></span>procentowy<span class="_ _0"></span>ch <span class="_ _1b"></span>Narodow<span class="_ _0"></span>ego <span class="_ _1b"></span>Banku <span class="_ _18"> </span>Polskiego, <span class="_ _1b"></span>które <span class="_ _1b"></span>ist<span class="_ _0"></span>otnie <span class="_ _1b"></span>wpłynęły <span class="_ _18"> </span>na <span class="_ _1b"></span>poz<span class="_ _0"></span>iom <span class="_ _1b"></span>kosztów<span class="_ _0"></span> <span class="_ _1b"></span>kredytów,<span class="_ _0"></span> <span class="_ _1b"></span>miały <span class="_ _1b"></span>swoje </div><div class="t m0 xc h2 y548 ff1 fs0 fc0 sc0 ls0 ws0">odzwierciedlenie  w<span class="_ _0"></span> <span class="_ _1d"> </span>spadku <span class="_ _1d"> </span>liczby <span class="_ _1d"> </span>chętnych <span class="_ _1d"> </span>na <span class="_ _1d"> </span>kredyt <span class="_ _1d"> </span>hipotec<span class="_ _0"></span>zny <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>znacznym <span class="_ _1d"> </span>spadku <span class="_ _1d"> </span>zdolności <span class="_ _1d"> </span>kredytowych <span class="_ _1d"> </span>uzyskiwanych <span class="_ _1d"> </span>przez </div><div class="t m0 xc h2 y549 ff1 fs0 fc0 sc0 ls0 ws0">nabywców mieszkań.  </div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">40</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Wraz <span class="_ _14"></span>z <span class="_ _1b"></span>wstrzymaniem <span class="_ _14"></span>podwy<span class="_ _0"></span>żek <span class="_ _14"></span>stóp <span class="_ _1a"></span>proc<span class="_ _0"></span>entowych <span class="_ _1a"></span>przez <span class="_ _14"></span>Radę <span class="_ _1a"></span>Po<span class="_ _0"></span>lityki <span class="_ _14"></span>Pieniężnej <span class="_ _1a"></span>oraz <span class="_ _1a"></span>aktualiza<span class="_ _0"></span>cją <span class="_ _1a"></span>Rekomendacji <span class="_ _14"></span>S <span class="_ _1a"></span>przez <span class="_ _1a"></span>Urząd <span class="_ _1a"></span>Ko<span class="_ _0"></span>misji </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Nadzoru Finansow<span class="_ _0"></span>ego, <span class="_ _0"></span>łagodzącej k<span class="_ _0"></span>ryteria oc<span class="_ _0"></span>eny zdolno<span class="_ _0"></span>ści kredyt<span class="_ _0"></span>owej, <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _0"></span>uruchomieniem pr<span class="_ _0"></span>ogramu B<span class="_ _0"></span>ezpieczny Kre<span class="_ _0"></span>dyt 2% <span class="_ _0"></span>o<span class="_ _0"></span>d drugiej </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">połowy 2023 roku wzro<span class="_ _0"></span>sło zainteresowanie kredytem hipotecznym, co przełoż<span class="_ _0"></span>yło się na ożywienie popytu n<span class="_ _3"></span>a mieszkania. </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">Za dużą część popytu mieszkaniowego odpowiada popyt gotówkowy. Wielu klientów, chcąc za<span class="_ _0"></span>bezpieczyć posiadane środki finansowe przed </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">inflacją, decyduje się na zakup nieruchomości. Dodatkowo okresowy<span class="_ _0"></span> dochód w postaci czynszu oraz potencjalny wzrost ceny nieruchomości </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">wpływa na opłacalność takiej formy inwestowania.   </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">Rosnące  cen<span class="_ _3"></span>y  grun<span class="_ _3"></span>tów,  materiałów  budowlanych <span class="_ _18"> </span>i  robocizny  wr<span class="_ _3"></span>az  z <span class="_ _18"> </span>utrzymującą  się <span class="_ _1"> </span>na  wysokim <span class="_ _18"> </span>po<span class="_ _0"></span>ziomie  in<span class="_ _3"></span>flacją  i <span class="_ _18"> </span>przewidyw<span class="_ _0"></span>anym </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">spowolnieniem <span class="_ _18"> </span>wzrostu <span class="_ _1b"></span>gospod<span class="_ _0"></span>arczego <span class="_ _18"> </span>w <span class="_ _18"> </span>nadchodzących <span class="_ _18"> </span>latach <span class="_ _1b"></span>mo<span class="_ _0"></span>gą <span class="_ _18"> </span>w <span class="_ _18"></span>perspektywie <span class="_ _1b"></span>długoo<span class="_ _0"></span>kresowej <span class="_ _18"> </span>być <span class="_ _18"></span>czynnikiem <span class="_ _18"> </span>ograniczającym </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">popyt na nowe mieszkania oraz rentowność realizow<span class="_ _0"></span>anych inwestycji.  </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">Niedoskonałość regulacji <span class="_ _0"></span>polskiego<span class="_ _0"></span> <span class="_ _0"></span>systemu prawnego <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>prawa <span class="_ _0"></span>zagospodarowania <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>oraz <span class="_ _0"></span>prawa <span class="_ _0"></span>budowlanego, <span class="_ _0"></span>braki </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="_ _18"> </span>miejsco<span class="_ _0"></span>wych <span class="_ _18"> </span>planach <span class="_ _1"> </span>zagospodarowania <span class="_ _18"> </span>przestrzennego <span class="_ _18"> </span>oraz <span class="_ _1"> </span>nowelizacja  u<span class="_ _3"></span>stawy <span class="_ _18"> </span>o <span class="_ _1"> </span>planowaniu <span class="_ _18"> </span>i <span class="_ _18"> </span>zagospodarowaniu <span class="_ _18"> </span>przestrzennym,<span class="_ _0"></span> </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">tempo <span class="_ _7"></span>uzysk<span class="_ _0"></span>iwania <span class="_ _7"></span>decyzji administracyjnych, <span class="_ _3"></span>a <span class="_ _7"></span>także wydawanie <span class="_ _7"></span>decyzji admini<span class="_ _3"></span>stracyjnych, <span class="_ _3"></span>które <span class="_ _7"></span>są zaskarżane <span class="_ _7"></span>(zasadnie <span class="_ _3"></span>bądź <span class="_ _3"></span>bezzasadnie) </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">przez osoby trzecie, są przyczyną wstrzymyw<span class="_ _0"></span>ania procesu inwestycyjnego. </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y54a ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1a"></span>na <span class="_ _1a"></span>bieżąco <span class="_ _1a"></span>mo<span class="_ _0"></span>nitoruje <span class="_ _14"></span>s<span class="_ _0"></span>wój <span class="_ _1b"></span>udział <span class="_ _1a"></span>w <span class="_ _1a"></span>rynku <span class="_ _1a"></span>deweloperskim. <span class="_ _1a"></span>Wśró<span class="_ _0"></span>d <span class="_ _1a"></span>podstawowych <span class="_ _1a"></span>wskaźników <span class="_ _1b"></span>jest <span class="_ _14"></span>liczba <span class="_ _1b"></span>sprzedanych <span class="_ _1a"></span>lo<span class="_ _0"></span>kali <span class="_ _1a"></span>oraz </div><div class="t m0 xc h2 y54b ff1 fs0 fc0 sc0 ls0 ws0">liczba <span class="_ _14"></span>lo<span class="_ _0"></span>kali <span class="_ _14"></span>będąca <span class="_ _1a"></span>w <span class="_ _14"></span>r<span class="_ _0"></span>ealizacji. <span class="_ _14"></span>Głów<span class="_ _0"></span>nym <span class="_ _14"></span>długoterminowym <span class="_ _1a"></span>celem <span class="_ _14"></span>strategii <span class="_ _1a"></span>Grupy <span class="_ _14"></span>Kapit<span class="_ _0"></span>ałowej <span class="_ _1a"></span>Lokum <span class="_ _14"></span>Deweloper <span class="_ _1a"></span>jest <span class="_ _14"></span>c<span class="_ _0"></span>iągłe <span class="_ _14"></span>zw<span class="_ _0"></span>iększanie </div><div class="t m0 xc h2 y36b ff1 fs0 fc0 sc0 ls0 ws0">udziału <span class="_ _0"></span>w <span class="_ _0"></span>ry<span class="_ _0"></span>nku d<span class="_ _0"></span>eweloperskim, <span class="_ _14"></span>mierzone <span class="_ _0"></span>poprzez <span class="_ _0"></span>udział <span class="_ _14"></span>zawartych <span class="_ _0"></span>umó<span class="_ _0"></span>w <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>lokal<span class="_ _0"></span>i <span class="_ _0"></span>w <span class="_ _14"></span>rynku pierwotnym <span class="_ _14"></span>na <span class="_ _0"></span>obszarach, <span class="_ _14"></span>na <span class="_ _0"></span>k<span class="_ _0"></span>tórych </div><div class="t m0 xc h2 y4e4 ff1 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _9a"> </span>prowadzi <span class="_ _100"> </span>działalność <span class="_ _9a"> </span>przy<span class="_ _0"></span> <span class="_ _9a"> </span>niepogorszonej <span class="_ _100"> </span>rentowności <span class="_ _9a"> </span>sprzedaż<span class="_ _0"></span>y. <span class="_ _9a"> </span>Strategia <span class="_ _100"> </span>znajduje <span class="_ _9a"> </span>się <span class="_ _100"> </span>na <span class="_ _9a"> </span>stroni<span class="_ _0"></span>e <span class="_ _9a"> </span>internetowej <span class="_ _100"> </span>spółki: </div><div class="t m0 xc h2 y54c ff1 fs0 fc0 sc0 ls0 ws0">https://inwestor.lokum-deweloper.pl/pl/strategia/ </div><div class="t m0 xc h12 y54d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y54e ff3 fs0 fc0 sc0 ls0 ws0">Inflacja oraz stopy procentowe<span class="ff1"> </span></div><div class="t m0 xc h2 y54f ff1 fs0 fc0 sc0 ls0 ws0">Rosnące ceny gr<span class="_ _3"></span>untów, materiałów bud<span class="_ _3"></span>owlanych i <span class="_ _3"></span>robocizny wraz <span class="_ _7"></span>z przewidywanym spowolnieniem gospodarczym w <span class="_ _3"></span>nadchodzących <span class="_ _3"></span>latach </div><div class="t m0 xc h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">mogą w <span class="_ _7"></span>perspektywie długookresowej <span class="_ _3"></span>być <span class="_ _7"></span>c<span class="_ _0"></span>zynnikiem ogr<span class="_ _3"></span>aniczającym <span class="_ _3"></span>popyt n<span class="_ _3"></span>a n<span class="_ _3"></span>owe <span class="_ _3"></span>mieszkania <span class="_ _7"></span>oraz rentowność realizowanych <span class="_ _7"></span>inwestycji. </div><div class="t m0 xc h2 y550 ff1 fs0 fc0 sc0 ls0 ws0">Zjawisko <span class="_ _1a"></span>ujemnych <span class="_ _1a"></span>realnych <span class="_ _1a"></span>stó<span class="_ _0"></span>p <span class="_ _1a"></span>procentowych <span class="_ _1a"></span>w<span class="_ _0"></span>ywołane <span class="_ _1a"></span>przez <span class="_ _1a"></span>aktualne <span class="_ _1a"></span>odczyty <span class="_ _1b"></span>inflacji <span class="_ _14"></span>szc<span class="_ _0"></span>zegó<span class="_ _0"></span>lnie <span class="_ _14"></span>na <span class="_ _1a"></span>przestrzen<span class="_ _0"></span>i <span class="_ _1a"></span>kilkunastu <span class="_ _1a"></span>ostatnich </div><div class="t m0 xc h2 y551 ff1 fs0 fc0 sc0 ls0 ws0">miesięcy znacznie <span class="_ _14"></span>przewyższające <span class="_ _0"></span>zarów<span class="_ _0"></span>no <span class="_ _0"></span>stopy proc<span class="_ _0"></span>entowe <span class="_ _0"></span>jak <span class="_ _0"></span>i realne <span class="_ _14"></span>oprocentowanie <span class="_ _0"></span>depozytó<span class="_ _0"></span>w <span class="_ _0"></span>oferowanych <span class="_ _0"></span>przez <span class="_ _0"></span>banki <span class="_ _0"></span>powoduje, </div><div class="t m0 xc h2 y552 ff1 fs0 fc0 sc0 ls0 ws0">iż siła nabywcza oszc<span class="_ _0"></span>zędności zmniejsza się w tempie najwyższym <span class="_ _0"></span>od ponad 20 lat. Inwestycje w nie<span class="_ _0"></span>ruchomości wciąż <span class="_ _0"></span>uznawane są za jedną </div><div class="t m0 xc h2 y4a2 ff1 fs0 fc0 sc0 ls0 ws0">z najefektywniejszych <span class="_ _19"> </span>fo<span class="_ _0"></span>rm <span class="_ _19"> </span>zabezpieczenia <span class="_ _19"> </span>oszc<span class="_ _0"></span>zędności <span class="_ _19"> </span>przed <span class="_ _9a"> </span>inflacją <span class="_ _19"> </span>w<span class="_ _0"></span> <span class="_ _19"> </span>dług<span class="_ _0"></span>im <span class="_ _19"> </span>okresie. <span class="_ _9a"> </span>Postępujący <span class="_ _19"> </span>pro<span class="_ _0"></span>ces <span class="_ _19"> </span>dezinflacji <span class="_ _9a"> </span>zgodnie </div><div class="t m0 xc h2 y553 ff1 fs0 fc0 sc0 ls0 ws0">z przewidywaniami <span class="_ _1b"></span>ekonomistów <span class="_ _1b"></span>będzie <span class="_ _1b"></span>następował <span class="_ _18"> </span>powoli, <span class="_ _1a"></span>a <span class="_ _18"> </span>podwyższony <span class="_ _1a"></span>poziom <span class="_ _18"></span>in<span class="_ _3"></span>flacji <span class="_ _1b"></span>może <span class="_ _1b"></span>się <span class="_ _1a"></span>utrzymać <span class="_ _18"> </span>przez <span class="_ _1a"></span>k<span class="_ _0"></span>ilka <span class="_ _1b"></span>kolejnych <span class="_ _1b"></span>lat. </div><div class="t m0 xc h2 y554 ff1 fs0 fc0 sc0 ls0 ws0">Przewidywania <span class="_ _0"></span>ekonomistów <span class="_ _14"></span>mówią <span class="_ _0"></span>o <span class="_ _14"></span>ryzyku <span class="_ _0"></span>znacznego <span class="_ _14"></span>wzrostu w<span class="_ _0"></span>ysokiej <span class="_ _0"></span>inflacji <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>drugiej <span class="_ _0"></span>połow<span class="_ _0"></span>ie <span class="_ _0"></span>2024 <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>z <span class="_ _0"></span>uwagi <span class="_ _14"></span>na <span class="_ _0"></span>wygasanie <span class="_ _0"></span>tarcz </div><div class="t m0 xc h2 y555 ff1 fs0 fc0 sc0 ls0 ws0">antyinflacyjnych. </div><div class="t m0 xc h2 y556 ff1 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _3"></span>Polityki <span class="_ _7"></span>Pien<span class="_ _0"></span>iężnej <span class="_ _3"></span>w <span class="_ _3"></span>lipcu <span class="_ _7"></span>2<span class="_ _0"></span>023 <span class="_ _3"></span>oficjalnie <span class="_ _3"></span>zakończyła <span class="_ _3"></span>cykl <span class="_ _3"></span>podwyżek <span class="_ _7"></span>stóp procen<span class="_ _3"></span>towych, które <span class="_ _7"></span>pozo<span class="_ _0"></span>stawały n<span class="_ _3"></span>a <span class="_ _3"></span>niezmienionym <span class="_ _7"></span>po<span class="_ _0"></span>ziomie </div><div class="t m0 xc h2 y557 ff1 fs0 fc0 sc0 ls0 ws0">od <span class="_ _7"></span>września <span class="_ _7"></span>2<span class="_ _0"></span>022. <span class="_ _7"></span>We wrześniu <span class="_ _7"></span>2023 <span class="_ _3"></span>roku <span class="_ _7"></span>Rada <span class="_ _7"></span>Po<span class="_ _0"></span>lityki <span class="_ _7"></span>Pieni<span class="_ _0"></span>ężnej <span class="_ _7"></span>roz<span class="_ _0"></span>poczęła <span class="_ _7"></span>cykl <span class="_ _3"></span>łagodzenia <span class="_ _7"></span>polityki <span class="_ _3"></span>pieniężnej <span class="_ _7"></span>obniżając <span class="_ _3"></span>stopę <span class="_ _7"></span>refer<span class="_ _0"></span>encyjną </div><div class="t m0 xc h2 y558 ff1 fs0 fc0 sc0 ls0 ws0">do 5,75%.<span class="_ _0"></span> Stopy <span class="_ _0"></span>procentowe NBP mają <span class="_ _0"></span>bezpośrednie przełożenie na <span class="_ _0"></span>wysokość <span class="_ _0"></span>stawek WIBOR 3M <span class="_ _0"></span>i 6M. <span class="_ _0"></span>Na podstawie tyc<span class="_ _0"></span>h wskaźników <span class="_ _0"></span>jest </div><div class="t m0 xc h2 y559 ff1 fs0 fc0 sc0 ls0 ws0">ustalane <span class="_ _7"></span>oproc<span class="_ _0"></span>entowanie <span class="_ _7"></span>za<span class="_ _0"></span>ciągniętych <span class="_ _3"></span>przez <span class="_ _7"></span>Gr<span class="_ _0"></span>upę <span class="_ _7"></span>Ka<span class="_ _0"></span>pitałową kre<span class="_ _3"></span>dytów oraz <span class="_ _7"></span>obligacji <span class="_ _3"></span>wyemitowanych <span class="_ _7"></span>przez Lokum <span class="_ _7"></span>Deweloper S<span class="_ _3"></span>.A. Zarząd<span class="_ _3"></span> </div><div class="t m0 xc h2 y382 ff1 fs0 fc0 sc0 ls0 ws0">Emitenta bierze pod uwagę ryzyko dalszego wzrostu koszt<span class="_ _0"></span>ów finansowania. Ich obecny poziom w<span class="_ _0"></span> oceni<span class="_ _3"></span>e zarządu nie stanowi zagrożenia dla </div><div class="t m0 xc h2 y55a ff1 fs0 fc0 sc0 ls0 ws0">płynności <span class="_ _7"></span>Grupy <span class="_ _7"></span>Ka<span class="_ _0"></span>pitałowej oraz <span class="_ _7"></span>jej <span class="_ _7"></span>zdolności <span class="_ _7"></span>do regulowania <span class="_ _7"></span>wszystkich <span class="_ _7"></span>zo<span class="_ _0"></span>bowiązań. <span class="_ _3"></span>W <span class="_ _7"></span>reakcji <span class="_ _3"></span>na <span class="_ _7"></span>wysoki <span class="_ _3"></span>poziom <span class="_ _7"></span>stóp <span class="_ _3"></span>procentowych <span class="_ _7"></span>za<span class="_ _0"></span>rząd </div><div class="t m0 xc h2 y31b ff1 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _3"></span>podjął <span class="_ _7"></span>decyzję najpierw <span class="_ _7"></span>o skupi<span class="_ _3"></span>e ob<span class="_ _3"></span>ligacji <span class="_ _3"></span>własnych <span class="_ _3"></span>na <span class="_ _7"></span>ry<span class="_ _0"></span>nku r<span class="_ _3"></span>egulowanym <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _7"></span>c<span class="_ _0"></span>elu <span class="_ _3"></span>ich <span class="_ _3"></span>sukcesywnego <span class="_ _7"></span>umorzenia,<span class="_ _0"></span> <span class="_ _7"></span>a następnie <span class="_ _7"></span>sk<span class="_ _0"></span>orzystał </div><div class="t m0 xc h2 y31c ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _0"></span>prawa <span class="_ _14"></span>do<span class="_ _0"></span> <span class="_ _14"></span>przedterminowego <span class="_ _0"></span>w<span class="_ _0"></span>ykupu <span class="_ _0"></span>obl<span class="_ _0"></span>igacji <span class="_ _14"></span>serii <span class="_ _0"></span>F <span class="_ _14"></span>oraz <span class="_ _14"></span>serii <span class="_ _14"></span>G <span class="_ _14"></span>na <span class="_ _14"></span>początku <span class="_ _14"></span>2023 <span class="_ _14"></span>roku. <span class="_ _14"></span>W <span class="_ _0"></span>4 <span class="_ _14"></span>k<span class="_ _0"></span>wartale <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _14"></span>została <span class="_ _14"></span>wyemitowana </div><div class="t m0 xc h2 y55b ff1 fs0 fc0 sc0 ls0 ws0">kolejna seria <span class="_ _7"></span>ob<span class="_ _0"></span>ligacji o wartości <span class="_ _7"></span>no<span class="_ _0"></span>minalnej 53 000 tys. <span class="_ _3"></span>PLN, po c<span class="_ _3"></span>zym Emitent <span class="_ _3"></span>dokonał wcześniejsz<span class="_ _3"></span>ego wykupu <span class="_ _3"></span>serii H <span class="_ _7"></span>o<span class="_ _0"></span> wartości nom<span class="_ _3"></span>inalnej </div><div class="t m0 xc h2 y55c ff1 fs0 fc0 sc0 ls0 ws0">100 000 tys. <span class="_ _14"></span>PLN. <span class="_ _14"></span>W <span class="_ _14"></span>efekcie <span class="_ _14"></span>tych <span class="_ _14"></span>działań <span class="_ _14"></span>możliwe <span class="_ _14"></span>było <span class="_ _14"></span>ograniczenie <span class="_ _14"></span>zadłużenia <span class="_ _14"></span>z <span class="_ _14"></span>tytułu <span class="_ _14"></span>wyemitow<span class="_ _0"></span>anych <span class="_ _14"></span>obligacji <span class="_ _14"></span>do <span class="_ _14"></span>poziomu <span class="_ _14"></span>103 000 t<span class="_ _0"></span>ys. </div><div class="t m0 xc h2 y55d ff1 fs0 fc0 sc0 ls0 ws0">PLN <span class="_ _0"></span>wartości <span class="_ _0"></span>nominalnej. Dobra <span class="_ _0"></span>sytuac<span class="_ _0"></span>ja pły<span class="_ _0"></span>nnościowa <span class="_ _0"></span>pozwoliła <span class="_ _0"></span>następnie w <span class="_ _0"></span>1 <span class="_ _0"></span>kwartale <span class="_ _0"></span>2024 <span class="_ _0"></span>rok<span class="_ _0"></span>u przeprowadzić <span class="_ _0"></span>kolejny <span class="_ _0"></span>wy<span class="_ _0"></span>kup obligacji </div><div class="t m0 xc h2 y320 ff1 fs0 fc0 sc0 ls0 ws0">serii <span class="_ _16"> </span>I <span class="_ _1c"> </span>o <span class="_ _1c"> </span>wartości <span class="_ _1c"> </span>nominalnej <span class="_ _16"> </span>50 000 tys. <span class="_ _1c"> </span>PLN. <span class="_ _1c"> </span>Na <span class="_ _1c"> </span>dzień <span class="_ _16"> </span>zatwierdzenia <span class="_ _16"> </span>do <span class="_ _1c"> </span>publikacji <span class="_ _1c"> </span>niniejszego <span class="_ _1c"> </span>sprawozdania <span class="_ _1c"> </span>wartość <span class="_ _1c"> </span>nominalna </div><div class="t m0 xc h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">wyemitowanych i niewykupionych obligacji to 53 000 tys. PLN.<span class="_ _0"></span> </div><div class="t m0 xc h2 y55e ff1 fs0 fc0 sc0 ls0 ws0">Naturalnym <span class="_ _3"></span>następstwem <span class="_ _7"></span>zacieśniania polityki <span class="_ _7"></span>pieniężnej przez <span class="_ _7"></span>RPP był <span class="_ _7"></span>między <span class="_ _3"></span>innymi <span class="_ _7"></span>wzro<span class="_ _0"></span>st <span class="_ _3"></span>kosztu <span class="_ _7"></span>pieniądza, co <span class="_ _7"></span>pociąg<span class="_ _0"></span>nęło <span class="_ _7"></span>za sobą <span class="_ _7"></span>spadek </div><div class="t m0 xc h2 y55f ff1 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _7"></span>mieszkań <span class="_ _7"></span>z wykorzystaniem <span class="_ _7"></span>kredytów <span class="_ _3"></span>hipotecznych. <span class="_ _7"></span>Koszty <span class="_ _3"></span>kredytów <span class="_ _7"></span>hipotecznych <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _7"></span>o<span class="_ _0"></span>statnich <span class="_ _7"></span>miesiącach <span class="_ _7"></span>syst<span class="_ _0"></span>ematycznie <span class="_ _7"></span>spadały </div><div class="t m0 xc h2 y560 ff1 fs0 fc0 sc0 ls0 ws0">z u<span class="_ _3"></span>wagi na <span class="_ _7"></span>obniżki stóp <span class="_ _3"></span>procentowych NBP, <span class="_ _3"></span>jednakże <span class="_ _3"></span>dalej <span class="_ _3"></span>pozostają na <span class="_ _7"></span>wysok<span class="_ _0"></span>im <span class="_ _3"></span>poziomie, przez <span class="_ _3"></span>co <span class="_ _7"></span>s<span class="_ _0"></span>ą mn<span class="_ _3"></span>iej d<span class="_ _3"></span>ostępne dla <span class="_ _7"></span>k<span class="_ _0"></span>lientów. Zgodnie </div><div class="t m0 xc h2 y561 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _14"></span>za<span class="_ _0"></span>powiedziami <span class="_ _14"></span>R<span class="_ _0"></span>ady <span class="_ _14"></span>Po<span class="_ _0"></span>lityki <span class="_ _14"></span>Pi<span class="_ _0"></span>eniężnej <span class="_ _1a"></span>oraz <span class="_ _14"></span>analizami <span class="_ _1a"></span>e<span class="_ _0"></span>kspertów <span class="_ _1a"></span>obecny <span class="_ _1a"></span>poziom <span class="_ _1a"></span>stóp <span class="_ _14"></span>pro<span class="_ _0"></span>centowych <span class="_ _1a"></span>może <span class="_ _1a"></span>zostać <span class="_ _1a"></span>utrzymany <span class="_ _1a"></span>nawet <span class="_ _14"></span>do<span class="_ _0"></span> </div><div class="t m0 xc h2 y562 ff1 fs0 fc0 sc0 ls0 ws0">drugiej  połowy<span class="_ _0"></span>  2025 <span class="_ _1d"> </span>roku.  Dodatkowo <span class="_ _1d"> </span>polityka  kredytowa <span class="_ _1d"> </span>banków  o<span class="_ _0"></span>dzwierciedlona  w  stanowisku  UKNF <span class="_ _1d"> </span>z <span class="_ _1d"> </span>dnia  7  m<span class="_ _0"></span>arca  2022 <span class="_ _1d"> </span>roku </div><div class="t m0 xc h2 y563 ff1 fs0 fc0 sc0 ls0 ws0">spowodowała <span class="_ _1a"></span>ograniczenie <span class="_ _14"></span>dostępności <span class="_ _1a"></span>kredytów <span class="_ _1a"></span>mieszkaniowy<span class="_ _0"></span>ch. <span class="_ _1a"></span>Zmiana <span class="_ _14"></span>w <span class="_ _1a"></span>rekomendacji <span class="_ _1a"></span>S <span class="_ _1a"></span>w <span class="_ _1a"></span>lutym <span class="_ _1a"></span>2023 <span class="_ _1a"></span>roku <span class="_ _1a"></span>dotyczą<span class="_ _0"></span>ca <span class="_ _14"></span>zm<span class="_ _0"></span>niejszeni<span class="_ _3"></span>a </div><div class="t m0 xc h2 y564 ff1 fs0 fc0 sc0 ls0 ws0">bufora z <span class="_ _7"></span>5pp do <span class="_ _3"></span>2,5pp mi<span class="_ _3"></span>ała pozytywny <span class="_ _3"></span>wpływ na <span class="_ _7"></span>rynek kredytów <span class="_ _3"></span>hipotecznych <span class="_ _3"></span>w Polsce. <span class="_ _7"></span>R<span class="_ _0"></span>ekomendacja wskazuje <span class="_ _3"></span>minimalny <span class="_ _3"></span>poziom bu<span class="_ _3"></span>fora </div><div class="t m0 xc h2 y565 ff1 fs0 fc0 sc0 ls0 ws0">zmiany <span class="_ _1a"></span>wysokośc<span class="_ _0"></span>i <span class="_ _14"></span>st<span class="_ _0"></span>óp <span class="_ _1a"></span>procentow<span class="_ _0"></span>ych, <span class="_ _1a"></span>jaki <span class="_ _1a"></span>powinien <span class="_ _1a"></span>być <span class="_ _1b"></span>stosowany <span class="_ _1b"></span>przez <span class="_ _1a"></span>banki, <span class="_ _1b"></span>przy <span class="_ _1a"></span>czym<span class="_ _0"></span> <span class="_ _1a"></span>zgodnie <span class="_ _1a"></span>ze <span class="_ _1b"></span>stanowiskiem <span class="_ _1a"></span>UKNF <span class="_ _1b"></span>powinny <span class="_ _1a"></span>one </div><div class="t m0 xc h2 y566 ff1 fs0 fc0 sc0 ls0 ws0">dostosować <span class="_ _14"></span>poziom <span class="_ _14"></span>bufora, <span class="_ _14"></span>uwzględniając <span class="_ _0"></span>oc<span class="_ _0"></span>enę <span class="_ _0"></span>ryzyka <span class="_ _14"></span>i <span class="_ _14"></span>zaleca <span class="_ _14"></span>przyjęcie <span class="_ _14"></span>adekwatnych <span class="_ _14"></span>rozwiązań <span class="_ _14"></span>w <span class="_ _14"></span>tym <span class="_ _14"></span>obszarze. <span class="_ _14"></span>Wdrożenie <span class="_ _0"></span>rzą<span class="_ _0"></span>dowego </div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi xc y13 wa hb" alt="" 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tToPJO2Z54WHYCUe3z/EEJiaXntHZPbnnla4t33okmxs+LxpmGTVVxUMG5s4vU38kdfsePbnHzr7ejMltBkFoSMFxVCaHv6qZsncU47zSY1C1zs7DNqlpaHJvMZhBDqm5xCnD5Ek3Fv9O7lDb/ow/E/2jDm2vo5T7U9f1jNTydunkh6Z85Z2v56019X9D4nypdlHPqVfP/9D044KTZsSE7f3m06dWp46eWoYfJGDI/iIVlZtWHMNdFFVJOVVdFG5o/+biot6h6aUV82L7Xk2jsm5554wicy+JMaV9wLdu779en48IPrzr/Y3y0fnz3NntJz79mbfy2vnfXWfX9bk35vm/pNUwfte/6gHi36Ky+RLFvyzrMvv7NiVdVzr2yeqyDeqeCEIzr36XnAKX0O7hLvkNFFA698YFtLG3hUl6LC/IwnvrjsvQvG/zH9YYvvG1lUmPnvPWd+/3flb1emvp36g3NOPrZbxmMyFhXvVLDw3m/6MAHALkgsLY+OLtu8bz1sSPt+fXL69SkYN7Zm4qTE0vL1l14W3ZU7aEDeN5o/Ai27pGe7CTd+OP5H1cNHdnruyTYF+dklPaMlRH82Z0Y83nF2abNL2Kmd2oxtbnq0WMYDQgj7PP9Mm4LOUaRl9ypJLC1PD7DUNAZN5zOom1kaDQQ1mx8Z90bvXt43hje8uDi6K3VvwbixOxUM21/vlv3Agvy8USM2TplWO/meZs87ylhO7qABeZd/K/q69s5f1JfN2/RsWdvBJ0WXDMobNSJ9OKXt6afWl83b9Pjs/JKeDQsX1UyclDVt+j4LyvbwkEvuoAH5o7+7N+3f9+vT/q7bMz6BtGlsbEz/ftab65oe3vbq5UdFh7f9fmlV0/msO/7t5exNm577xSUZZbLjVlWs//atj6XHRlM3jxr09dOOSI3/bD970o086+jvDz+uIJbbkEh2/9o96Xc1TZqauvrDL/lVxtNvGjkwY5mTZrz484cWpL695qL+Yy/o68MEADsluWp1dOjaVgHT+cDU3nmifFlD+fL6OU/l9O2de3z/7O7dU/u7jTW1m2bNye3bO/3QsmiAJf3Gxpra+vkv1P+1LPuQg9ueOjj9wdES0le31c76I482u6Ofsc25fXtnHXBA+l54tNimC0yN9oQQGhYuSqx+N33VqWelP6zZ9ye1VdFCtv/u1c9f0PDi4txTB+eU9EgfiomWnPHubf/nklpvdO9W21lZVV82t/m3q7Kqvmxuw0svN1ZWtT1/WO7xx201+1lDonby3VFwRi8nY5Oip6de1MZfP9B26Dk7dRTizqp75NGMWsiKx/d8aLWK2jsmp4J/SxXv2JQYn/3sWVPTcOgvMqfL+N8hh0aHt61cV3fkva9k3NvujTdiVZUhhHingufvHrGzh6U1JJI/njZv6l+W7MiD450KHvjPoSVdi3cqe0IIA4/q8pvxXwkhfGPCn1JDSc0mTdMRoWZHcjJGhGZMOK9vzy/4vxcAwF6tafbs8/wzLZxk4hMUTTghezYX7JYC2e4pPQ3JxlN+m3ll37aVlVHzhBAq1tZcO/nJnV39b2f/fQebJ1rFEwv+sQsv8rlXVs18bkUI4VtDvpR+e+nzmVclmvvK6qYrrare6pC/mrr6jIGpY7rv768JAIDPmHYTbtx7myeEUDjlHj/EZrLntvnvbeeUnssf+8c/P6xPvzeen9Pura0i5E9zV0R1sYNWVay/aUozF98t6VZ886hBN48a9JUTt5q3fuBRXbZzLNlzv7gk+jP1B+cMPKpLxr3/PW1uCOG4ww/cftL85YU3mi65bMmq9G9fe2urU5tGnnW0qRcAAD5jsnuVbOtcsr1mR79L5+haSYTUlAbzV2+4ZW7m4aGPXNgjukrP75dWzViaeQmwP/17z3+duM/In/w5/caxd87u0/OAHTnJpyGR/PatmRdUHnhUl6sv6pc6YOzSM4/66RUnXX7rX557ZVW8U8GvbxiynQWmVtol3uHkY7uVr6w887rfpRdOQyJZEMst6VacPlbztzf+lTq9p+kwTuTJRW8NG7glwDJGhM4Z8EUfIwCAz5j2P/6v1j+lpyGRfP/96NSpxrVrG15c3Ka4KOfYY0IIbQo75Hzp6FY/cyl/9Hc3Tpu+eep22bOmpuGSmZmjHLed0vWIeH4IYeW6uqbTGET3HhHvNvKsozOOUjvvh3/YkZN8Xn79nxmNcfOoQZeeeVTGwwpiub8Z/5X7H39l6IDuOzWoUtK1OKNw3q/6sEu8w9dOOTx9iGnJGxWp7MkYxtkSeHNX3Dn2tNS3v5n1avq9jnADAPiMyR00oBVnym6sqa17aMamWXOiedibmJb6Kisebzv0rNiQs1tt7TnZBTf+wKxuIYSshmTjt0rfzDiA7eRuhZf33i9s45Sek7sVjjomHn39wxEDMo4o28GTfP7+j60ao6Rb8ddPO2JbD770zKOazjT9sU44vJljMYcO6J7+bfpRbenDOBnH162qWB99UVVdW7G2Jv1hjnADAPiMKbjmqtZZUEOi9o7JVT2P/nD8j7bRPFtJVlRsnDJt3fkXVw+/NLlqdatsQnRtJbJum//e029Xp9+0f7vc/ztvcxs0PaVn/3a5/zvk0OjgtxBCTnbWnWNPi3cqSH/Mn+auuP/xV7a/4kXL3k//9rvDerd6P2TMWFBUmBdCKCrMT9/a8rcra+o2v8D0YZwRZx6ZnnOprf3bG/9KX+Z5/9bDZwgA4LMku1dJqwy2JMqXfdB/UMYs0juovmzeByecVHvH5JZvRpuCfGf4hBByKpYsL1r4WvpNhR0L2mZtPths3cIlRUu3OuenQ8f8gm8dnn5LXn6s6uhjqmob0m+sKtx8YOLKdXVjnnj7DxccliqlVBqlf9s53r51X9jTL72dPiwTQiiI5UZffOP0I9OvuvPaW2v69vxCxjDO4Qfve1q/Q1KzXadO73n25XfSl5kxR0Lraqyprep5tM8oAEC64ndW7Nbl5w2/qOUL2fTUM6kr7e6ymomTEq+/0f6O21p4llHskuG7Vl+fqez5n8v+7dnFb6Xv8Veuq7l28pPR2Sy/GnfGGdf9Lv3eqnW1l9/6l+gyOJGv/fH1iq2b5+RuhWOOPzCE0JBsvPiPr79aUXvb/PeuH7C9QjigKDN7rpo0OyONQghfOfGw9NNs0qUmkVu7YeP/PflaxolD6QetndH/kPTsmfvK6r49v5A+jFPSrbgglpueNKnTe9JHkAYe1SWVUrtDm4L83f1bDQBAhrZDz/k0NE+kbmZpsqqqcNqUlpRPVnFR7qABn/Mfa1ZOdtYff/zVjFv/NHfF0y+9HUIoKsy/e9wZGfc+98qq1DFs9y7+V8YxciGE1FFwNzz9TjQp9i1z352/ekP6Y0q6Fad/m3HM2y4Ye+fs6M9NU8qaTsj2H8OPT33dvfM+6XdFp/ekD+N87ZTDmz6sfGVlxohQxlWAAADY22X3KmnhdGrJVatbq3ki9WXzaiff3cKF5H175Oc9e0IIXeIdbh41KOOOkT/5c3RNm749v3DNRf0z7r1pStmqivUr19Vd9+TKjLtmfPWwfQtyQgjzV2+4Z/GWIZRLZr5RU59MfZsx38Bb76/bfS/ymov6p8+pnZOdNfKsLQePRaf3pA/jROM8OdlZ6af3vPDauxkn9nzpi/v5qwEA4LOkpUe4NSTWfeXCVt+qmomTNj31TEuWkPOlz/upE5tnEbj0zKOaXuJz+IQ/NSSSIYQrz+udMTgTQjjvh3845TdLM268oFfR6Yd2DCHU1CczJsX+54f1//Xslut+HnPYVvM+//yhBRlXDm0V8U4FU39wTtOLnGZcbGf2wq0O80uN85zW75C0x/wjfUSopFvxLkwuBwDAp1nu8f1b8vS60sd200VyPrzuhtCQ2PWd/uKi7O6f66tNbpk87d7/OCtjQrbytyt/PG1eCCEnO2t62sk8kYq1NRte2Wpu6/3b5d579uZO+NofX8+YAi6EMLrvltQZdHRmZV01aXZUWZE7x5721kPfe+uh7+3Cq/rKiYddc1H/SVed9te7vp66LE+6ww/eN/3b/542N/25qTnl0k/vee6VVelXKIoOhAMA4DOjTWGH7JKeu/78hkTNj36ym7YtWVFRV/pYS5YQu+A82RNCCAWx3Kan8Uz9y5IXl70XQigqzJ/6g8yzu2JVVblr16a+feTCHtEpPb9fWtXsCT9dO8ZS3xYV5qcfaRZ1xZDrf5+6Qk4IoXxl5aQZL+7gK4kaKfpz59jTxl7Qd9jAw7Y15UBBLDd9dCt9qOeUPgenvs44vSddxvV/AADY27UdfFJLnr7p2bLdNNQTaWFTZXXpLHs269vzCxkpEkL47sQnosPPTj62W8ZFPEMIHVYsb1NfH0K47ZSuR8TzQwgr19V9q/TNjIdd0Kvowl6ZJ4f9cMSApuNLA698oN/lv75q0ux+l//6zOt+lz7lWuva1oQE6cNQGaf3pDjCDQCADBvvm7pbl5+sqGita5h+3rMnSpGM03gq1tZcNWl29PXto0/JCJUQQodl5Scd1H7UMfHw0YzVGQ/Yv13u5DMObrrunOysB/5zaNPbK9bW/Gnuioyr7rS6ZickiHcqyOiZ9NN7UhzhBgBAusaa2vqyebt7LfUvLvZWt0725GRn3fcfZ2fcmJqxOic7q//ZJ2Q+pbb28PX/ypixOt0jF/YoyM1qdvUlXYsfv+3fm6ZU8w/uVvy983q31isvKsxvOk/DkBMyD11r9oKku/UqpQAA7HUSf39tD6ylfs5T3urWyZ4QQpd4h0lXZV4S9KYpZeUrK+ev3vDAivUbDj00494HZ7/64rL3MmasjqQOfttmzHQtfv7uEU0PrssInhkTznv8Z/9e0rW4FV9800GbjBneos3LuCXeqaB1NwMAgL0+e1a/uwfW0rD8dW/1rslp9tZhAw/7/dNLn3tlVfqNwyf8qfroL4UQNhXvW79mTW71VpMWfOe2J9YdeWTGck7uVhgd/PYxG5GdddPIgWO+2ufN99b+/R9rFi17//m/rz7hiM59eh7QqX1en54HpF91J1IQy2l6otHOOqXPwRmXSc2Y4S1y86hB6Q9Ln/MAAAD2XFwtLfcm7Jo2jY2Nzd5RU1f/5TG/zTjBpq6o6MMvdg8hhESi05IlWQ1bTVFdX1i4vmdJ6tv92+U+/80jokuXAgDAZ9iG0dfUzSzdAysqfmeFd3sXZG3rjmbns45VVbWtXBNCCNnZ63tmTmqeW10d++c/U9/+4syDNQ8AAPDpzZ6wjfms27/5ZlZdXQjhf4aWXHNR5lVs2618O7umJoRwRe/9Tj+0o/cXAIDPg+zuX/Qm7K3ZE0L44YgBPQ7KvN5O+xXLoxmrrzyv94Aml7XpsGzZ4UVtbzn5IG8uAACfl73qg7t5Ez7NtnluT8qaDXVv/GtDxo29DuxYmJcTQlhfW//ae9UZ935xv/b7to95cwEA+JzY9NQz6y+9bHevJbtXSadZj3q3d8HHn3uzb/vYdhqmQ37ucYeazRkAgM/3XnWPw/bIWrp7q3dNlrcAAABaqE1R0R5YS+6pg73VsgcAAD6h7CnIzx00YLdnT9/e3mrZAwAAn5i8b4/cvTvu8XhWl87eZ9kDAAC7btNTz7Tk6bnHH7dbN6/gxh+05OnJVatlDwAAfN41Vq9PlC/b5ae3KciPDRuyu/ba4/HYkLNbsoS6GX+UPQAAQKifv6AlT2936y1Z8fju2LD8q74bcrJ3+enJyqrE62/IHgAAIGyc/lBLnt6mIL9w+tRW36rcQQPyvnlJS5bQ8Lcln/OfrOwBAIDNEkvLG2tqW7KE7JKe7Sbc2Jr76/F44bQpLc25+6Z+zn+ysgcAALaoe2hGC5eQ981LWqt8cgcN6Di7tCWHt4UQkpVV9WXzZA8AALBZ7Z13h4ZEy8un48MPtvA8n7xRIwqnTckqbumFUOsemO7HKnsAAGCLZEVFXeljLV9OTr8+HWeX7to1TLN7lXR8+MF2N49v4ThPCKGxprZm4iQ/1hxvAQAApKv95b2xc4e2fDlZxUWF01lQJVIAACAASURBVO9vrKmtn//CxvumfuyRZlnxeNuhZ8WGnJ3Tr09rvZaWH7MnewAA4DMosbS8YeGi1mqPNgX5bQef1HbwSY01tY1VVSGE+hcXhxAaXno559hjNj+msEPOl45u+fFsGRpramvvvNsPVPYAAEAz1n9nzD4Lylp+jFlG/7Qp6BxCiHXpHEJolQGl7av5n9uSFRV+msG5PQAA0FSyouLDCbfs1S8hUb5s45RpfpSyBwAAtmnjlGnJVav31q1vSFQPH+mHKHsAAOBjVI+6ouWTWX8iNlx9ncPbZA8AAHy8xNLy6hGj9rryqb1jct3MUj8+2QMAADukvmxe9YhRe9EG1z3yqAv1yB4AANjp8qm9Y/JesakNCxdtGHOtH5nsAQCAnVYzcVL18Es/5Ue71d4xed35F/thyR4AANhF9WXz1p59brKy6tO4cQ2JD2+a4Ng22QMAAC2VWFq+7rQhDQsXfaq2KllZVT1ilEv0yB4AAGilxqioWHf+xRtGX/MpGfape+TRD445rr5snh+N7AEAgFaNjZmlHxxzXN0jj36CZ/skK6uqh19qAgPZAwAAu9GGMdd+0H/Qno+f5KrVG0ZfY5BH9gAAwB4pkIqKDWOurTykpPaOyY01tbt3ZQ2JhoWL1p4+9IMTTnI10p2V4y0AAIAWqpk4qWbipNiwIW3PH5bzpaOziotaceGJ8mWbHp+9cdr0ZEWFt1r2AADAJ6luZmk0DpMVj7cdelZsyNk5/frs2qKSlVX1ZXPr5zxlYKdVtGlsbPQuAAAAn2HO7QEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD3eAgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7vAUAAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9ngLAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAP+/vfuNzeI+DDh+th9sbP4EjDy5hS5MahKoZG9J06YE0kbkqSWCEVm7odp0oEZdFlUYQiy1W9fgYjpHVHVSYlfN1CgttDZTl3ahGJjIk6YpOFlS0qR2JfKn2ohIVi+PgBWwje3HfvbiiVya5DnfY+wVm89HfmH77rk7/3wvnq/uud8BIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyxxAAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2WMIAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwxBAAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAEyG2travCza29tz3dqpD1wT8nW2dmPqFy9kfXFqePCnPztbuzF8I6Ort7e3j+/Iu7u787Krra19x/ohK584cSLKsIRs4T0PNds/5ZOf/GQqlcrpP5JMJt/3vvdF/EtlDwAAjPf9ZVlZSf2W+S89N7d9d+wjH866XqygcOWtc9t3l77SVVK/Jb+sbDIOJplMVlVVZVtaWVm5Z8+ey3YkE4lEU1NT9PVTqVRtbW1PT4+TUPYAADCJSuq3zH/+SPE9m/IXlEZ8SV5JcfE9m+Y/f2R2ywMTezDhGVBeXp5IJGKx2OU8ng0NDQcPHoy48oYNGxKJhJNQ9gAAMGlvK8vK5j3RUXzPpiBWMJ7XxwqK7lgz/9mfTeBln/AMeOyxx8om5xLTxFq9enV3d/eYqzU2Nu7du9d5KHsAAJgsBUuXzDv6ZMGS6y71vemihVc90TEh5dPa2hqSAS0tLcuXL58qw1tVVZVMJkNW6OzsbGhocB7KHgAAJu0NZVnZ3L2780qKJ2ZrC0qveqLjEjfS2dlZV1eXbWlNTc2mTZum0Aj39PTE4/Fs0xskk8kVK1Y4D2UPAACTaM4/t0S/kydi+czZ/Z1xvzw8A+Lx+OU8jUE2XV1dq1atevfve3t7KysrnYRjihkCAADGbeadG8KmawuCIDU8+PMj6bPnhhI/zfxiRnxl3tw5hR+/JeQuoMKVtxYsXTJ8/OVcjyeVSoVkQHl5eXt7+2U+jUE2iUSisbFx27ZtF/+xd9xxh6nbZA8AAJOcPTXrQpYOPL6/r/H+kT+8L2VgX0cQBAVLl8x99OH8RQuzvXb2P331d5/6TK7Ns2rVqpAMOHz48JSYxiCbhoaG2267bfSupPr6elO3ReRDbgAAjFPB0iUh0xj0Nuw4X3fvSJZ78YePv3xm2a0hzzONfeTDuc5t0NTUFJIBbW1tFRUVU33MV6xYkXlqamtr60MPPeQklD0AAEyumbVZL/WMvPHmhUfHvoXm3N/Vpfv6s25/Q230gzl48GDIbGabN2+ura2dHsO+bNmy9vb2kDkbkD0AAExc9nw2a0icvfPuKFsYSSb7dn4j29Kiv/rLiEfS3d29evXqbEvj8Xhzc/O0Gfaenp7169c7/WQPAAD/L7LPSRB9NoLB/YeyvlXNfufPxZ577rmqqqpsS6f0NAbl5eWTur7sAQCAcRo5dTqHlZPJIDV8Kbt76KGHQqYxeOyxx6buNjAk3AAACg9JREFUNAaHDx+OvvI0u6glewAAuLz19+eWSZM5BfOTTz45dQeyoqKira0typrl5eWHDh1y6skeAAAu17ekk/nRrIaGhvb29qk7OLW1tZs3bx5zta6urin6QT7ZAwDA9M+YGbfcHHKPUBSbN28Ov6dl/fr13d3dl/53nTt3bsx1UqnUhI9nc3NzPB4PWeHo0aNT+nlEsgcAgCkoVhD9kTuFVfFL3NtNN9307LPPhq9TVVWVzPIEoXeoqanJtujpp58e8+XHjx8PWTq+BwfFYrH29vZsabd9+/bRB5giewAAmGCDP/1ZtkWzvtEUNXviK7MtuvC970fcyOLFi48ePRqyQk9PTzwev8RLMfv27RtznfA0mjNnzvh2XVZW9p7TG9TU1Gzbts2pKHsAAJgsFx75btaYWXnrjFtuHnMLJfVbQmapvtD+w+gHs3z58u3bt4es0NXVtWHDhjG3U11dnW1RIpFobGwMeW13d3f4U0QXLVo07tF+9/QGlZWVe/bscR7KHgAAJtHQkWfSfVknbZvzyMNFa6vDm6f4nk3Zlg6//Er0h/9kbNu2LfwemL1797a2toZvZN68eSFLGxoaspVPMpkMeXxQEATxePwSZx24eHqD8vLyRCJxWU1jkE6nL8/V0um07AEAYPwGDyeyLcorKZ7d+uCc3d8pWLrk4t8XLF1SUr9lzu7vhDRPEASD//7EOI7n0KFDlZWVISvU1dV1dnaGrFBVVRU+QUKmfDo7O3t7ezO/6e3t7e7ujsfjPaEzcW/duvXSB3x0eoMp/Tyi/38muQMAIAiCYOfOnR0dHVHW3LVr1+gb7r7G+wur4nklxdlWLlx5a+HKW4PMM0z7+/PLy6PM2zZy6vSFPeOZdToWiyUSicrKypACWbFixVtvvZWtGWKxWHNz8/r168PLp6GhIQiCeDz+61//uifac4c+8YlPTMDb91js0KFDZ86c0TyyBwCAnHV1dXV1dUVZs6mpafQ990gyee7zd89t3z3mq/IXlEY9lNTw2ZqNI9EmXnu3zN3/4dd8KisrT548me0TYuvWrauvr48SM4lEIuJRHT16dNasWRPzDj4W0zy58iE3AAAuydCRZ6JPuRZF746mXO/qeYeKiooDBw6ErNDT07Nq1apsE7vFYrHDhw+XT9xDVNva2swxLXsAAJjaeu9rnJjySQ33f7P1wqMTMDvZ7bffHj6xWyKRaGpqCgmnrq6uCSmf7du319bWOklkDwAA06F8zm/aGqSGx72FkVOnz264s69510Qd0pe//OXwid0aGhoOHjyYbWlZWdmll8/mzZs9V0f2AAAwfQzs6zjz0VtSv3gh1/hJ9/UPPL7/zF/cNHTkmQk8nszd/+Hdsnr16hMnToSUz8mTJ1taWsax9/Ly8ra2tubmZieG7AEAYFoZSSZ/96nPnPqzJb0NO8bun9Rw6hcvnK3dePq6yvN1907G8cRisTGv2CxbtiyZffqEWCy2adOm8+fPb9++PXyahFHxePzAgQMnT56sra29rJ6rcyXLi/gYIAAApoHOzs7XX3/9Ejeydu3azKRkA4/vH3Plourb33vG6tTwQMfBsV9+x5rMNydOnHjmmfe+FnTzzTcvXrw4ZCPd3d3d3d0hK1RUVFRUVET523t7e1966aXMGI7O911dXR0Ewbx58z70oQ+VlZXlOmNbyD8l15uCQkbp6quvnuxpFdLpdF5e3mW4Wjqdlj0AAMA0zx4fcgMAAKY52QMAAExzbrECALiCjJw6HfT3G4crUXFx/oJS2QMAwPTX17BjYF+HcbgCFa2tnt364BX75/uQGwAAIHsAAACmMh9yAwC4cs1qac58kz51OvXirwYPPxn9zp/YjTcUbVw/+mNvXf2YL8lftLD4S/f2fvErmb1kfuxr+Fr69JkgCIKCglnf/Pro0ohHHgTB77cQKq90fsn2r0Q5zncqKIhd/+fFW+tm3LK8r3nXwPfbo+zu4p1mvh9KPDUY7ROGRRs/G7vx+sz3qWMvDuz+QU7/zeg7unK42gMAcOUqWrtm8Mc/6d/5wGDHoaJ1n553JJFXOj/q+8iF788vLe3f+UDmK8pLRn7bM2PZxwqrbsv8WPyle4vWrin6m7efyDnj4ysKrr0mYneNHnn/zgfSvzsbqUBKSorWrhnHKM09+G+zH24Zev7Y+bp7Z3z0xvkvPVe4tjpq9pSUZA41v7R0dssDsRtviJaU14+O7eD+A9H/m8O/+c+B3W0l9/1DwXXXOr1lDwAAbxt+7Tcjb7yZOvbLc+s/FwTB6KWJSBlz+vTIG29mvqLtbLhvx/0zv3BXEARBcXHR2jW99zWW1G8JCgqCICj++/q+f/xqrkc+8sabwfDw5I1P7MYb8hcs+N+bPn5h17cG93WcW/+53vsa3/4TcjnUcxs+P/JWsrB6Va5jG/3KUhAEIydeTx375fArrxYskT2yBwCA99Lf8u2crofMWPaxWS3Nma+ILxk8/GRs6ZKC666dededQ0c6B3b/IBMDBdddm79gQerFX0Xf+6ydX8vsOvoVqnEo3lrXt+P+i8tq4Ic/ii1dEvG6TUbhp++Y9c2v5/9J2YVHvpfr2BZt/Gz0Hc38wl1z2r5bcN21qRdedD7/Qb4aAgAAMvLmXZXT+iOnTg0lnsoxrfr7mncV1fx1YfXt5++uy7TWzC/cNfzqa/0t387pus3Q88dGTrweBEG6/8Lkjcnwa7/JX3z1H4xS8cwgCEZ6/ien7Qzsbot4D9I7xnbkzf/O4WhffS2/tHT4lVdHftvjfJY9AAC8S0FBSf2WgX37c3qTPY5b5wd/9Pi8Z54aeSuZubYz8MMfzdqxLbZ0Se8Xv5LrdqJ+uO4SDOz916ue6LjQ+vBokhWuWZ06/nJOux7HoY5vbIcSTw12HJqz55GZm+6+sOtbTmrZAwBAEARBwTUfLLjmg/l/+oGi2nWp4y/33vPF6K/NLy3NX7Qw8330t/Ujb7w5dKRz6Pljb4dEf//Avv3pU6ejTyI3euRvbzCX1/7+gH/bE+Xi0vArr6aOv1z6X8cvPLo79eKvitZ9esYty89t/NvJ/r+Mb2yDIAiGh/sfbJn7439JdT6bOvZLZ3hGXjqdNgoAAFeI85u2Dlx0DeHiGcnSZ88NPfV0Du/LFy2Mffj60R9zujSRv2jhxa2Sv2hhuq8vp3v3Lz7y1AsvRgqD4uLRSeSCIMh1tu7C6lV5C0oHf/yTof94PodCKy4urLotp31ldpe/8P25jm3h2urRoYjdeEPenDlDPz86mnZFa6tntz44qWdXOp3Oy8u7DFdLp9OyBwDgys0erhxXePaYyQ0AAJjmZA8AADDN+ZAbAAAwAXzIDQAA4I9G9gAAALIHAABA9gAAAMgeAACAPw4zuQEAANOcqz0AAIDsAQAAkD0AAACyBwAA4I8jZggAAIAx5OVN4YOvqfk/tmiBnyZb+GIAAAAASUVORK5CYII="/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">41</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">programu „Bezpiec<span class="_ _0"></span>zny kr<span class="_ _0"></span>edyt <span class="_ _0"></span>2%”, <span class="_ _0"></span>obowiąz<span class="_ _0"></span>ującego od <span class="_ _0"></span>1 <span class="_ _14"></span>lipca 2023 <span class="_ _0"></span>ro<span class="_ _0"></span>ku, rów<span class="_ _0"></span>nież o<span class="_ _0"></span>żywiło <span class="_ _0"></span>rynek <span class="_ _0"></span>nieruchomości. <span class="_ _0"></span>W <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>wzro<span class="_ _0"></span>sła <span class="_ _0"></span>ilość </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">zapytań <span class="_ _15"> </span>dotyczącyc<span class="_ _0"></span>h <span class="_ _1d"> </span>za<span class="_ _0"></span>kupu <span class="_ _15"> </span>mieszkań, <span class="_ _15"> </span>co <span class="_ _16"> </span>potwierdzają <span class="_ _15"> </span>także <span class="_ _1d"> </span>w<span class="_ _0"></span>yniki <span class="_ _15"> </span>sprzedaży. <span class="_ _15"> </span>Z uwagi <span class="_ _15"> </span>na <span class="_ _15"> </span>duże <span class="_ _15"> </span>zainteresowanie <span class="_ _15"> </span>tym <span class="_ _16"> </span>programem </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">przewidziane ustawowe <span class="_ _0"></span>limity dopłat na <span class="_ _0"></span>lata <span class="_ _0"></span>2023 i <span class="_ _0"></span>2024 zo<span class="_ _0"></span>stały wyczerpane. Rząd <span class="_ _0"></span>w swo<span class="_ _0"></span>ich komunikatach ogłosił, <span class="_ _0"></span>iż prowadzo<span class="_ _0"></span>ne są prace </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">w celu przygotowania nowego programu wsparcia dla osób chcącyc<span class="_ _0"></span>h kupić mieszkanie.  </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">Zarząd nie jest w stanie oszacować, ja<span class="_ _0"></span>k powyższe zmiany wpłyną na poziom sprzedaży i wyniki w przyszłości.  </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _18"> </span>uwagi <span class="_ _18"> </span>na <span class="_ _1"> </span>specyfikę  d<span class="_ _3"></span>ziałalności <span class="_ _1"> </span>deweloperskiej <span class="_ _18"> </span>oraz <span class="_ _1"> </span>uprawnień <span class="_ _18"> </span>jak<span class="_ _0"></span>ie <span class="_ _18"> </span>daje <span class="_ _1"> </span>klientowi <span class="_ _18"> </span>Ustawa <span class="_ _1"> </span>Deweloperska <span class="_ _1"> </span>zagrożeniem, <span class="_ _18"> </span>k<span class="_ _0"></span>tóre <span class="_ _1"> </span>może </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">wystąpić, <span class="_ _1b"></span>jest <span class="_ _1a"></span>rozwiązy<span class="_ _0"></span>wanie <span class="_ _1a"></span>umów<span class="_ _0"></span> <span class="_ _1a"></span>deweloperskich <span class="_ _1b"></span>przez <span class="_ _1a"></span>k<span class="_ _0"></span>lientów, <span class="_ _1b"></span>którzy <span class="_ _1b"></span>mogą <span class="_ _1a"></span>zrezygnow<span class="_ _0"></span>ać <span class="_ _1a"></span>z <span class="_ _1b"></span>zakupu <span class="_ _1a"></span>mieszkania, <span class="_ _1b"></span>rozwiązując<span class="_ _0"></span> <span class="_ _1b"></span>umowę </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">deweloperską <span class="_ _18"> </span>z <span class="_ _18"> </span>uwagi <span class="_ _18"> </span>na <span class="_ _18"> </span>utratę <span class="_ _18"> </span>zdolności <span class="_ _18"> </span>kredytowej, <span class="_ _18"> </span>odmowę <span class="_ _18"> </span>przez <span class="_ _18"> </span>bank <span class="_ _18"> </span>udzielenia <span class="_ _18"> </span>kredytu <span class="_ _18"> </span>lub <span class="_ _18"> </span>też <span class="_ _18"> </span>chcąc <span class="_ _1"> </span>przeczekać <span class="_ _18"> </span>okres <span class="_ _18"> </span>drogich </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">kredytów hipotecznych. Na dzień zatw<span class="_ _0"></span>ierdzenia d<span class="_ _3"></span>o publikacji niniejszego sprawozdania sytuacja ta wystąpiła w skali nieistotnej zarów<span class="_ _0"></span>no dla </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">wyników obecnych jak i przyszłych okresów. </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y2a ff3 fs0 fc0 sc0 ls0 ws0">Wojna w Ukrainie </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">Wojna <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>Ukrainie <span class="_ _18"> </span>ma <span class="_ _18"></span>przede <span class="_ _1b"></span>wszystkim <span class="_ _1b"></span>w<span class="_ _0"></span>pływ <span class="_ _18"> </span>na <span class="_ _1b"></span>inflację, <span class="_ _18"> </span>spowolnienie <span class="_ _1b"></span>sp<span class="_ _0"></span>rzedaży <span class="_ _1b"></span>mie<span class="_ _0"></span>szkań, <span class="_ _1b"></span>niedobór <span class="_ _18"> </span>surowców<span class="_ _0"></span> <span class="_ _1b"></span>i <span class="_ _18"> </span>materiałów, <span class="_ _1b"></span>kryzys<span class="_ _0"></span> </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">energetyczny, brak <span class="_ _0"></span>pracowników i <span class="_ _0"></span>deprecjację PLN wobec<span class="_ _0"></span> USD i <span class="_ _0"></span>EUR. Zarząd Spół<span class="_ _0"></span>ki monitoruje k<span class="_ _0"></span>onflikt zbrojny oraz <span class="_ _0"></span>istotny wzrost napięcia </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3"></span>relacjach <span class="_ _7"></span>z Rosją <span class="_ _7"></span>nie tyl<span class="_ _3"></span>ko <span class="_ _3"></span>na <span class="_ _7"></span>linii Ukrain<span class="_ _3"></span>a <span class="_ _3"></span>- <span class="_ _7"></span>Rosja,<span class="_ _0"></span> <span class="_ _7"></span>al<span class="_ _0"></span>e <span class="_ _7"></span>także UE/USA <span class="_ _3"></span>– <span class="_ _7"></span>Ro<span class="_ _0"></span>sja, <span class="_ _3"></span>który <span class="_ _7"></span>mo<span class="_ _0"></span>że <span class="_ _3"></span>mieć <span class="_ _3"></span>dalszy <span class="_ _7"></span>wpływ<span class="_ _0"></span> <span class="_ _7"></span>na działalność <span class="_ _7"></span>Grupy <span class="_ _3"></span>Kapitałowej </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _7"></span>Spół<span class="_ _0"></span>ki <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _3"></span>2024 <span class="_ _7"></span>rok<span class="_ _0"></span>u. <span class="_ _7"></span>W<span class="_ _0"></span>ojna <span class="_ _3"></span>w <span class="_ _3"></span>Ukrainie <span class="_ _7"></span>ma <span class="_ _3"></span>wpływ na <span class="_ _7"></span>znaczny wzrost <span class="_ _7"></span>kosztów<span class="_ _0"></span> <span class="_ _7"></span>surow<span class="_ _0"></span>ców ene<span class="_ _3"></span>rgetycznych, <span class="_ _3"></span>co <span class="_ _3"></span>przekłada <span class="_ _7"></span>się n<span class="_ _3"></span>a <span class="_ _7"></span>c<span class="_ _0"></span>ałą gosp<span class="_ _3"></span>odarkę </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">dodatkowo <span class="_ _0"></span>podbijając <span class="_ _0"></span>inflację. <span class="_ _0"></span>Przebieg konfl<span class="_ _0"></span>iktu <span class="_ _0"></span>nie za<span class="_ _0"></span>powiada <span class="_ _0"></span>ryc<span class="_ _0"></span>hłego przeł<span class="_ _0"></span>omu, <span class="_ _0"></span>a <span class="_ _0"></span>potencjalna <span class="_ _0"></span>jego <span class="_ _0"></span>eskalacja m<span class="_ _0"></span>oże <span class="_ _0"></span>istotnie wpł<span class="_ _0"></span>ynąć <span class="_ _0"></span>na </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">całą gospodarkę, w tym także na wy<span class="_ _0"></span>niki osiągane przez Grupę Kapitałow<span class="_ _0"></span>ą. </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y32 ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko wzrostu kosztów materiałów budowlanych i kosztów prac<span class="_ _0"></span>y w związku z odblokowaniem środków z Krajoweg<span class="_ _0"></span>o Planu Odbudowy </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Eksperci <span class="_ _18"> </span>oraz <span class="_ _18"> </span>analitycy <span class="_ _18"> </span>z <span class="_ _18"> </span>branży <span class="_ _1"> </span>budowlanej <span class="_ _18"> </span>spodziewają <span class="_ _18"> </span>się <span class="_ _18"> </span>znac<span class="_ _0"></span>znego <span class="_ _18"> </span>wzrostu <span class="_ _18"> </span>cen <span class="_ _18"> </span>materiałów <span class="_ _18"> </span>budowlanych <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>kosztów <span class="_ _18"> </span>roboc<span class="_ _0"></span>izny </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">w związku <span class="_ _1b"></span>z <span class="_ _18"> </span>zapowiadanym <span class="_ _1b"></span>przez <span class="_ _1b"></span>Komisję <span class="_ _1b"></span>Europejską <span class="_ _1b"></span>o<span class="_ _0"></span>dblokowaniem <span class="_ _1b"></span>środków<span class="_ _0"></span> <span class="_ _1b"></span>z <span class="_ _1b"></span>Krajow<span class="_ _0"></span>ego <span class="_ _1b"></span>Planu <span class="_ _1b"></span>Odbudowy <span class="_ _1b"></span>oraz <span class="_ _18"> </span>Funduszu <span class="_ _1b"></span>Spójności. </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">Kwota 1<span class="_ _3"></span>40 <span class="_ _3"></span>mld <span class="_ _7"></span>EUR ma <span class="_ _8"></span>zo<span class="_ _0"></span>stać <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _7"></span>najbliższych <span class="_ _3"></span>latach <span class="_ _3"></span>przeznaczona <span class="_ _3"></span>głównie <span class="_ _7"></span>na inwestycje<span class="_ _3"></span> <span class="_ _3"></span>infrastrukturalne. <span class="_ _7"></span>W <span class="_ _3"></span>najbliższych <span class="_ _3"></span>latach <span class="_ _7"></span>Po<span class="_ _0"></span>lskę <span class="_ _7"></span>cze<span class="_ _0"></span>ka </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">kumulacja <span class="_ _7"></span>inwestycji infrastrukturalnych, <span class="_ _7"></span>co w <span class="_ _3"></span>efekcie <span class="_ _7"></span>może przeło<span class="_ _3"></span>żyć s<span class="_ _3"></span>ię <span class="_ _7"></span>na znaczny <span class="_ _7"></span>wzrost <span class="_ _3"></span>cen <span class="_ _7"></span>materiałó<span class="_ _0"></span>w <span class="_ _3"></span>budowlanych. <span class="_ _7"></span>Eksperci <span class="_ _3"></span>wskazują </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">również, <span class="_ _18"> </span>że <span class="_ _1"> </span>ożywienia <span class="_ _18"> </span>moż<span class="_ _0"></span>na <span class="_ _18"> </span>się <span class="_ _1"> </span>spodziewać <span class="_ _18"> </span>t<span class="_ _0"></span>akże <span class="_ _18"> </span>w <span class="_ _1"> </span>inwestycjach <span class="_ _1"> </span>prywatnych <span class="_ _18"> </span>zw<span class="_ _0"></span>iązanych <span class="_ _18"> </span>z <span class="_ _1"> </span>budową <span class="_ _18"> </span>mieszkań, <span class="_ _1"> </span>domów, <span class="_ _1"> </span>magazynów, </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">obiektów <span class="_ _0"></span>komercyjnych <span class="_ _0"></span>czy <span class="_ _0"></span>przemysłowych, <span class="_ _0"></span>co <span class="_ _0"></span>dodatkowo <span class="_ _0"></span>spiętrzy <span class="_ _0"></span>ilość <span class="_ _0"></span>rozpoczynanych <span class="_ _0"></span>inwestycji. <span class="_ _0"></span>Branża <span class="_ _0"></span>budowlana <span class="_ _0"></span>już <span class="_ _0"></span>teraz <span class="_ _0"></span>zmaga się </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">z  brakiem  w<span class="_ _0"></span>ykwalifikowanych <span class="_ _1d"> </span>pracowników,<span class="_ _0"></span>  rozpoczęcie  w<span class="_ _0"></span>ielu  inwestycji  w<span class="_ _0"></span>  krótkim <span class="_ _1d"> </span>czasie <span class="_ _1d"> </span>może <span class="_ _1d"> </span>doprowadzić <span class="_ _1d"> </span>do  jeszcze <span class="_ _1d"> </span>większych </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">niedoborów <span class="_ _3"></span>kadrowych <span class="_ _3"></span>w <span class="_ _7"></span>firmach <span class="_ _3"></span>z <span class="_ _3"></span>branży <span class="_ _7"></span>budowlanej, <span class="_ _3"></span>co <span class="_ _3"></span>w <span class="_ _3"></span>konse<span class="_ _3"></span>kwencji <span class="_ _7"></span>mo<span class="_ _0"></span>że s<span class="_ _3"></span>powodować <span class="_ _3"></span>dalszy <span class="_ _7"></span>wzrost kosztów <span class="_ _7"></span>pracy. D<span class="_ _3"></span>o <span class="_ _3"></span>efektywne<span class="_ _3"></span>go </div><div class="t m0 xc h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">i szybkiego wykorzystania środków z <span class="_ _0"></span>KPO konieczne będzie znaczne skrócenie i uproszczenie procedur, o co a<span class="_ _0"></span>pelują do rządu przedsiębiorcy </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _18"> </span>eksperci <span class="_ _18"> </span>z <span class="_ _18"> </span>branży <span class="_ _18"> </span>budow<span class="_ _0"></span>lanej. <span class="_ _18"> </span>Na <span class="_ _18"> </span>dzień <span class="_ _18"> </span>zatwierdzenia <span class="_ _18"> </span>do <span class="_ _18"> </span>publikacji <span class="_ _18"> </span>skonsoli<span class="_ _0"></span>dowanego <span class="_ _18"> </span>sprawozdania <span class="_ _18"> </span>finansowego <span class="_ _18"> </span>zarzą<span class="_ _0"></span>d <span class="_ _18"> </span>nie <span class="_ _18"> </span>jest </div><div class="t m0 xc h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">w stanie <span class="_ _15"> </span>o<span class="_ _0"></span>szacow<span class="_ _0"></span>ać <span class="_ _16"> </span>wpływu <span class="_ _16"> </span>odblokowania <span class="_ _16"> </span>środków <span class="_ _16"> </span>z <span class="_ _16"> </span>KPO <span class="_ _16"> </span>na <span class="_ _1c"> </span>dalsze <span class="_ _16"> </span>funkcjonowanie <span class="_ _16"> </span>Grupy <span class="_ _1c"> </span>Kapitałowej <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _16"> </span>na <span class="_ _16"> </span>wyniki <span class="_ _16"> </span>osiągane </div><div class="t m0 xc h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">w przyszłości. </div><div class="t m0 xc h12 y3f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y524 ff3 fs0 fc0 sc0 ls0 ws0">Inne czynniki<span class="ff1"> </span></div><div class="t m0 xc h2 y525 ff1 fs0 fc0 sc0 ls0 ws0">Niedoskonałość regulacji <span class="_ _0"></span>polskiego<span class="_ _0"></span> <span class="_ _0"></span>systemu prawnego <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>prawa <span class="_ _0"></span>zagospodarowania <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>oraz <span class="_ _0"></span>prawa <span class="_ _0"></span>budowlanego, <span class="_ _0"></span>braki </div><div class="t m0 xc h2 y129 ff1 fs0 fc0 sc0 ls0 ws0">w  miejscowych  planach  zagospodarowania  przestrzennego,  tempo  uzyskiwania  decyzji  administracyjnych,  a  także  wy<span class="_ _0"></span>dawanie  decyzji </div><div class="t m0 xc h2 y12a ff1 fs0 fc0 sc0 ls0 ws0">administracyjnych, <span class="_ _9a"> </span>które <span class="_ _9a"> </span>są <span class="_ _19"> </span>za<span class="_ _0"></span>skarżane <span class="_ _9a"> </span>(zasad<span class="_ _0"></span>nie <span class="_ _19"> </span>bądź <span class="_ _9a"> </span>bezz<span class="_ _0"></span>asadnie) <span class="_ _19"> </span>przez <span class="_ _9a"> </span>osoby<span class="_ _0"></span> <span class="_ _9a"> </span>trzecie, <span class="_ _9a"> </span>s<span class="_ _0"></span>ą <span class="_ _9a"> </span>przyczyną <span class="_ _9a"> </span>wstrzymywania <span class="_ _9a"> </span>proc<span class="_ _0"></span>esu </div><div class="t m0 xc h2 y12b ff1 fs0 fc0 sc0 ls0 ws0">inwestycyjnego.  </div><div class="t m0 xc h2 y12c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y12d ff1 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _14"></span>ro<span class="_ _0"></span>zwoju <span class="_ _1a"></span>Grupy <span class="_ _14"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _1a"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _14"></span>zakłada <span class="_ _1a"></span>kontynuację <span class="_ _1a"></span>sprawdzonego <span class="_ _1a"></span>modelu <span class="_ _14"></span>b<span class="_ _0"></span>iznesowego <span class="_ _1a"></span>koncentrującego <span class="_ _1a"></span>się <span class="_ _1a"></span>na </div><div class="t m0 xc h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">realizacji dużyc<span class="_ _0"></span>h w<span class="_ _0"></span>ielorodzinnych <span class="_ _0"></span>projektów <span class="_ _14"></span>deweloperskich o <span class="_ _14"></span>podwyższonym <span class="_ _0"></span>standardzie, <span class="_ _0"></span>zarówno <span class="_ _0"></span>w<span class="_ _0"></span> funkcji <span class="_ _0"></span>inwestora, <span class="_ _14"></span>jak i<span class="_ _0"></span> g<span class="_ _0"></span>eneralnego </div><div class="t m0 xc h2 y12f ff1 fs0 fc0 sc0 ls0 ws0">wykonawcy. <span class="_ _0"></span>Grupa zak<span class="_ _0"></span>łada <span class="_ _0"></span>długoterminowy wzro<span class="_ _0"></span>st wartośc<span class="_ _0"></span>i poprzez <span class="_ _0"></span>zwiększanie skali <span class="_ _0"></span>działalności <span class="_ _0"></span>z <span class="_ _0"></span>jednoczesnym <span class="_ _0"></span>zachowaniem <span class="_ _0"></span>wysokich </div><div class="t m0 xc h2 y130 ff1 fs0 fc0 sc0 ls0 ws0">marż. Strategia ta realizowana jest dzięki wytycznym szczegół<span class="_ _0"></span>owo określonym przez zarząd: </div><div class="t m0 xc h2 y40b ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">dywersyfikacja <span class="_ _1a"></span>obcych <span class="_ _1a"></span>źródeł<span class="_ _0"></span> <span class="_ _1a"></span>finansowania <span class="_ _1a"></span>poprzez <span class="_ _1b"></span>finansowanie <span class="_ _1a"></span>dział<span class="_ _0"></span>alności <span class="_ _1a"></span>w <span class="_ _1a"></span>oparciu <span class="_ _1b"></span>między <span class="_ _1a"></span>i<span class="_ _0"></span>nnymi <span class="_ _1a"></span>o <span class="_ _1a"></span>kredyt<span class="_ _0"></span>y <span class="_ _1a"></span>bankowe <span class="_ _1b"></span>i <span class="_ _1a"></span>emis<span class="_ _0"></span>je </span></span></div><div class="t m0 x15 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">obligacji <span class="_ _100"> </span>zapewniające <span class="_ _100"> </span>Grupie <span class="_ _100"> </span>optymalny <span class="_ _100"> </span>sposób <span class="_ _100"> </span>finansowania, <span class="_ _100"> </span>zarów<span class="_ _0"></span>no <span class="_ _9a"> </span>dla <span class="_ _100"> </span>prowadzonych, <span class="_ _100"> </span>j<span class="_ _0"></span>ak <span class="_ _100"> </span>i <span class="_ _9a"> </span>planowanych <span class="_ _100"> </span>projektów </div><div class="t m0 x15 h2 y40c ff1 fs0 fc0 sc0 ls0 ws0">deweloperskich, </div><div class="t m0 xc h2 y4d ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">utrzymywanie w<span class="_ _0"></span>łaściwego <span class="_ _0"></span>poziomu ofer<span class="_ _0"></span>ty mieszkań, <span class="_ _0"></span>realizacja <span class="_ _0"></span>projektów<span class="_ _0"></span> <span class="_ _0"></span>deweloperskich o <span class="_ _0"></span>unikatow<span class="_ _0"></span>ych <span class="_ _0"></span>walorach arc<span class="_ _0"></span>hitektonicznych </span></span></div><div class="t m0 x15 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0">–  wy<span class="_ _0"></span>soka <span class="_ _1d"> </span>jakość <span class="_ _1d"> </span>i <span class="_ _1d"> </span>funkcjonalne  układy <span class="_ _1d"> </span>budowanych <span class="_ _1d"> </span>mieszkań, <span class="_ _1d"> </span>o<span class="_ _0"></span>ryginalnie  zaaranżowane <span class="_ _1d"> </span>c<span class="_ _0"></span>zęści  wspólne, <span class="_ _1d"> </span>atrakcy<span class="_ _0"></span>jna  lok<span class="_ _0"></span>alizacja, </div><div class="t m0 x15 h2 y567 ff1 fs0 fc0 sc0 ls0 ws0">dopasowanie do potrzeb rynku, </div><div class="t m0 xc h2 y568 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">rozbudowa <span class="_ _18"></span>banku<span class="_ _3"></span> <span class="_ _1b"></span>ziemi, <span class="_ _18"> </span>nabywanie <span class="_ _1b"></span>at<span class="_ _0"></span>rakcyjnych <span class="_ _1b"></span>c<span class="_ _0"></span>enowo <span class="_ _18"> </span>nieruchomości <span class="_ _1b"></span>gruntowych <span class="_ _18"> </span>położonych <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>preferow<span class="_ _0"></span>anych <span class="_ _1b"></span>przez <span class="_ _18"> </span>klientów </span></span></div><div class="t m0 x15 h2 y569 ff1 fs0 fc0 sc0 ls0 ws0">lokalizacjach i wyposażo<span class="_ _0"></span>nych w odpowied<span class="_ _3"></span>nią infrastrukturę. </div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFIAAAYTCAIAAABfQ4u9AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde3gV9YHw8R+5cJIAAROPWkFQixC8VbmpCFvFu0JRV11LKxZara0gKnZfa190LVu3a8WK0upjXajY8lpLrdSsVcBLjSCCoEUrAdQqgtqGRAiYEJJz8v4xeDicBAQSUPDzeXj6JOcyM2cS6Hz9zfymTWNjYwAA2OMaFi7a+OBvcvr2zvvWZc09ndj4m+mbZs2pL5uXO2hAbv9+scuGZxUXRU8mK6tqbpmQd/k3c/r1iR6pe+zx+jnPtCkuanfr+BDCxl8/1PDy4vQXpB4suHV8VnFRtIQQQsGNN2R16Zy+5uhlIYT2k3/e7Danvs09fXB254PTV5FabIZopRtGXxdCyB99VXZJzxBConxZ7eT7Qgjtbr+tTUF+6lNEm52xrpRoq5r9gOmbUffQ9PoFC6O91/bM0/O+OTzkZDf7KdpeOCz3xBOiDWj6bMZ6t//ebf2U6+e9lKyoCCHkDhrQ7uaboo+/jTckKg8rCSEULVuyncXu1t/J1lpa7umDc0p6bO/DfsrWJDY9X5ZY8nrizbdaZXu2+XftiyHHv7kAwGcisfr9upmlIYTQ9FCsIVE9YlR92bzou/qyefVl8zZOm95xdunm8qmtrZtZmnv64OigP1G+bMOY60MI+7343OYFvLw4/QXpDxbceENqCSGEVClFGmtqPx7/4/QD/ea3OWqtmaXRoXzhtCmbo+KTxWZmz403hBAalr+ZWFqee/rg6FB405OzoxenQqh+zjN1M0vbXjis6boy86O5D5hqnnVnDIkyI7X3Ns2ak9rIZj9FbNiQaMnbX+/235th0zPPrb/8ivRH6svmNZQv304JNLzy6uZXzn+p7eBTPrPfyV2V3askb/glbYeel0r0FhynZ7cdfEoYfEpoSDS88mpd6RObHv9z6se6i77A2ZP1Odym6ur1iUTS/xkAwBfWpufLouYpGDe2aNmS9vfcmRWPJysq6h6a3vTFycqq6uEjQwgdHvxVxrjNjtg4ZVpjTe2W4/L5L33qW2LDhhS/t6Jo2ZKCcWOjQ/nayfc2fUH6n2jDck/qn35kX/fEU5+sdEF6ReT0OGJLbNxzZ8aiPnXz6h6anqyoyIrH299zZ/pGbvzNVntv85L/Xt7x0Yez4vG6maXJyqodXO9+Lz4XPdhpdmn03vR9mFLz04khhHYTbi5atqT4vRX7vfhc+3vuzCnpsb2NL31i88/lgal71y9t9Lvaadbjed+6rBWaZ+v+yenXp92t4/dbUBb9XfBPxF6WPXV1dc1EdiI5ddpvW5TpiWSz1dTs6gCAz6HokLfDg7/Kv3Z0m4L82PlDC6dPDSFsnNYkexoSG8Zcl6yoKBg3dpcHBzbNmpNxpL4j2hTk5187uuOjD4cQaiZOCg2JTz98Pf64EEJixZvRlieWlmf3KgkhROfUpapjF+Jtq703bXoIoePs0tj5Q6ONbH/PnSGEjdMf2dYhdd6I4SGETY//786uK7ukZ9uh5zSbi401tYml5SGE2CUXRaerZXXpHDt/6PbPcNs4ZVoIIXfQgPqyec2m1OfuYDoeb3/PncV/L49+V3fvynKyY+cP3W/xvI6PPhz95tCa2fP7pVWFP3s5409NfUtHYyoq1oy+7v/ccOPNFRVrrvj+tZMm31ddvb6uru62/574wryXJt97fyKRnDT5voqKNSGEi4ePDCHMeHTmC3PnhxBuuPHmxa8uSS3nhhtvTiSSL8yd/8Lc+eXLV1w15vqrxly/+NUlT856+oYbb55w28+eeHL2pMn3fXPkVZMm3/fSwkUTbvtZCCFa48r3VkXbcPHwkYlEMtqYurq6ioo10bpmPDpz6if/wkYvq65en3r2yVlPR0sDAFpRNNSTPujRpn37EEKyoiK5anX6K2sn3xtdvpJ/7ehdWFF07Fj7y/ujb5OrVqdSZEePpQ4/bPN7P/zwU1+c27d36tMl3nwzhJD//SvDJ4M8jZ9c/dKSXddYUxudB5U+4BANsEQR0uoaK6tCCI3V65tmYfRZ6h6ZsYOLisbB8kaNiF1yUdixkbfPVvt77txvQVns/KGp66b2jJx+fTrNejwapvPPRetkz8p1dd8ufTvjwRn/ekRBbkuHiRa98tejjyy5+aYfhBCOPrLkgmFDxt04/rW/LQ0h/HLSz15/o/zF+QtCCPf9avP45oxHZ4YQBp58YkXFmo6FHaY/vOXvz7rq6mm/fTj6+oEpD4279upx1179X7f//IzTTj1/6LlXXTHy8MMPra5e/8tJP6uuXl9TU7vk9Teqq9e/MO+lWXOeeWPpstMHf/UvZXMHDjjhxU/Gl2+feHf0RSKRnL9g0bz5C1IjRZ06dfzxbT+r3bgx+nbOM39ZuWp1dZO/5wBAKxympA16NDsAUvvL+2smTgohFE6bsouHjz26x4YNSSwtb1i4KIRQN+OPqRTZ0Y1s7nSmupmllYcckfoTzWQQQsg66KBUnEQntuX27R0bNiSEkKysaihfHkLI7d8vfVEbxlzf7KK2GSFVVU3bKYrGbaRGYtMzz0UDRG2Hnret9dY99vhWb1q+IrlqdaJ8We1dkzefmNfcqWt53xkZQvh4/I8/6j3g41smNCxctP0xsfq5L4YQYkPOzR10cgih/i9ln9tfzrxRI4qWLdnzwZMRP/stKItOYqRF2dOQbLz0j29mPHhV7wPOPLxjy1d89pmnFRYWTpp8XzKZfP2N8rt/cf/En05Ys6ayV0mPoqKirl06f/iPf4QQrrpiZPT6+QsWrX7/gxBC6Z9n9Srpsa66euV7q6KnLv/GpatWrX7s8c1ngh580EEHH3RQp04dP/744+iRmpraaLG9SnpUVlYOHHDCHx57fOzV331qzrPLlq/o0/u4p+Y827PHEdESjj6ypEuXzlFu/fW11w/pcnDHwsKFL78SLeroI0tOH/zVu39xfwihfPmKjoUdunbpPGvOM36TAKCVj1F24D9jp4YvUheE7Mrx6+XfDCFsfPA3oSERHf3Hhpy7U0uIGqNh+adfdRNysqOhpMaqqujEtqwunXNPHxxCSL7992isI/vYo1th7xVtFWOp3GomqA4rWX/5FcmKitxBA3b8ipT1l1/x0UmnrD1jSJSd7Sbc3Oypa20Hn9Jpdmm7CTe32b9445Rp6y68tPKwkqgwmxXt/5zjj8sqLsqKxzdOmbYjpw7u+d/MTrNL2906fs9PNNfsb1T+taP3e/E557y1KHtueva91yu2OqXywHa5t516SKus+IrvX1tdXR193bVL55/c+qPCwg4DTuz/uxmPXTXm+pWrVg897+wQwl/K5pYvXxFCuOOnP35v1fsvLVw0b/6Cgw488KzTT3362edTS/v3cdesq64OIZw++Kvjbhw/7sbxRx9ZUljYIXr2qF49n5rz7FVjrv/djMe+Oujks8487YknZx97zFEDTuz/3qr3ly1bMeDE/u3btTuky8GrP/gwhDDiG5euq14fQvjfJ57qc/xxpw/+6oOfjCaFEM447dSOhR1CCE/NevrUrw469auDnprzrDkYAKB1JSsqtjrk3cbhbzRUsmHM9emX4+/ccWO/PtFF+XWlT0TXCO3sf79vekpexpQG6bOcRbMa1EfzsA0aED4ZJ2n42xv1Ly7IWE5oMrVAsxOmNdWwfKv/cr2dE/Cy4vGCcWP3e/WlwukPbme9sfOHZpRebNiQaPuz4vHtTIucXdIz71uXdZr1+H6vvhSNS9T8/O7mI7Z8WVRfyQ8/TK5anTvghJA2/cPnRO6gAZ1eeHrX56TeTQf0XTp3euKxvFEj/Luxvb/p23pi1tvr7lv8z4wHn/5GSU5Wm1ZZ8a9+eVf58hVHfPnLDQ31F190fiwWCyEUFnZ4+KH/Wf3++50PPjg7O+usM09bU1EZQhh79XdDCDff9IOly5aP/+ENXQ/pEkKIrq4pLOzQs0f3WCw2/oc35OflxeP79zn+KyGEeHz/EELPHt0LCzvEYrFf/fKule+tOvCAeCwWKyoqGnv1dwsLOww558wh55xZ+dFH/foeH4vFevboXrdp01lnnpadnXXzTT+ora3t2rVLtK4DDojX1dUVFnaInh07+qq6urr948UlPY4IIewfL25oqM/Ojvl9AoDWLJ8PP0yd27blwD1/y39iLxg3Nrqkp25mafXXL+/0xGMZxdK4du1WfTKv+WtF8kYMr5k4KZoCO3bZ8J3byK2vNfr0Y6/jjwthWnS5S3Q+W3b37iGEhpcXR4NXLZzPIBrYybiMp9mRqPb33JkRMzuu/e23Rdu59syh0SmCzd4+aKsNKy7KH/29momT6svmJSurmo4sbXpydtSQH510SurButInPnXJe0zeqBHtxt/0GZ7Vtt1frOx2t47PPuzQ1PTrZP4GNvvompqGi/6Q+dfjf4Yc3rVjax7Zl/Q4Ijs7KxaLlaT9V43s7Kyuh3TJzs6KXjDw5BOj/40K54R+faIOCSFED8Zisahwuh7SJfoiHt8/+iL6Ogqq6AXR19nZWdF7o1eW9Dgiejwe379L54OjjSks7HDggQek1tX7uGNjsVhqUwsLO0RvTH2Q1FoAgFY5vgwh1P5qyxU79S8vDiFk9ypJP1zOOrRbCKH9XXdkxeOJpeXps0jn9O0dtp67rGHhos33PMnPPDcplTo7daJXCKGxpjbayOxeJTuYK+mzGuSefFJ0wJrdqyR1C6CWH/5G5zttuRqnIRFdJLM7RgOi66A2/Og/mnmuIZExRhfN4pAVj2d1bOaKiWg674JxY9vfc2f0J4Sw6fE/f05+JwvGjW136/jPafOk/uJ867JoakGa+ZvRzK9osvFrjyzLePCiXkUX9yraY5u1qmL9QUXtcrKz/IQAYN/WsPzN9MvlszsfnNOvT2zIuRunTNs4ZVr9iwsKbhy38YGpUSfkDb+k2QP9wulTo+tM2p59RnQCUu6J/UMIiaXltXdNbnv2GYn3P4gmxc6Kx5uGTVZxUcG4sYk338offdWOb3PynXejK1tCk1kQMj5UCKHtmadvnsQ57TKb1CxwsXPPqllaHprMZxBCqG9yCXH6EE3Gs9Heyxt+ycfjf7xhzPX1c55pe+Gwmp9O3DyR9M5cs7T99aZ/rmg/J8qXZZz6lfzww49OOiU2bEhO395tOnVqeOXVqGHyRgyP4iFZWbVhzHXRTVSTlVXRRuaP/l4qLeoemVFfNi+15Nq7JueefNJnMviTGlfcCw7u+/Xp+OjD6y681L8tn549zV7Sc/+5m/9aXj/rnQf+uib92Tb1m6YO2v/CQT1a9E9eIlm25L3nX31vxaqqF17bPFdBvFPBSUd17tPzoNP6HNol3iGjiwZe/dC2ljbwmC5FhfkZb3x52QcXjf9j+ssWPzCyqDDzv/ec/YPflb9bmfp26g/PO/X4bhmvyVhUvFPBwvu/5ZcJAHZBYml5dHbZ5mPrYUPa9+uT069PwbixNRMnJZaWr7/8iuip3EED8r7Z/Blo2SU92024+ePxP64ePrLTC0+3KcjPLukZLSH6szkz4vGOs0ubXcJOHdRmbHPTs8UyXhBC2O/F59oUdI4iLbtXSWJpeXqApaYxaDqfQd3M0mggqNn8yHg22nt53xze8PLi6KnUswXjxu5UMGx/vVuOAwvy80aN2DhlWu3k+5q97ihjObmDBuRd+e3o69q7f1FfNm/T82VtB58S3TIob9SI9OGUtmeeXl82b9OTs/NLejYsXFQzcVLWtOn7LSjbw0MuuYMG5I/+3t50fN+vT/t77sz4DaRNY2Nj+vez3l7X9PS21688Jjq97fdLq5rOZ93xr69mb9r0wi8uyyiTHbeqYv13bn8iPTaaunXUoG+ccVRq/Gf72ZNu5DnH/mD4CQWx3IZEsvvX70t/qmnS1NTVH3nZrzLefsvIgRnLnDTj5Z8/siD17XWX9B97UV+/TACwU5KrVkenrm0VMJ0PTh2dJ8qXNZQvr5/zTE7f3rkn9s/u3j11vNtYU7tp1pzcvr3TTy2LBljSH2ysqa2f/1L9X8qyDzu07emD018cLSF9dVsdrD/2eLMH+hnbnNu3d9ZBB6UfhUeLbbrA1GhPCKFh4aLE6vfTV516V/rLmt0/qa2KFrL9vVc/f0HDy4tzTx+cU9IjfSgmWnLG3tv+zyW13ujZrbazsqq+bG7zu6uyqr5sbsMrrzZWVrW9cFjuiSdsNftZQ6J28r1RcEYfJ2OTorenPtTGXz/Uduh5O3UW4s6qe+zxjFrIisf3fGi1itq7JqeCf0sV79iUGPt+9qypaTj8F5nTZfzPkMOj09tWrqs7+v7XMp5t99ZbsarKEEK8U8GL947Y2dPSGhLJn0ybN/XPS3bkxfFOBQ/936ElXYt3KntCCAOP6fKb8V8LIXxzwp9SQ0nNJk3TEaFmR3IyRoRmTLigb88v+X8vAIC9WtPs2e/F51o4ycRnKJpwQvZsLtgtBbLdS3oako2n/Tbzzr5tKyuj5gkhVKytuX7y0zu7+t/O/tsONk+0iqcW/H0XPuQLr62a+cKKEMK3h3wl/fHSFzPvSjT3tdVNV1pVvdUpfzV19RkDU8d1P9A/EwAA+5h2E27ee5snhFA45T4/xGay5475H2znkp4rn/j7Pz6uT382np/T7p2tIuRPc1dEdbGDVlWsv2VKMzffLelWfOuoQbeOGvS1k7eat37gMV22cy7ZC7+4LPoz9YfnDTymS8az/zltbgjhhCMP3n7S/Pmlt5ouuWzJqvRv33hnq0ubRp5zrKkXAAD2Mdm9SrZ1Ldlec6DfpXN0ryRCakqD+as33DY38/TQxy7uEd2l5/dLq2YszbwF2J/+rec/T95v5H/9b/qDY++e3afnQTtykU9DIvmd2zNvqDzwmC7XXtIvdcLY5Wcf89OrTrny9j+/8NqqeKeCX980ZDsLTK20S7zDqcd3K19ZefYNv0svnIZEsiCWW9KtOH2s5q9v/TN1eU/TYZzI04veGTZwS4BljAidN+DLfo0AAPYx7X/yH61/SU9DIvnhh9GlU41r1za8vLhNcVHO8ceFENoUdsj5yrGtfuVS/ujvbZw2ffPU7bJnTU3DZTMzRznuOK3rUfH8EMLKdXVNpzGInj0q3m3kOcdmnKV2wY/+sCMX+bz65j8yGuPWUYMuP/uYjJcVxHJ/M/5rDz752tAB3XdqUKWka3FG4XxY9XGXeIevn3Zk+hDTkrcqUtmTMYyzJfDmrrh77Bmpb38z6/X0Z53hBgCwj8kdNKAVZ8purKmte2TGpllzonnYm5iW+iorHm879JzYkHNbbe052QU3/9CsbiGErIZk47dL3844ge3UboVX9j4gbOOSnlO7FY46Lh59/aMRAzLOKNvBi3z+9vetGqOkW/E3zjhqWy++/Oxjms40/alOOrKZczGHDuie/m36WW3pwzgZ59etqlgffVFVXVuxtib9Zc5wAwDYxxRcd03rLKghUXvX5Kqex348/sfbaJ6tJCsqNk6Ztu7CS6uHX55ctbpVNiG6txJZd8z/4Nl3q9MfOrBd7v+7YHMbNL2k58B2uf8z5PDo5LcQQk521t1jz4h3Kkh/zZ/mrnjwyde2v+JFyz5M//Z7w3q3ej9kzFhQVJgXQigqzE/f2vJ3K2vqNn/A9GGcEWcfnZ5zqa3961v/TF/mBf/Sw+8QAMC+JLtXSasMtiTKl33Uf1DGLNI7qL5s3kcnnVJ71+SWb0abgnxX+IQQciqWLC9a+Eb6Q4UdC9pmbT7ZbN3CJUVLt7rmp0PH/IJvH5n+SF5+rOrY46pqG9IfrCrcfGLiynV1Y5569w8XHZEqpVQapX/bOd6+dT/Ys6+8mz4sE0IoiOVGX3zzzKPT77rzxjtr+vb8UsYwzpGH7n9Gv8NSs12nLu95/tX30peZMUdC62qsqa3qeazfUQCAdMXvrdity88bfknLF7LpmedSd9rdZTUTJyXefKv9XXe08Cqj2GXDd62+9qns+e8r/uX5xe+kH/FXrqu5fvLT0dUsvxp31lk3/C792ap1tVfe/ufoNjiRr//xzYqtm+fUboVjTjw4hNCQbLz0j2++XlF7x/wPbhywvUI4qCgze66ZNDsjjUIIXzv5iPTLbNKlJpFbu2Hj/3v6jYwLh9JPWjur/2Hp2TP3tdV9e34pfRinpFtxQSw3PWlSl/ekjyANPKZLKqV2hzYF+bv7bzUAABnaDj3v89A8kbqZpcmqqsJpU1pSPlnFRbmDBnzBf6xZOdlZf/zJv2Y8+qe5K5595d0QQlFh/r3jzsp49oXXVqXOYbt/8T8zzpELIaTOgrvp2feiSbFvm/v+/NUb0l9T0q04/duMc952wdi7Z0d/bplS1nRCtn8ffmLq6+6d90t/Krq8J30Y5+unHdn0ZeUrKzNGhDLuAgQAwN4uu1dJC6dTS65a3VrNE6kvm1c7+d4WLiTvOyO/6NkTQugS73DrqEEZT4z8r/+N7mnTt+eXrrukf8azt0wpW1WxfuW6uhueXpnx1Ix/PWL/gpwQwvzVG+5bvGUI5bKZb9XUJ1PfZsw38M6H63bfh7zukv7pc2rnZGeNPGfLyWPR5T3pwzjROE9Odlb65T0vvfF+xoU9X/nyAf5pAADYl7T0DLeGxLqvXdzqW1UzcdKmZ55ryRJyvvJFv3Ri8ywCl599TNNbfA6f8KeGRDKEcPUFvTMGZ0IIF/zoD6f9ZmnGgxf1Kjrz8I4hhJr6ZMak2P/4uP4/nt9y38/jjthq3uefP7Ig486hrSLeqWDqD89repPTjJvtzF641Wl+qXGeM/odlvaav6ePCJV0K96FyeUAAPg8yz2xf0veXlf6xG66Sc7HN9wUGhK7ftBfXJTd/Qt9t8ktk6fd/+/nZEzIVv5u5U+mzQsh5GRnTU+7mCdSsbZmw2tbzW19YLvc+8/d3Alf/+ObGVPAhRBG992SOoOOzaysaybNjiorcvfYM9555PvvPPL9XfhUXzv5iOsu6T/pmjP+cs83UrflSXfkofunf/uf0+amvzc1p1z65T0vvLYq/Q5F0YlwAADsM9oUdsgu6bnr729I1Pz4v3bTtiUrKupKn2jJEmIXXSB7QgihIJbb9DKeqX9e8vKyD0IIRYX5U3+YeXVXrKoqd+3a1LePXdwjuqTn90urmr3gp2vHWOrbosL89DPNoq4YcuPvU3fICSGUr6ycNOPlHfwkUSNFf+4ee8bYi/oOG3jEtqYcKIjlpo9upQ/1nNbn0NTXGZf3pMu4/w8AAHu7toNPacnbNz1ftpuGeiItbKqsLp1lz2Z9e34pI0VCCN+b+FR0+tmpx3fLuIlnCKHDiuVt6utDCHec1vWoeH4IYeW6um+Xvp3xsot6FV3cK/PisB+NGNB0fGng1Q/1u/LX10ya3e/KX599w+/Sp1xrXduakCB9GCrj8p4UZ7gBAJBh4wNTd+vykxUVrXUP0y969kQpknEZT8XammsmzY6+vnP0aRmhEkLosKz8lEPajzouHj6ZsTrjBQe2y5181qFN152TnfXQ/x3a9PGKtTV/mrsi4647ra7ZCQninQoyeib98p4UZ7gBAJCusaa2vmze7l5L/cuL7erWyZ6c7KwH/v3cjAdTM1bnZGf1P/ekzLfU1h65/p8ZM1ane+ziHgW5Wc2uvqRr8ZN3/FvTlGr+xd2Kv39B79b65EWF+U3naRhyUuapa83ekHS33qUUAIC9TuJvb+yBtdTPecaubp3sCSF0iXeYdE3mLUFvmVJWvrJy/uoND61Yv+HwwzOefXj26y8v+yBjxupI6uS3bcZM1+IX7x3R9OS6jOCZMeGCJ3/2byVdi1vxwzcdtMmY4S3avIxH4p0KWnczAADY67Nn9ft7YC0Ny9+0q3dNTrOPDht4xO+fXfrCa6vSHxw+4U/Vx34lhLCpeP/6NWtyq7eatOC7dzy17uijM5ZzarfC6OS3T9mI7KxbRg4c86993v5g7d/+vmbRsg9f/Nvqk47q3KfnQZ3a5/XpeVD6XXciBbGcphca7azT+hyacZvUjBneIreOGpT+svQ5DwAAYM/F1dJyO2HXtGlsbGz2iZq6+q+O+W3GBTZ1RUUff7l7CCEkEp2WLMlq2GqK6vrCwvU9S1LfHtgu98VvHRXduhQAAPZhG0ZfVzezdA+sqPi9Ffb2Lsja1hPNzmcdq6pqW7kmhBCys9f3zJzUPLe6OvaPf6S+/cXZh2oeAADg85s9YRvzWbd/++2suroQwn8PLbnuksy72LZb+W52TU0I4areB5x5eEf7FwCAL4Ls7l+2E/bW7Akh/GjEgB6HZN5vp/2K5dGM1Vdf0HtAk9vadFi27MiitredeoidCwDAF+Wo+tBudsLn2Tav7UlZs6HurX9uyHiw18EdC/NyQgjra+vf+KA649kvH9B+//YxOxcAgC+ITc88t/7yK3b3WrJ7lXSa9bi9vQs+/dqb/dvHttMwHfJzTzjcbM4AAHyxj6p7HLFH1tLdrt41WXYBAAC0UJuioj2wltzTB9vVsgcAAD6j7CnIzx00YLdnT9/edrXsAQCAz0zed0bu3gP3eDyrS2f7WfYAAMCu2/TMcy15e+6JJ+zWzSu4+YcteXty1WrZAwAAX3SN1esT5ct2+e1tCvJjw4bsrqP2eDw25NyWLKFuxh9lDwAAEOrnL2jJ29vdfltWPL47Niz/mu+FnOxdfnuysirx5luyBwAACBunP9KSt7cpyC+cPrXVtyp30IC8b13WkiU0/HXJF/wnK3sAAGCzxNLyxpraliwhu6Rnuwk3t+bxejxeOG1KS3Pugalf8J+s7AEAgC3qHpnRwiXkfeuy1iqf3EEDOs4ubcnpbSGEZGVVfdk82QMAAGxWe/e9oSHR8vLp+OjDLbzOJ2/UiMJpU7KKW3oj1LqHpvuxyh4AANgiWVFRV/pEy5eT069Px9mlu3YP0+xeJR0ffbjdreNbOM4TQmisqa2ZOMmPNccuAACAdLW/vD92/tCWLyeruHhKmSYAACAASURBVKhw+oONNbX181/a+MDUTz3TLCsebzv0nNiQc3P69Wmtz9Lyc/ZkDwAA7IMSS8sbFi5qrfZoU5DfdvApbQef0lhT21hVFUKof3lxCKHhlVdzjj9u82sKO+R85diWn8+WobGmtvbue/1AZQ8AADRj/XfH7LegrOXnmGX0T5uCziGEWJfOIYRWGVDavpr/viNZUeGnGVzbAwAATSUrKj6ecNte/RES5cs2TpnmRyl7AABgmzZOmZZctXpv3fqGRPXwkX6IsgcAAD5F9airWj6Z9Wdiw7U3OL1N9gAAwKdLLC2vHjFqryuf2rsm180s9eOTPQAAsEPqy+ZVjxi1F21w3WOPu1GP7AEAgJ0un9q7Ju8Vm9qwcNGGMdf7kckeAADYaTUTJ1UPv/xzfrZb7V2T1114qR+W7AEAgF1UXzZv7bnnJyurPo8b15D4+JYJzm2TPQAA0FKJpeXrzhjSsHDR52qrkpVV1SNGuUWP7AEAgFZqjIqKdRdeumH0dZ+TYZ+6xx7/6LgT6svm+dHIHgAAaNXYmFn60XEn1D32+Gd4tU+ysqp6+OUmMJA9AACwG20Yc/1H/Qft+fhJrlq9YfR1BnlkDwAA7JECqajYMOb6ysNKau+a3FhTu3tX1pBoWLho7ZlDPzrpFHcj3Vk5dgEAALRQzcRJNRMnxYYNaXvhsJyvHJtVXNSKC0+UL9v05OyN06YnKyrsatkDAACfpbqZpdE4TFY83nboObEh5+b067Nri0pWVtWXza2f84yBnVbRprGx0V4AAAD2Ya7tAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPXYBAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAEAIIbTJ/fZf7AUAPtWmB/7FTgBgb82exsZGewEAANiHOckNAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED22AUAAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAMDnQ5vcb//FXgAA4Atr0wP/Yifs84z2AAAA+7g2jY2N9gIAALAPM9oDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB77AIAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAge+wCAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AGA/9/e/cZmcR8GHD/bDzY2fwJGntxCFyo1CVSyt6RpUwJpI/LUEsGIrN1Q/dCBGnVZVGESYqndugYX0zmiqpMSu2qmRmmhtZm6tAvFwESeNE3ByZKSJrUrkT/VRkSyerGAFbCN7cd+9uKJXJrkOd9j7Aabz0d+YfvuuTv/fC+er+653wGA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZYwgAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7DEEAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAADZAwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AAIDsAQAAkD0AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAANkDAAAgewAAAGQPAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAED2AAAAyB4AAED2AAAAyB4AAADZAwAAIHsAAABkDwAAgOwBAACQPQAAgOwBAACQPQAAALIHAABA9gAAAMgeAAAA2QMAACB7AAAAZA8AACB7AAAAZA8AAIDsAQAAkD0AAACyBwAAQPYAAADIHgAAQPYAAADIHgAAANkDAAAgewAAAGQPAACA7AEAAJA9AAAAsgcAAJA9AAAAsgcAAED2AAAAyB4AAADZAwAAIHsAAABkDwAAIHsAAABkDwAAgOwBAACQPQAAALIHAABA9gAAAMgeAABA9gAAAMgeAAAA2QMAACB7AAB4zyQSibws2tract3ayQ9cFfJ1JrEx9cvns744NTz4s5+fSWwM38jo6m1tbeM78q6urrzsEonE29YPWfn48eNRhiVkC+96qNn+KZ/61KdSqVRO/5Genp73ve99Ef9S2QMAAON9f1lWVlJ31/wXn53btiv20Y9kXS9WULjy5rltu0pf7iypuyu/rGwyDqanp6eqqirb0srKyt27d1+yI5lMJhsbG6Ovn0qlEolEd3e3k1D2AAAwiUrq7pr/3OHiuzflLyiN+JK8kuLiuzfNf+7w7Ob7J/ZgwjOgvLw8mUzGYrFLeTzr6+sPHDgQceUNGzYkk0knoewBAGDS3laWlc17vL347k1BrGA8r48VFN22Zv4zP5/Ayz7hGfDoo4+WTc4lpom1evXqrq6uMVdraGjYs2eP81D2AAAwWQqWLpl35ImCJddc7HvTRQuveLx9QsqnpaUlJAOam5uXL18+VYa3qqqqp6cnZIWOjo76+nrnoewBAGDS3lCWlc3dsyuvpHhitrag9IrH2y9yIx0dHbW1tdmW1tTUbNq0aQqNcHd3dzwezza9QU9Pz4oVK5yHsgcAgEk051+ao9/JE7F85uz67rhfHp4B8Xj8Up7GIJvOzs5Vq1a98/e9vb2VlZVOwjHFDAEAAOM28/YNYdO1BUGQGh78xeH0mbNDyZ9lfjEjvjJv7pzCT9wUchdQ4cqbC5YuGT72Uq7Hk0qlQjKgvLy8ra3tEp/GIJtkMtnQ0LB169YL/9jbbrvN1G2yBwCASc6emnUhSwce29fXcN/IH9+XMrC3PQiCgqVL5j7yUP6ihdleO/ufv/b7T3821+ZZtWpVSAYcOnRoSkxjkE19ff0tt9wyeldSXV2dqdsi8iE3AADGqWDpkpBpDHrrt5+rvWcky734w8deOr3s5pDnmcY++pFc5zZobGwMyYDW1taKioqpPuYrVqzIPDW1paXlwQcfdBLKHgAAJtfMRNZLPSOvv3H+kbFvoTn797Xpvv6s29+QiH4wBw4cCJnNbPPmzYlEYnoM+7Jly9ra2kLmbED2AAAwcdnzuawhceb2O6NsYaSnp2/HN7MtLfrrv4p4JF1dXatXr862NB6PNzU1TZth7+7uXr9+vdNP9gAA8CeRfU6C6LMRDO47mPWtavY7fy707uu6BgAACkFJREFU7LPPVlVVZVs6pacxKC8vn9T1ZQ8AAIzTyMlTOazc0xOkhi9mdw8++GDINAaPPvro1J3G4NChQ9FXnmYXtWQPAACXtv7+3DJpMqdgfuKJJ6buQFZUVLS2tkZZs7y8/ODBg0492QMAwKX6lnQyP5pVX1/f1tY2dQcnkUhs3rx5zNU6Ozun6Af5ZA8AANM/Y2bcdGPIPUJRbN68OfyelvXr13d1dV3833X27Nkx10mlUhM+nk1NTfF4PGSFI0eOTOnnEckeAACmoFhB9EfuFFbFL3JvN9xwwzPPPBO+TlVVVU+WJwi9TU1NTbZFTz311JgvP3bsWMjS8T04KBaLtbW1ZUu7bdu2jT7AFNkDAMAEG/zZz7MtmvXNxqjZE1+ZbdH57/8g4kYWL1585MiRkBW6u7vj8fhFXorZu3fvmOuEp9GcOXPGt+uysrJ3nd6gpqZm69atTkXZAwDAZDn/8PeyxszKm2fcdOOYWyipuytklurzbT+KfjDLly/ftm1byAqdnZ0bNmwYczvV1dXZFiWTyYaGhpDXdnV1hT9FdNGiReMe7XdOb1BZWbl7927noewBAGASDR1+Ot2XddK2OQ8/VLS2Orx5iu/elG3p8EsvR3/4T8bWrVvD74HZs2dPS0tL+EbmzZsXsrS+vj5b+fT09IQ8PigIgng8fpGzDlw4vUF5eXkymbykpjFIp9OX5mrpdFr2AAAwfoOHktkW5ZUUz255YM6u7xYsXXLh7wuWLimpu2vOru+GNE8QBIP/8fg4jufgwYOVlZUhK9TW1nZ0dISsUFVVFT5BQqZ8Ojo6ent7M7/p7e3t6uqKx+PdoTNxb9my5eIHfHR6gyn9PKI/PZPcAQAQBEGwY8eO9vb2KGvu3Llz9A13X8N9hVXxvJLibCsXrry5cOXNQeYZpv39+eXlUeZtGzl56vzu8cw6HYvFkslkZWVlSIGsWLHizTffzNYMsVisqalp/fr14eVTX18fBEE8Hv/Nb37THe25Q5/85Ccn4O17LHbw4MHTp09rHtkDAEDOOjs7Ozs7o6zZ2Ng4+p57pKfn7BfunNu2a8xX5S8ojXooqeEzNRtHok289k6Zu//Dr/lUVlaeOHEi2yfE1q1bV1dXFyVmkslkxKM6cuTIrFmzJuYdfCymeXLlQ24AAFyUocNPR59yLYre7Y253tXzNhUVFfv37w9Zobu7e9WqVdkmdovFYocOHSqfuIeotra2mmNa9gAAMLX13tswMeWTGu7/Vsv5RyZgdrJbb701fGK3ZDLZ2NgYEk6dnZ0TUj7btm1LJBJOEtkDAMB0KJ9zm7YEqeFxb2Hk5KkzG27va9o5UYf0la98JXxit/r6+gMHDmRbWlZWdvHls3nzZs/VkT0AAEwfA3vbT3/sptQvn881ftJ9/QOP7Tv9lzcMHX56Ao8nc/d/eLesXr36+PHjIeVz4sSJ5ubmcey9vLy8tbW1qanJiSF7AACYVkZ6en7/6c+e/OCS3vrtY/dPajj1y+fPJDaeuqbyXO09k3E8sVhszCs2y5Yt68k+fUIsFtu0adO5c+e2bdsWPk3CqHg8vn///hMnTiQSiUvquTqXs7yIjwECAGAa6OjoeO211y5yI2vXrs1MSjbw2L4xVy6qvvXdZ6xODQ+0Hxj75betyXxz/Pjxp59+92tBN9544+LFi0M20tXV1dXVFbJCRUVFRUVFlL+9t7f3xRdfzIzh6Hzf1dXVQRDMmzfvwx/+cFlZWa4ztoX8U3K9KShklK688srJnlYhnU7n5eVdgqul02nZAwAATPPs8SE3AABgmpM9AADANOcWKwCAy8jIyVNBf79xuBwVF+cvKJU9AABMf3312wf2thuHy1DR2urZLQ9ctn++D7kBAACyBwAAYCrzITcAgMvXrOamzDfpk6dSL/x68NAT0e/8iV1/XdHG9aM/9tbWjfmS/EULi798T++XvprZS+bHvvqvp0+dDoIgKCiY9a1vjC6NeORBEPxhC6HySueXbPtqlON8u4KC2LV/UbyldsZNy/uadg78oC3K7i7caeb7oeSTg9E+YVi08XOx66/NfJ86+sLArh/m9N+MvqPLh6s9AACXr6K1awZ/8tP+HfcPth8sWveZeYeTeaXzo76PXPj+/NLS/h33Z76ivGTkd90zln28sOqWzI/FX76naO2aor9964mcMz6xouDqqyJ21+iR9++4P/37M5EKpKSkaO2acYzS3AP/Pvuh5qHnjp6rvWfGx66f/+KzhWuro2ZPSUnmUPNLS2c33x+7/rpoSXnt6NgO7tsf/b85/Nv/GtjVWnLvPxZcc7XTW/YAAPCW4Vd/O/L6G6mjvzq7/vNBEIxemoiUMadOjbz+RuYr2s6G+7bfN/OLdwRBEBQXF61d03tvQ0ndXUFBQRAExf9Q1/dPX8v1yEdefyMYHp688Yldf13+ggX/d8Mnzu/89uDe9rPrP997b8Nbf0Iuh3p2wxdG3uwprF6V69hGv7IUBMHI8ddSR381/PIrBUtkj+wBAODd9Dd/J6frITOWfXxWc1PmK+JLBg89EVu6pOCaq2fecfvQ4Y6BXT/MxEDBNVfnL1iQeuHX0fc+a8fXM7uOfoVqHIq31PZtv+/Cshr40Y9jS5dEvG6TUfiZ22Z96xv5f1Z2/uHv5zq2RRs/F31HM794x5zW7xVcc3Xq+Recz3+Ur4YAAICMvHlX5LT+yMmTQ8knc0yr/r6mnUU1f1NYfeu5O2szrTXzi3cMv/Jqf/N3crpuM/Tc0ZHjrwVBkO4/P3ljMvzqb/MXX/lHo1Q8MwiCke7/zWk7A7taI96D9LaxHXnjf3I42ldezS8tHX75lZHfdTufZQ8AAO9QUFBSd9fA3n05vckex63zgz9+bN7TT4682ZO5tjPwox/P2r41tnRJ75e+mut2on647iIM7Pm3Kx5vP9/y0GiSFa5ZnTr2Uk67Hsehjm9sh5JPDrYfnLP74Zmb7jy/89tOatkDAEAQBEHBVR8quOpD+X/+gaLEutSxl3rv/lL01+aXluYvWpj5Pvrb+pHX3xg63DH03NG3QqK/f2DvvvTJU9EnkRs98rc2mMtr/3DAv+uOcnFp+OVXUsdeKv3vY+cf2ZV64ddF6z4z46blZzf+3WT/X8Y3tkEQBMPD/Q80z/3Jv6Y6nkkd/ZUzPCMvnU4bBQCAy8S5TVsGLriGcOGMZOkzZ4eefCqH9+WLFsY+cu3ojzldmshftPDCVslftDDd15fTvfsXHnnq+RcihUFx8egkckEQ5Dpbd2H1qrwFpYM/+enQfz6XQ6EVFxdW3ZLTvjK7y1/4/lzHtnBt9ehQxK6/Lm/OnKFfHBlNu6K11bNbHpjUsyudTufl5V2Cq6XTadkDAHD5Zg+Xj8s8e8zkBgAATHOyBwAAmOZ8yA0AAJgAPuQGAADwnpE9AACA7AEAAJA9AAAAsgcAAOC9YSY3AABgmnO1BwAAkD0AAACyBwAAQPYAAAC8N2KGAAAAGENe3hQ++Jqa/we/tI2PBky72gAAAABJRU5ErkJggg=="/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">42</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">4.<span class="ff4"> <span class="_ _a"> </span></span>Ład korporacyjny Lokum Deweloper<span class="_ _3"></span> S.A. </div><div class="t m0 xc h13 y54 ff1 fs3 fc3 sc0 ls0 ws0">4.1.<span class="ff5"> <span class="_ _b"> </span></span>Zbiór zasad ładu korpo<span class="_ _0"></span>racyjnego, któremu podlega emitent </div><div class="t m0 xc h2 y4ef ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1b"></span>w <span class="_ _1b"></span>okresie <span class="_ _1b"></span>objętym <span class="_ _1b"></span>spraw<span class="_ _0"></span>ozdaniem <span class="_ _1b"></span>stosowała <span class="_ _1b"></span>za<span class="_ _0"></span>sady <span class="_ _1b"></span>ładu <span class="_ _1a"></span>korpo<span class="_ _0"></span>racyjnego <span class="_ _1b"></span>dla <span class="_ _1b"></span>spółek <span class="_ _1b"></span>notow<span class="_ _0"></span>anych <span class="_ _1b"></span>na <span class="_ _1b"></span>rynku <span class="_ _1a"></span>re<span class="_ _0"></span>gulowanym <span class="_ _1b"></span>Giełdy </div><div class="t m0 xc h2 y4f0 ff1 fs0 fc0 sc0 ls0 ws0">zawartych w dokumencie <span class="_ _3"></span>„Dobre Praktyki S<span class="_ _3"></span>półek Notowanych na GPW <span class="_ _3"></span>2021”, przyjęty p<span class="_ _3"></span>rzez Radę GPW uchwałą z <span class="_ _3"></span>dnia 29 <span class="_ _3"></span>marca 2021 <span class="_ _3"></span>roku, </div><div class="t m0 xc h2 y4f1 ff1 fs0 fc0 sc0 ls0 ws0">który jest dostępny publicznie pod adresem: </div><div class="t m0 xc h2 y4f2 ff1 fs0 fc6 sc0 ls0 ws0">https://www.gpw.pl/pub/GPW/pdf/Uch_13_1834_2021_DPSN2021.<span class="_ _0"></span>pdf<span class="fc0"> </span></div><div class="t m0 xc h2 y2c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">Informacja <span class="_ _0"></span>na <span class="_ _14"></span>temat <span class="_ _0"></span>stanu <span class="_ _0"></span>stosowania <span class="_ _0"></span>przez <span class="_ _14"></span>Spółkę <span class="_ _0"></span>od <span class="_ _0"></span>dnia <span class="_ _0"></span>1 <span class="_ _14"></span>lipca 202<span class="_ _0"></span>1 <span class="_ _0"></span>roku <span class="_ _0"></span>Dobrych <span class="_ _14"></span>Praktyk <span class="_ _0"></span>Spółek <span class="_ _0"></span>Notowanych <span class="_ _14"></span>na GPW <span class="_ _14"></span>2021 <span class="_ _0"></span>znajduje </div><div class="t m0 xc h2 y8b ff1 fs0 fc0 sc0 ls0 ws0">się na stronie internetowej spółki: </div><div class="t m0 xc h2 y4f3 ff1 fs0 fc6 sc0 ls0 ws0">https://inwestor.lokum-deweloper.pl/sites/inwestor.lokum-<span class="_ _0"></span>deweloper.pl/files/pl_gpw_dobre_praktyki_lokum_deweloper_2.pdf<span class="_ _0"></span><span class="fc0"> </span></div><div class="t m0 xc h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0">W roku <span class="_ _7"></span>2023 Lokum Deweloper <span class="_ _7"></span>S<span class="_ _0"></span>.A. n<span class="_ _3"></span>ie stosowała <span class="_ _3"></span>jedenastu <span class="_ _3"></span>zasad Dobrych <span class="_ _3"></span>Praktyk <span class="_ _3"></span>2021, tj. <span class="_ _3"></span>1.2, <span class="_ _3"></span>1.4.2., 2.1., 2.2.,2.11.6., 3.4., <span class="_ _7"></span>3.<span class="_ _0"></span>5., 3.<span class="_ _3"></span>6., 4.1., </div><div class="t m0 xc h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">4.3., 6.4. Natomiast Spółki nie dotyczą następujące zasady Dobryc<span class="_ _0"></span>h Praktyk 2021: 3.2., 3.7., 3.10.  </div><div class="t m0 xc h2 y4f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y28a ff1 fs0 fc0 sc0 ls0 ws0">W odniesieniu do zasady 1.5 Dobrych Praktyk 2021, Spółka w okresie objętym sprawozdaniem poniosł<span class="_ _0"></span>a wydatki wykraczające poza profil jej </div><div class="t m0 xc h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0">podstawowej działalności, polegające na wspieraniu kultury, sport<span class="_ _0"></span>u, instytucji charytatywnych, organizac<span class="_ _0"></span>ji społecznych. </div><div class="t m0 xc h13 y2d7 ff1 fs3 fc3 sc0 ls0 ws0">4.2.<span class="ff5"> <span class="_ _b"> </span></span>Odstąpienia od postanowień zbi<span class="_ _0"></span>oru zasad ładu korporacy<span class="_ _0"></span>jnego </div><div class="t m0 xc h2 y56a ff1 fs0 fc0 sc0 ls0 ws0">W dotychc<span class="_ _0"></span>zasowym <span class="_ _0"></span>funkcjonowaniu Spółki ni<span class="_ _0"></span>e znalazły <span class="_ _0"></span>zastosowania <span class="_ _0"></span>wszystkie <span class="_ _0"></span>zasady ład<span class="_ _0"></span>u korpor<span class="_ _0"></span>acyjnego w<span class="_ _0"></span>ynikające z „Do<span class="_ _0"></span>brych <span class="_ _0"></span>Praktyk </div><div class="t m0 xc h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">Spółek <span class="_ _1a"></span>Notow<span class="_ _0"></span>anych <span class="_ _1a"></span>na <span class="_ _1b"></span>GPW <span class="_ _1b"></span>2021”. <span class="_ _1b"></span>Poniżej <span class="_ _1b"></span>zaprezentowane <span class="_ _1b"></span>są <span class="_ _1b"></span>postanowienia <span class="_ _1a"></span>ze <span class="_ _1b"></span>zbior<span class="_ _0"></span>u <span class="_ _1a"></span>za<span class="_ _0"></span>sad <span class="_ _1a"></span>ładu <span class="_ _1b"></span>korporacyjnego, <span class="_ _1b"></span>w <span class="_ _1b"></span>zakresie <span class="_ _1b"></span>który<span class="_ _0"></span>ch </div><div class="t m0 xc h2 yc3 ff1 fs0 fc0 sc0 ls0 ws0">odstąpiono od ich stosowania wraz z uzasadnieniem. </div><div class="t m0 xc h2 y299 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y56c ff1 fs0 fc0 sc0 ls0 ws0">Od dnia 1 lipca 2021 roku Lokum Deweloper S.A. nie stosuje nastę<span class="_ _0"></span>pujących zasad/rekomendacji: </div><div class="t m0 xc h2 y56d ff1 fs0 fc0 sc0 ls0 ws0">1)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _1"> </span>cało<span class="_ _0"></span>ści <span class="_ _18"> </span>zasady <span class="_ _1"> </span>1.2. <span class="_ _18"> </span>stanowiąc<span class="_ _0"></span>ej, <span class="_ _18"> </span>że <span class="_ _1"> </span>Spółka <span class="_ _18"> </span>umożl<span class="_ _0"></span>iwia <span class="_ _18"> </span>zapoz<span class="_ _0"></span>nanie <span class="_ _18"> </span>się <span class="_ _1"> </span>z <span class="_ _18"> </span>o<span class="_ _0"></span>siągniętymi <span class="_ _1"> </span>przez <span class="_ _18"> </span>nią  wynikami <span class="_ _18"> </span>finansowymi <span class="_ _1"> </span>zawartymi </div><div class="t m0 x21 h2 y51f ff1 fs0 fc0 sc0 ls0 ws0">w raporcie okresowy<span class="_ _0"></span>m w <span class="_ _0"></span>możliwie najkrótszym <span class="_ _0"></span>czasie po<span class="_ _0"></span> zakończeniu o<span class="_ _0"></span>kresu <span class="_ _0"></span>sprawozdawczego,<span class="_ _0"></span> a <span class="_ _0"></span>jeżeli z uzasadnionych powo<span class="_ _0"></span>dów <span class="_ _0"></span>nie </div><div class="t m0 x21 h2 y1cf ff1 fs0 fc0 sc0 ls0 ws0">jest to możliwe, jak najszybciej publikuje co najmniej wst<span class="_ _0"></span>ępne szacunkowe wyniki finansowe. </div><div class="t m0 x21 h2 y56e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y56f ff1 fs0 fc0 sc0 ls0 ws0">Spółka  b<span class="_ _3"></span>iorąc  pod <span class="_ _1"> </span>uwagę  możliwości  techni<span class="_ _3"></span>czne  i <span class="_ _1"> </span>operacyjne  Spółki <span class="_ _1"> </span>umożliwia  zapoznanie <span class="_ _1"> </span>się  z <span class="_ _1"> </span>osiągniętymi  p<span class="_ _3"></span>rzez  nią <span class="_ _1"> </span>wynikami </div><div class="t m0 x21 h2 y570 ff1 fs0 fc0 sc0 ls0 ws0">finansowymi zawartymi w raporcie okresowym w moż<span class="_ _0"></span>liwie najkrótszym czasie po zakończeniu okresu sprawozdawczego. </div><div class="t m0 xc h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">2)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _1"> </span>całości <span class="_ _18"> </span>zasady <span class="_ _18"> </span>1.4.2. <span class="_ _18"> </span>stanow<span class="_ _0"></span>iącej, <span class="_ _18"> </span>że <span class="_ _18"> </span>w <span class="_ _18"> </span>celu <span class="_ _18"> </span>zap<span class="_ _0"></span>ewnienia <span class="_ _18"> </span>nal<span class="_ _0"></span>eżytej <span class="_ _18"> </span>komunikacji <span class="_ _18"> </span>z <span class="_ _18"> </span>interesariusza<span class="_ _0"></span>mi, <span class="_ _18"> </span>w <span class="_ _18"> </span>za<span class="_ _0"></span>kresie <span class="_ _18"> </span>przyjętej <span class="_ _18"> </span>strategii </div><div class="t m0 x21 h2 y571 ff1 fs0 fc0 sc0 ls0 ws0">biznesowej <span class="_ _7"></span>spółk<span class="_ _0"></span>a <span class="_ _7"></span>za<span class="_ _0"></span>mieszcza <span class="_ _3"></span>na <span class="_ _7"></span>swojej s<span class="_ _3"></span>tronie <span class="_ _7"></span>internetowej informacje <span class="_ _3"></span>na <span class="_ _7"></span>temat <span class="_ _3"></span>założeń <span class="_ _3"></span>posiadanej <span class="_ _7"></span>strategii, mie<span class="_ _3"></span>rzalnych <span class="_ _3"></span>celów, <span class="_ _3"></span>w tym<span class="_ _3"></span> </div><div class="t m0 x21 h2 y572 ff1 fs0 fc0 sc0 ls0 ws0">zwłaszcza <span class="_ _3"></span>celów <span class="_ _3"></span>długoterminowych, <span class="_ _7"></span>planowanych <span class="_ _3"></span>działań <span class="_ _3"></span>oraz <span class="_ _7"></span>postępów <span class="_ _3"></span>w <span class="_ _7"></span>jej realizacji, <span class="_ _7"></span>określonych <span class="_ _3"></span>za <span class="_ _7"></span>pomoc<span class="_ _0"></span>ą <span class="_ _7"></span>mierników,<span class="_ _0"></span> <span class="_ _7"></span>finansowych </div><div class="t m0 x21 h2 y386 ff1 fs0 fc0 sc0 ls0 ws0">i niefinansowych. I<span class="_ _0"></span>nformacje na <span class="_ _0"></span>temat strategii w<span class="_ _0"></span> obszarze <span class="_ _0"></span>ESG pow<span class="_ _0"></span>inny m.in.: przedstawiać <span class="_ _0"></span>wartość <span class="_ _0"></span>wskaźnika równo<span class="_ _0"></span>ści wynagrodzeń </div><div class="t m0 x21 h2 y573 ff1 fs0 fc0 sc0 ls0 ws0">wypłacanych <span class="_ _101"> </span>jej <span class="_ _101"> </span>pracownikom, <span class="_ _101"> </span>obl<span class="_ _3"></span>iczanego <span class="_ _101"> </span>jako <span class="_ _101"> </span>procentowa <span class="_ _101"> </span>różnica <span class="_ _101"> </span>p<span class="_ _3"></span>omiędzy <span class="_ _101"> </span>średnim <span class="_ _101"> </span>mie<span class="_ _3"></span>sięcznym <span class="_ _101"> </span>wynagrodzeniem </div><div class="t m0 x21 h2 y574 ff1 fs0 fc0 sc0 ls0 ws0">(z uwzględnieniem <span class="_ _1b"></span>pr<span class="_ _0"></span>emii, <span class="_ _18"> </span>nagród <span class="_ _18"> </span>i <span class="_ _1b"></span>innych <span class="_ _18"> </span>dodatków) <span class="_ _18"> </span>kobiet <span class="_ _18"> </span>i <span class="_ _1b"></span>mężc<span class="_ _0"></span>zyzn <span class="_ _18"> </span>za <span class="_ _1b"></span>ostat<span class="_ _0"></span>ni <span class="_ _1b"></span>ro<span class="_ _0"></span>k, <span class="_ _18"></span>oraz <span class="_ _18"></span>prze<span class="_ _3"></span>dstawiać <span class="_ _18"> </span>informacje <span class="_ _1b"></span>o<span class="_ _0"></span> <span class="_ _18"> </span>działaniach </div><div class="t m0 x21 h2 y575 ff1 fs0 fc0 sc0 ls0 ws0">podjętych <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>celu <span class="_ _1b"></span>likwidacji <span class="_ _18"></span>ewentualnych <span class="_ _1a"></span>ni<span class="_ _0"></span>erówności <span class="_ _1b"></span>w <span class="_ _1b"></span>t<span class="_ _0"></span>ym <span class="_ _1b"></span>zakresie, <span class="_ _1a"></span>wraz <span class="_ _18"> </span>z <span class="_ _1b"></span>prezentacją <span class="_ _1b"></span>ryzyk <span class="_ _18"> </span>z <span class="_ _1a"></span>tym<span class="_ _0"></span> <span class="_ _1b"></span>związanych <span class="_ _1b"></span>oraz <span class="_ _1b"></span>horyzo<span class="_ _0"></span>ntem </div><div class="t m0 x21 h2 y576 ff1 fs0 fc0 sc0 ls0 ws0">czasowym, w którym planow<span class="_ _0"></span>ane jest <span class="_ _3"></span>doprowadzenie do równości. </div><div class="t m0 x21 h2 y577 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y578 ff1 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _18"> </span>Spółki <span class="_ _18"> </span>uwzględnia <span class="_ _18"> </span>kwestie <span class="_ _18"> </span>równości <span class="_ _18"> </span>wy<span class="_ _0"></span>nagrodzeń <span class="_ _18"> </span>wypłacanych <span class="_ _18"> </span>jej <span class="_ _18"> </span>praco<span class="_ _0"></span>wnikom, <span class="_ _18"> </span>jednak <span class="_ _18"> </span>niektóre <span class="_ _18"> </span>informacje <span class="_ _18"> </span>wymienione </div><div class="t m0 x21 h2 y579 ff1 fs0 fc0 sc0 ls0 ws0">w 1.4.2. <span class="_ _1a"></span>traktuje <span class="_ _1a"></span>jako <span class="_ _1b"></span>tajemnicę <span class="_ _1a"></span>przedsiębiorstwa, <span class="_ _1b"></span>przez <span class="_ _1a"></span>co <span class="_ _1b"></span>nie <span class="_ _14"></span>umieszcza <span class="_ _1b"></span>ich <span class="_ _1a"></span>w <span class="_ _1a"></span>strategii <span class="_ _1a"></span>na <span class="_ _1b"></span>stronie <span class="_ _1a"></span>internetowej.<span class="_ _0"></span> <span class="_ _1a"></span>Wskaźnik <span class="_ _1a"></span>równości </div><div class="t m0 x21 h2 y57a ff1 fs0 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _0"></span>w<span class="_ _0"></span>ypłacanych <span class="_ _14"></span>pracownikom <span class="_ _14"></span>Spółki <span class="_ _14"></span>(kobietom <span class="_ _14"></span>i <span class="_ _0"></span>mężczy<span class="_ _0"></span>znom) <span class="_ _14"></span>nie <span class="_ _0"></span>odbiega <span class="_ _14"></span>istotnie <span class="_ _14"></span>od <span class="_ _0"></span>ró<span class="_ _0"></span>wności. <span class="_ _14"></span>Spółka <span class="_ _14"></span>nie <span class="_ _0"></span>ma <span class="_ _14"></span>mo<span class="_ _0"></span>żliwości </div><div class="t m0 x21 h2 y57b ff1 fs0 fc0 sc0 ls0 ws0">zapewnienia <span class="_ _7"></span>równośc<span class="_ _0"></span>i <span class="_ _7"></span>wynagrodzeń <span class="_ _7"></span>kobi<span class="_ _0"></span>et <span class="_ _7"></span>i <span class="_ _3"></span>mężczyzn <span class="_ _3"></span>z uwagi <span class="_ _7"></span>na <span class="_ _7"></span>spec<span class="_ _0"></span>yfikę <span class="_ _7"></span>branży <span class="_ _3"></span>deweloperskiej, <span class="_ _3"></span>w <span class="_ _7"></span>której <span class="_ _3"></span>główną <span class="_ _7"></span>siłę <span class="_ _3"></span>roboczą <span class="_ _7"></span>stano<span class="_ _0"></span>wią </div><div class="t m0 x21 h2 y57c ff1 fs0 fc0 sc0 ls0 ws0">mężczyźni, z uwagi na rodzaj wy<span class="_ _0"></span>konywanej pracy. </div><div class="t m0 x21 h2 y57d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y57e ff1 fs0 fc0 sc0 ls0 ws0">3)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _1b"></span>całości <span class="_ _1a"></span>zasady <span class="_ _1a"></span>2.1. <span class="_ _1b"></span>stanowiącej, <span class="_ _1a"></span>że <span class="_ _1a"></span>Spółka <span class="_ _1a"></span>pow<span class="_ _0"></span>inna <span class="_ _14"></span>posiadać <span class="_ _1b"></span>politykę <span class="_ _1a"></span>różno<span class="_ _0"></span>rodności <span class="_ _1a"></span>wobec <span class="_ _1a"></span>zarządu <span class="_ _1a"></span>oraz <span class="_ _1b"></span>rady <span class="_ _1a"></span>nadzorczej, <span class="_ _1b"></span>przyjętą </div><div class="t m0 x21 h2 y57f ff1 fs0 fc0 sc0 ls0 ws0">odpowiednio przez <span class="_ _0"></span>radę <span class="_ _0"></span>nadzorczą <span class="_ _0"></span>lub walne zg<span class="_ _0"></span>romadzenie. Po<span class="_ _0"></span>lityka różno<span class="_ _0"></span>rodności okr<span class="_ _0"></span>eśla cele i<span class="_ _0"></span> <span class="_ _0"></span>kryteria różnorodności <span class="_ _0"></span>m.in. <span class="_ _0"></span>w ta<span class="_ _0"></span>kich </div><div class="t m0 x21 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">obszarach <span class="_ _7"></span>ja<span class="_ _0"></span>k <span class="_ _3"></span>płeć, <span class="_ _3"></span>kierun<span class="_ _3"></span>ek <span class="_ _7"></span>wyk<span class="_ _0"></span>ształcenia, sp<span class="_ _3"></span>ecjalistyczna <span class="_ _3"></span>wiedza, <span class="_ _7"></span>w<span class="_ _0"></span>iek <span class="_ _7"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>doświadczenie <span class="_ _7"></span>zawodowe, <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _7"></span>wskazuje <span class="_ _3"></span>termin <span class="_ _7"></span>i <span class="_ _3"></span>sposób </div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">43</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x21 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">monitorowania <span class="_ _18"> </span>realizacji <span class="_ _1b"></span>tych <span class="_ _18"></span>celów. <span class="_ _1b"></span>W <span class="_ _18"> </span>zakresie <span class="_ _1b"></span>zróżnicowania <span class="_ _18"></span>pod <span class="_ _1a"></span>w<span class="_ _0"></span>zględem <span class="_ _1b"></span>pł<span class="_ _0"></span>ci <span class="_ _1b"></span>w<span class="_ _0"></span>arunkiem <span class="_ _1b"></span>zapewnienia <span class="_ _18"> </span>różnorodności <span class="_ _1b"></span>organó<span class="_ _0"></span>w </div><div class="t m0 x21 h2 y580 ff1 fs0 fc0 sc0 ls0 ws0">spółki jest udział mniejszości w danym organie na poziomie nie niższym niż 30%<span class="_ _0"></span>. </div><div class="t m0 xc h2 y581 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y582 ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie posiada <span class="_ _0"></span>polityki <span class="_ _0"></span>różno<span class="_ _0"></span>rodności <span class="_ _0"></span>zarządu i <span class="_ _0"></span>rady <span class="_ _0"></span>nadzorczej. <span class="_ _0"></span>Przy <span class="_ _0"></span>podjęciu <span class="_ _0"></span>decyzji <span class="_ _0"></span>o <span class="_ _0"></span>zatrudnieniu <span class="_ _0"></span>członków<span class="_ _0"></span> zarządu <span class="_ _0"></span>i <span class="_ _0"></span>powołaniu </div><div class="t m0 x21 h2 y583 ff1 fs0 fc0 sc0 ls0 ws0">członków rady nadzorczej, Spółka kieruje się następującymi kryteri<span class="_ _0"></span>ami: doświadczeniem zawodow<span class="_ _0"></span>ym, kompetencjami, wykształceniem. </div><div class="t m0 xc h2 y584 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y585 ff1 fs0 fc0 sc0 ls0 ws0">4)<span class="ff5"> <span class="_ _100"> </span></span>W całości <span class="_ _7"></span>zasady <span class="_ _3"></span>2.2. <span class="_ _7"></span>stanowiąc<span class="_ _0"></span>ej, <span class="_ _7"></span>że <span class="_ _3"></span>osoby <span class="_ _7"></span>po<span class="_ _0"></span>dejmujące <span class="_ _7"></span>decyzj<span class="_ _0"></span>e <span class="_ _3"></span>w <span class="_ _7"></span>sprawie <span class="_ _7"></span>w<span class="_ _0"></span>yboru <span class="_ _3"></span>członków <span class="_ _7"></span>zarządu <span class="_ _3"></span>lub <span class="_ _7"></span>rady <span class="_ _3"></span>nadzorczej <span class="_ _3"></span>spółki <span class="_ _7"></span>powinny </div><div class="t m0 x21 h2 y586 ff1 fs0 fc0 sc0 ls0 ws0">zapewnić <span class="_ _15"> </span>w<span class="_ _0"></span>szechstronność <span class="_ _15"> </span>tych <span class="_ _16"> </span>organów <span class="_ _16"> </span>poprzez <span class="_ _16"> </span>wybór <span class="_ _15"> </span>do <span class="_ _16"> </span>ich <span class="_ _15"> </span>składu <span class="_ _16"> </span>osób <span class="_ _16"> </span>zapewniających <span class="_ _16"> </span>różnorodność, <span class="_ _15"> </span>umoż<span class="_ _0"></span>liwiając <span class="_ _15"> </span>m.in. </div><div class="t m0 x21 h2 y587 ff1 fs0 fc0 sc0 ls0 ws0">osiągnięcie <span class="_ _1a"></span>do<span class="_ _0"></span>celowego <span class="_ _1b"></span>w<span class="_ _0"></span>skaźnika <span class="_ _1a"></span>minimalnego <span class="_ _1b"></span>udziału <span class="_ _1b"></span>mniejszości <span class="_ _1b"></span>określonego <span class="_ _1b"></span>na <span class="_ _1b"></span>pozio<span class="_ _0"></span>mie <span class="_ _1b"></span>nie <span class="_ _1b"></span>niższym <span class="_ _1b"></span>niż <span class="_ _1b"></span>30%, <span class="_ _1b"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _1b"></span>celami </div><div class="t m0 x21 h2 y588 ff1 fs0 fc0 sc0 ls0 ws0">określonymi w przyjętej polityce różnoro<span class="_ _0"></span>dności, o której mowa w zasadzie 2.1. </div><div class="t m0 xc h2 y329 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y589 ff1 fs0 fc0 sc0 ls0 ws0">Różnorodność  s<span class="_ _3"></span>kładu  organ<span class="_ _3"></span>ów  S<span class="_ _3"></span>półki  zape<span class="_ _3"></span>wniona  je<span class="_ _3"></span>st <span class="_ _1"> </span>pod  wzglę<span class="_ _3"></span>dem <span class="_ _1"> </span>kompetencji,  doświadczenia, <span class="_ _1"> </span>wykształcenia;  w <span class="_ _18"> </span>szc<span class="_ _0"></span>zególności </div><div class="t m0 x21 h2 y58a ff1 fs0 fc0 sc0 ls0 ws0">w składzie <span class="_ _1a"></span>organów <span class="_ _1a"></span>znajdują <span class="_ _14"></span>się <span class="_ _1a"></span>osoby <span class="_ _14"></span>po<span class="_ _0"></span>siadające <span class="_ _14"></span>kompetencje <span class="_ _1a"></span>z <span class="_ _1a"></span>branży, <span class="_ _1a"></span>finansów, <span class="_ _14"></span>spraw<span class="_ _0"></span>ozdawczości <span class="_ _14"></span>finansowej, <span class="_ _1a"></span>ESG <span class="_ _14"></span>i <span class="_ _1a"></span>zarządzania </div><div class="t m0 x21 h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">ryzykiem. Spółka w wyborze jej organów nie kieruje się kryterium ró<span class="_ _0"></span>żnorodności płci.   </div><div class="t m0 xc h2 y32d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y32e ff1 fs0 fc0 sc0 ls0 ws0">5)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _18"> </span>całości <span class="_ _18"> </span>zasady <span class="_ _18"> </span>2.11.6. <span class="_ _18"> </span>stanowiącej, <span class="_ _1b"></span>że <span class="_ _18"> </span>poza <span class="_ _18"> </span>czynnościami <span class="_ _1b"></span>w<span class="_ _0"></span>ynikającymi <span class="_ _18"></span>z <span class="_ _1b"></span>przepisów <span class="_ _18"> </span>prawa <span class="_ _18"> </span>raz <span class="_ _1b"></span>w <span class="_ _18"> </span>roku <span class="_ _18"> </span>rada <span class="_ _1b"></span>nadzo<span class="_ _0"></span>rcza <span class="_ _18"> </span>sporządza </div><div class="t m0 x21 h2 y32f ff1 fs0 fc0 sc0 ls0 ws0">i przedstawia <span class="_ _14"></span>Zw<span class="_ _0"></span>yczajnemu <span class="_ _14"></span>Walnemu <span class="_ _1a"></span>Zgromadzeniu <span class="_ _1a"></span>do <span class="_ _1a"></span>zatwierdzenia <span class="_ _14"></span>roczne <span class="_ _1a"></span>sprawozdanie. <span class="_ _1a"></span>Sprawozdanie, <span class="_ _1a"></span>o <span class="_ _1a"></span>którym <span class="_ _14"></span>mowa <span class="_ _1a"></span>powyżej, </div><div class="t m0 x21 h2 y58b ff1 fs0 fc0 sc0 ls0 ws0">zawiera <span class="_ _14"></span>c<span class="_ _0"></span>o <span class="_ _14"></span>najmniej: <span class="_ _1a"></span>informację <span class="_ _1a"></span>na <span class="_ _14"></span>temat <span class="_ _1a"></span>stopnia <span class="_ _14"></span>realizacji <span class="_ _1a"></span>polity<span class="_ _0"></span>ki <span class="_ _14"></span>różno<span class="_ _0"></span>rodności <span class="_ _14"></span>w <span class="_ _1a"></span>odniesieniu <span class="_ _14"></span>do <span class="_ _1a"></span>zarządu <span class="_ _1a"></span>i <span class="_ _14"></span>r<span class="_ _0"></span>ady <span class="_ _14"></span>nadzorc<span class="_ _0"></span>zej, <span class="_ _14"></span>w <span class="_ _1a"></span>tym </div><div class="t m0 x21 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0">realizacji celów, o których mo<span class="_ _0"></span>wa w zasadzie 2.1. </div><div class="t m0 x21 h2 y58c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y58d ff1 fs0 fc0 sc0 ls0 ws0">Zasada nie dotyczy Spółki – Spółka nie posiada polityki różnorodności. </div><div class="t m0 xc h2 y58e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y58f ff1 fs0 fc0 sc0 ls0 ws0">6)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _18"> </span>całości <span class="_ _1b"></span>zasady <span class="_ _1b"></span>3.4. <span class="_ _1b"></span>stanow<span class="_ _0"></span>iącej, <span class="_ _1b"></span>że <span class="_ _1b"></span>wynagrodzenie <span class="_ _18"></span>osób <span class="_ _1a"></span>od<span class="_ _0"></span>powiedzialnych <span class="_ _1b"></span>za <span class="_ _1b"></span>zarządza<span class="_ _0"></span>nie <span class="_ _1b"></span>ryzykiem <span class="_ _1b"></span>i <span class="_ _1b"></span>com<span class="_ _0"></span>pliance <span class="_ _1b"></span>oraz <span class="_ _18"></span>kie<span class="_ _3"></span>rujących </div><div class="t m0 x21 h2 y590 ff1 fs0 fc0 sc0 ls0 ws0">audytem wewnętrznym powinno być uzależnione od realizac<span class="_ _0"></span>ji wyznaczonych zadań, a nie od krótkoterminowych wyników Spół<span class="_ _0"></span>ki. </div><div class="t m0 xc h2 y591 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">Zasada <span class="_ _7"></span>nie <span class="_ _7"></span>dotyczy <span class="_ _3"></span>Spółki <span class="_ _7"></span>– <span class="_ _7"></span>Spół<span class="_ _0"></span>ka <span class="_ _7"></span>nie <span class="_ _7"></span>wy<span class="_ _0"></span>odrębniła <span class="_ _7"></span>w <span class="_ _7"></span>swojej s<span class="_ _3"></span>trukturze <span class="_ _7"></span>jednostek <span class="_ _3"></span>odpowiedzialnych <span class="_ _7"></span>za <span class="_ _3"></span>zarządzanie <span class="_ _7"></span>ryzykiem, <span class="_ _3"></span>compliance, </div><div class="t m0 x21 h2 y4fd ff1 fs0 fc0 sc0 ls0 ws0">ani audytu wewnętrznego. </div><div class="t m0 xc h2 y4fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4ff ff1 fs0 fc0 sc0 ls0 ws0">7)<span class="ff5"> <span class="_ _100"> </span></span>W całości zasady 3.5. stan<span class="_ _3"></span>owiącej, że osoby <span class="_ _3"></span>odpowiedzialne <span class="_ _3"></span>za zarządzanie<span class="_ _3"></span> ryzykiem i <span class="_ _3"></span>compliance p<span class="_ _3"></span>odlegają bezpośrednio prezesowi lub </div><div class="t m0 x21 h2 y592 ff1 fs0 fc0 sc0 ls0 ws0">innemu członkowi zarządu. </div><div class="t m0 xc h2 y593 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y594 ff1 fs0 fc0 sc0 ls0 ws0">Zasada <span class="_ _15"> </span>nie <span class="_ _16"> </span>dotyczy <span class="_ _15"> </span>Spółk<span class="_ _0"></span>i <span class="_ _15"> </span>– <span class="_ _15"> </span>S<span class="_ _0"></span>półka <span class="_ _16"> </span>nie <span class="_ _1d"> </span>w<span class="_ _0"></span>yodrębniła <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>swoj<span class="_ _0"></span>ej <span class="_ _15"> </span>strukturze <span class="_ _15"> </span>jedno<span class="_ _0"></span>stek <span class="_ _15"> </span>odpo<span class="_ _0"></span>wiedzialnych <span class="_ _15"> </span>za <span class="_ _16"> </span>zarządzanie <span class="_ _15"> </span>ryzyk<span class="_ _0"></span>iem </div><div class="t m0 x21 h2 y595 ff1 fs0 fc0 sc0 ls0 ws0">i compliance. </div><div class="t m0 xc h2 y596 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4cf ff1 fs0 fc0 sc0 ls0 ws0">8)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _1"> </span>cało<span class="_ _0"></span>ści <span class="_ _18"> </span>zasady <span class="_ _18"> </span>3.6.  s<span class="_ _3"></span>tanowiącej, <span class="_ _18"> </span>że <span class="_ _1"> </span>kierujący <span class="_ _18"> </span>audyt<span class="_ _0"></span>em <span class="_ _18"> </span>wewn<span class="_ _0"></span>ętrznym <span class="_ _18"> </span>podlega <span class="_ _1"> </span>organizacyjnie <span class="_ _18"> </span>prezesow<span class="_ _0"></span>i <span class="_ _18"> </span>zarządu, <span class="_ _1"> </span>a <span class="_ _18"> </span>funkcjonalnie<span class="_ _0"></span> </div><div class="t m0 x21 h2 y597 ff1 fs0 fc0 sc0 ls0 ws0">przewodniczącemu komitetu audytu lub przewodniczącemu rady <span class="_ _0"></span>nadzorczej, jeżeli rada pełni funkcję komitetu audytu. </div><div class="t m0 xc h2 y42a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0">Zasada nie dotyczy Spółki – Spółka nie wyodrębniła w swoj<span class="_ _0"></span>ej strukturze audytu wewnętrznego. </div><div class="t m0 xc h2 y598 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y599 ff1 fs0 fc0 sc0 ls0 ws0">9)<span class="ff5"> <span class="_ _100"> </span></span>W <span class="_ _1b"></span>cał<span class="_ _0"></span>ości <span class="_ _1a"></span>za<span class="_ _0"></span>sady <span class="_ _1a"></span>4.1. <span class="_ _1b"></span>stanowiącej, <span class="_ _1b"></span>że <span class="_ _1a"></span>Spółka <span class="_ _1b"></span>pow<span class="_ _0"></span>inna <span class="_ _1a"></span>umożliwić <span class="_ _1b"></span>akcjonariuszom <span class="_ _1b"></span>udział <span class="_ _1b"></span>w <span class="_ _1a"></span>w<span class="_ _0"></span>alnym <span class="_ _1a"></span>zgrom<span class="_ _0"></span>adzeniu <span class="_ _1a"></span>przy <span class="_ _1b"></span>wykorzy<span class="_ _0"></span>staniu </div><div class="t m0 x21 h2 y344 ff1 fs0 fc0 sc0 ls0 ws0">środków komunikacji <span class="_ _7"></span>elektro<span class="_ _0"></span>nicznej (e<span class="_ _3"></span>-walne), <span class="_ _3"></span>jeżeli jest <span class="_ _3"></span>to <span class="_ _3"></span>uzasadnione <span class="_ _3"></span>z uwagi <span class="_ _7"></span>na zgłaszane spółce <span class="_ _3"></span>oczekiwania akcjonarius<span class="_ _3"></span>zy, o <span class="_ _3"></span>ile <span class="_ _3"></span>jest </div><div class="t m0 x21 h2 y59a ff1 fs0 fc0 sc0 ls0 ws0">w stanie zapewnić infrastrukturę techniczną niezbędną dla przepro<span class="_ _0"></span>wadzenia takiego walnego zgromadzenia. </div><div class="t m0 x21 h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y2f0 ff1 fs0 fc0 sc0 ls0 ws0">Z u<span class="_ _3"></span>wagi <span class="_ _3"></span>na <span class="_ _3"></span>brak zgłoszonych <span class="_ _3"></span>Spółce oczekiwań <span class="_ _7"></span>ak<span class="_ _0"></span>cjonariuszy oraz <span class="_ _3"></span>stosując <span class="_ _7"></span>za<span class="_ _0"></span>sadę <span class="_ _3"></span>adekwatności <span class="_ _3"></span>w odniesieniu d<span class="_ _3"></span>o <span class="_ _3"></span>struktury akcjonariatu, </div><div class="t m0 x21 h2 y59b ff1 fs0 fc0 sc0 ls0 ws0">Spółka nie umożliwia akcjonariuszom udziału w W<span class="_ _0"></span>alnym Zgromadzeniu przy wykorzystaniu środków komunikacji elektronicznej. </div><div class="t m0 xc h2 y59c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y59d ff1 fs0 fc0 sc0 ls0 ws0">10)<span class="ff5"> </span>W  całości  zasady  4.3.  stanowiącej,  że  Spółka  zapewnia  powszechnie  dostępną  transmisję  obrad  walnego  zgromadzenia  w  czasie </div><div class="t m0 x21 h2 y59e ff1 fs0 fc0 sc0 ls0 ws0">rzeczywistym. </div><div class="t m0 xc h2 y53f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y59f ff1 fs0 fc0 sc0 ls0 ws0">Z u<span class="_ _3"></span>wagi <span class="_ _3"></span>na <span class="_ _3"></span>brak zgłoszonych <span class="_ _3"></span>Spółce oczekiwań <span class="_ _7"></span>ak<span class="_ _0"></span>cjonariuszy oraz <span class="_ _3"></span>stosując <span class="_ _7"></span>za<span class="_ _0"></span>sadę <span class="_ _3"></span>adekwatności <span class="_ _3"></span>w odniesieniu d<span class="_ _3"></span>o <span class="_ _3"></span>struktury akcjonariatu, </div><div class="t m0 x21 h2 y5a0 ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>nie zapewnia <span class="_ _7"></span>powszechnie dostępnej <span class="_ _7"></span>transmisji <span class="_ _3"></span>obrad <span class="_ _7"></span>Waln<span class="_ _0"></span>ego <span class="_ _3"></span>Zgromadzenia <span class="_ _7"></span>w czasie <span class="_ _7"></span>rzeczywistym. <span class="_ _3"></span>Spółka <span class="_ _7"></span>za<span class="_ _0"></span>mieszka <span class="_ _7"></span>na stronie </div><div class="t m0 x21 h2 y5a1 ff1 fs0 fc0 sc0 ls0 ws0">internetowej zapis przebiegu obrad walnego zgromadzenia, w form<span class="_ _0"></span>ie wideo. </div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">44</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">11)<span class="ff5"> </span>W całości zasady 6.4. stanowiącej, że rada nadzorcza realizuje swoj<span class="_ _0"></span>e zadania w sposób ciągły, dlatego wy<span class="_ _0"></span>nagrodzenie członków rady nie </div><div class="t m0 x21 h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0">może <span class="_ _14"></span>być <span class="_ _14"></span>uzależnione <span class="_ _0"></span>od <span class="_ _14"></span>liczby <span class="_ _0"></span>odbytych <span class="_ _14"></span>posiedzeń. <span class="_ _14"></span>Wynagrodzenie <span class="_ _0"></span>czł<span class="_ _0"></span>onków <span class="_ _14"></span>komitetów, <span class="_ _0"></span>w <span class="_ _14"></span>szczególności <span class="_ _14"></span>komitetu <span class="_ _0"></span>audytu, <span class="_ _14"></span>powinno </div><div class="t m0 x21 h2 y582 ff1 fs0 fc0 sc0 ls0 ws0">uwzględniać dodatkowe nakłady pracy związane z pracą w t<span class="_ _0"></span>ych komitetach. </div><div class="t m0 xc h2 y5a2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y5a3 ff1 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _16"> </span>Członków<span class="_ _0"></span> <span class="_ _16"> </span>K<span class="_ _0"></span>omitetu <span class="_ _16"> </span>Audytu <span class="_ _1c"> </span>uwzględnia <span class="_ _16"> </span>dodat<span class="_ _0"></span>kowe <span class="_ _1c"> </span>nakłady <span class="_ _1c"> </span>pracy <span class="_ _16"> </span>zw<span class="_ _0"></span>iązane <span class="_ _16"> </span>z <span class="_ _1c"> </span>pracą <span class="_ _16"> </span>w <span class="_ _1c"> </span>tym <span class="_ _1c"> </span>komitecie. <span class="_ _16"> </span>Jednak </div><div class="t m0 x21 h2 y40f ff1 fs0 fc0 sc0 ls0 ws0">wynagrodzenie <span class="_ _0"></span>Czł<span class="_ _0"></span>onków <span class="_ _14"></span>Rady <span class="_ _14"></span>Nadzorczej, <span class="_ _14"></span>przyznane <span class="_ _0"></span>uchwałą <span class="_ _14"></span>Walnego <span class="_ _0"></span>Zgromadzenia, <span class="_ _14"></span>uzależnione <span class="_ _14"></span>jest <span class="_ _14"></span>od <span class="_ _0"></span>ilośc<span class="_ _0"></span>i <span class="_ _0"></span>o<span class="_ _0"></span>dbytych <span class="_ _0"></span>posiedzeń.<span class="_ _0"></span> </div><div class="t m0 x21 h2 y586 ff1 fs0 fc0 sc0 ls0 ws0">Spółka w przyszłości zm<span class="_ _0"></span>ieni sposób przyznawania wynagrodzenia Członkom Rady Nadzorczej. </div><div class="t m0 x21 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y13a ff1 fs0 fc0 sc0 ls0 ws0">Lokum Deweloper S.A. nie dotyczą zasady: 3.2., 3.7.,<span class="_ _0"></span> 3.10. </div><div class="t m0 xc h13 y5a4 ff1 fs3 fc3 sc0 ls0 ws0">4.3.<span class="ff5"> <span class="_ _b"> </span></span>Opis głównych c<span class="_ _0"></span>ech stosowanych w przedsiębiorstwie em<span class="_ _0"></span>itenta systemów kontroli wewnętrznej  </div><div class="t m0 x14 h13 y5a5 ff1 fs3 fc3 sc0 ls0 ws0">i zarządzania ryzykiem w odn<span class="_ _0"></span>iesieniu do procesu sporządzania sprawozdań finansowych  </div><div class="t m0 x14 h13 y5a6 ff1 fs3 fc3 sc0 ls0 ws0">i skonsolidowanych sprawozda<span class="_ _0"></span>ń finansowych </div><div class="t m0 xc h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">Kluczowym <span class="_ _0"></span>elementem zarządzania <span class="_ _0"></span>ryzykiem w <span class="_ _0"></span>odniesie<span class="_ _0"></span>niu do <span class="_ _0"></span>procesu <span class="_ _0"></span>sporządzania sprawozdań <span class="_ _0"></span>finansowych <span class="_ _0"></span>jest odpo<span class="_ _0"></span>wiednio w<span class="_ _0"></span>drożony </div><div class="t m0 xc h2 y529 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _18"></span>stosowany <span class="_ _1b"></span>system <span class="_ _18"> </span>kontroli <span class="_ _18"> </span>wewnętrznej, <span class="_ _18"> </span>który <span class="_ _18"></span>zapewnia <span class="_ _1b"></span>przyg<span class="_ _0"></span>otowanie <span class="_ _18"> </span>rzetelnych <span class="_ _1b"></span>spraw<span class="_ _0"></span>ozdań <span class="_ _18"> </span>finansowych <span class="_ _18"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _18"> </span>odpowiednimi </div><div class="t m0 xc h2 y52a ff1 fs0 fc0 sc0 ls0 ws0">przepisami prawa, w szczególności z zasadami Rozporządzenia Min<span class="_ _3"></span>istra Finansów z dnia 29 marca 2018 roku w sp<span class="_ _3"></span>rawie informacji bieżących </div><div class="t m0 xc h2 y331 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _7"></span>o<span class="_ _0"></span>kresowych <span class="_ _3"></span>przekazywanych <span class="_ _7"></span>przez emitentów <span class="_ _7"></span>papierów <span class="_ _3"></span>wartościowych oraz <span class="_ _7"></span>warunków uznawa<span class="_ _3"></span>nia <span class="_ _7"></span>za równoważne <span class="_ _7"></span>informacji <span class="_ _3"></span>wymaganych </div><div class="t m0 xc h2 ybd ff1 fs0 fc0 sc0 ls0 ws0">przepisami prawa państwa niebędącego państwem członkow<span class="_ _0"></span>skim. </div><div class="t m0 xc h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">System <span class="_ _0"></span>kontroli <span class="_ _14"></span>wewnętrznej <span class="_ _14"></span>ora<span class="_ _0"></span>z <span class="_ _14"></span>polityka <span class="_ _14"></span>rachunkowości <span class="_ _14"></span>obowiązujące <span class="_ _14"></span>w <span class="_ _14"></span>Spółce <span class="_ _14"></span>i <span class="_ _14"></span>Grupie, <span class="_ _0"></span>przyjęt<span class="_ _0"></span>e <span class="_ _0"></span>przez <span class="_ _14"></span>zarzą<span class="_ _0"></span>d, <span class="_ _14"></span>zapewniają <span class="_ _0"></span>skut<span class="_ _0"></span>eczność </div><div class="t m0 xc h2 y2da ff1 fs0 fc0 sc0 ls0 ws0">w procesie <span class="_ _1b"></span>przy<span class="_ _0"></span>gotowania <span class="_ _18"> </span>sprawozdań <span class="_ _18"> </span>finansowych <span class="_ _18"></span>i <span class="_ _18"> </span>raportów <span class="_ _18"> </span>okresowych <span class="_ _18"> </span>sporządzanych <span class="_ _1b"></span>i<span class="_ _0"></span> <span class="_ _18"> </span>publikowanych <span class="_ _18"> </span>przez <span class="_ _1b"></span>emit<span class="_ _0"></span>entów <span class="_ _18"> </span>papierów </div><div class="t m0 xc h2 y510 ff1 fs0 fc0 sc0 ls0 ws0">wartościowych. </div><div class="t m0 xc h2 y5a7 ff1 fs0 fc0 sc0 ls0 ws0">Księgi <span class="_ _0"></span>rachunkowe <span class="_ _14"></span>poszczególnych <span class="_ _0"></span>spółek <span class="_ _14"></span>Grupy <span class="_ _0"></span>prowadzone <span class="_ _0"></span>są <span class="_ _14"></span>przez <span class="_ _14"></span>osoby <span class="_ _0"></span>za<span class="_ _0"></span>trudnione <span class="_ _0"></span>w <span class="_ _0"></span>dziale <span class="_ _14"></span>finansowym <span class="_ _0"></span>z <span class="_ _14"></span>wykorzy<span class="_ _0"></span>staniem <span class="_ _0"></span>systemu </div><div class="t m0 xc h2 y512 ff1 fs0 fc0 sc0 ls0 ws0">informatycznego, <span class="_ _18"> </span>do <span class="_ _18"> </span>którego <span class="_ _18"> </span>dostęp <span class="_ _18"> </span>posiadają <span class="_ _18"> </span>w<span class="_ _0"></span>yłącznie <span class="_ _18"> </span>upoważnieni <span class="_ _18"> </span>pracow<span class="_ _0"></span>nicy <span class="_ _18"> </span>w <span class="_ _18"> </span>zakresie <span class="_ _18"> </span>niezbędnym <span class="_ _18"> </span>do <span class="_ _18"> </span>w<span class="_ _0"></span>ykonywania <span class="_ _18"> </span>przez <span class="_ _18"> </span>nich </div><div class="t m0 xc h2 y513 ff1 fs0 fc0 sc0 ls0 ws0">obowiązków. </div><div class="t m0 xc h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">Wdrożony <span class="_ _1a"></span>system <span class="_ _1a"></span>elektroniczne<span class="_ _0"></span>go <span class="_ _1a"></span>przepływu <span class="_ _1a"></span>dokumentów <span class="_ _1a"></span>uł<span class="_ _0"></span>atwia <span class="_ _1a"></span>proces <span class="_ _1a"></span>o<span class="_ _0"></span>biegu <span class="_ _14"></span>fakt<span class="_ _0"></span>ur <span class="_ _1a"></span>kosztowy<span class="_ _0"></span>ch, <span class="_ _1a"></span>umożliwia <span class="_ _1a"></span>w<span class="_ _0"></span>eryfikację <span class="_ _1a"></span>i <span class="_ _1a"></span>akceptację </div><div class="t m0 xc h2 y514 ff1 fs0 fc0 sc0 ls0 ws0">wydatków i kosztów przez osoby<span class="_ _0"></span> uprawni<span class="_ _3"></span>one oraz wstępną dekretację<span class="_ _0"></span>. </div><div class="t m0 xc h2 y5a8 ff1 fs0 fc0 sc0 ls0 ws0">Za <span class="_ _1a"></span>sporządzenie <span class="_ _1a"></span>sprawozdań <span class="_ _1a"></span>fina<span class="_ _0"></span>nsowych <span class="_ _1a"></span>odpowiedzialny <span class="_ _1a"></span>jest <span class="_ _1b"></span>dział <span class="_ _1a"></span>finansowy <span class="_ _1b"></span>nadzorowany <span class="_ _1a"></span>przez <span class="_ _1a"></span>dyrektora <span class="_ _1a"></span>fina<span class="_ _0"></span>nsowego <span class="_ _1a"></span>– <span class="_ _1a"></span>wiceprezesa<span class="_ _0"></span> </div><div class="t m0 xc h2 y516 ff1 fs0 fc0 sc0 ls0 ws0">zarządu Spółki. </div><div class="t m0 xc h2 y5a9 ff1 fs0 fc0 sc0 ls0 ws0">Kontrola funkcjonalna sprawowana jest przez każdego pracownika oraz jego bezpośredniego przełożonego. Opiera się ona na odpowiednim </div><div class="t m0 xc h2 y5aa ff1 fs0 fc0 sc0 ls0 ws0">podziale obowiązków, który ma na celu minimalizac<span class="_ _0"></span>ję ryzyka wpływu pojedynczego pracownika na prezentowane dane. </div><div class="t m0 xc h13 y5ab ff1 fs3 fc3 sc0 ls0 ws0">4.4.<span class="ff5"> <span class="_ _b"> </span></span>Stosowanie polity<span class="_ _0"></span>ki  różnorodności w odniesieniu do zarządu i r<span class="_ _0"></span>ady nadzorczej </div><div class="t m0 xc h2 y5ac ff1 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1a"></span>Lo<span class="_ _0"></span>kum <span class="_ _1a"></span>Deweloper <span class="_ _1b"></span>S.A. <span class="_ _1b"></span>w<span class="_ _0"></span>skazuje, <span class="_ _1b"></span>iż <span class="_ _1a"></span>S<span class="_ _0"></span>półka <span class="_ _1b"></span>nie <span class="_ _1a"></span>posiada<span class="_ _0"></span> <span class="_ _1a"></span>po<span class="_ _0"></span>lityki <span class="_ _1a"></span>różno<span class="_ _0"></span>rodności <span class="_ _1a"></span>w <span class="_ _1b"></span>o<span class="_ _0"></span>dniesieniu <span class="_ _1a"></span>do <span class="_ _1b"></span>wła<span class="_ _0"></span>dz <span class="_ _1a"></span>Spółki <span class="_ _1b"></span>oraz <span class="_ _1b"></span>jej <span class="_ _1b"></span>kluc<span class="_ _0"></span>zowych </div><div class="t m0 xc h2 y3b9 ff1 fs0 fc0 sc0 ls0 ws0">menedżerów. <span class="_ _18"></span>Przy <span class="_ _1b"></span>po<span class="_ _0"></span>djęciu <span class="_ _1b"></span>dec<span class="_ _0"></span>yzji <span class="_ _18"> </span>o <span class="_ _18"></span>zatrudn<span class="_ _3"></span>ieniu <span class="_ _1b"></span>c<span class="_ _0"></span>złonków <span class="_ _18"> </span>zarządu, <span class="_ _18"> </span>bądź <span class="_ _1b"></span>menedżerów <span class="_ _18"> </span>Spółka <span class="_ _18"> </span>kieruje <span class="_ _1b"></span>się <span class="_ _18"> </span>kryteriami: <span class="_ _18"> </span>doświadczeniem </div><div class="t m0 xc h2 y340 ff1 fs0 fc0 sc0 ls0 ws0">zawodowym, kompetencjami, wykształceniem.<span class="_ _0"></span> </div><div class="t m0 xc h2 y5ad ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">45</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">4.5.<span class="ff5"> <span class="_ _b"> </span></span>Kapitał za<span class="_ _0"></span>kładowy </div><div class="t m0 xc h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _14"></span>31 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2023 <span class="_ _14"></span>roku <span class="_ _0"></span>k<span class="_ _0"></span>apitał <span class="_ _14"></span>zakładowy <span class="_ _0"></span>Lo<span class="_ _0"></span>kum <span class="_ _0"></span>Deweloper <span class="_ _14"></span>S.A. <span class="_ _0"></span>w<span class="_ _0"></span>ynosił <span class="_ _14"></span>3 <span class="_ _0"></span>600 <span class="_ _14"></span>t<span class="_ _0"></span>ys. <span class="_ _0"></span>PL<span class="_ _0"></span>N <span class="_ _0"></span>i <span class="_ _14"></span>dzielił <span class="_ _14"></span>się <span class="_ _0"></span>na <span class="_ _14"></span>18 <span class="_ _14"></span>000 <span class="_ _14"></span>000 <span class="_ _14"></span>akcji <span class="_ _14"></span>o <span class="_ _0"></span>w<span class="_ _0"></span>artości </div><div class="t m0 xc h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0">nominalnej 0,20 PLN każda. Kapitał zo<span class="_ _0"></span>stał w całości opłacony. </div><div class="t m0 xc h11 y5ae ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1f h16 y5af ff3 fs9 fc4 sc0 ls0 ws0">Seria </div><div class="t m0 xab h16 y5b0 ff3 fs9 fc4 sc0 ls0 ws0"> Rodzaj akcji  <span class="_ _4"> </span>Liczba akcji danej serii </div><div class="t m0 xac h15 y5b1 ff1 fs9 fc0 sc0 ls0 ws0">A <span class="_ _b5"> </span>zwykłe na okaziciela <span class="_ _102"> </span>500 000</div><div class="c xad y5b2 w41 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y5b3 ff1 fs9 fc0 sc0 ls0 ws0">B1 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>1 000 000</div><div class="c xad y5b4 w41 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y28 ff1 fs9 fc0 sc0 ls0 ws0">B2 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>1 500 000</div><div class="c xad y5b5 w41 h1e"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y475 ff1 fs9 fc0 sc0 ls0 ws0">B3 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>2 000 000</div><div class="c xad y5b6 w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y5b7 ff1 fs9 fc0 sc0 ls0 ws0">B4 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>2 500 000</div><div class="c xad y5b8 w41 h1d"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y32c ff1 fs9 fc0 sc0 ls0 ws0">B5 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>3 000 000</div><div class="c xad y5b9 w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h15 y47a ff1 fs9 fc0 sc0 ls0 ws0">B6 <span class="_ _103"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>4 500 000</div><div class="c xad y5ba w41 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h15 y47b ff1 fs9 fc0 sc0 ls0 ws0">C <span class="_ _105"> </span>zwykłe na okazicie<span class="_ _3"></span>la <span class="_ _104"> </span>3 000 000</div><div class="c xad y5bb w41 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h2 y5bc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y5bd ff1 fs3 fc3 sc0 ls0 ws0">4.6.<span class="ff5"> <span class="_ _b"> </span></span>Akcjonariat </div><div class="t m0 xc h2 y5be ff1 fs0 fc0 sc0 ls0 ws0">Lokum <span class="_ _0"></span>Deweloper <span class="_ _0"></span>S.A. <span class="_ _14"></span>jest <span class="_ _0"></span>bezpośrednio <span class="_ _0"></span>kontrolow<span class="_ _0"></span>ana <span class="_ _0"></span>przez <span class="_ _0"></span>Nasze <span class="_ _14"></span>Pasaże <span class="_ _0"></span>S.A. <span class="_ _0"></span>z <span class="_ _14"></span>siedzibą w<span class="_ _0"></span>e <span class="_ _0"></span>Wrocławiu, <span class="_ _0"></span>a <span class="_ _14"></span>pośrednio <span class="_ _0"></span>przez <span class="_ _0"></span>pana <span class="_ _0"></span>Dariusza </div><div class="t m0 xc h2 y5bf ff1 fs0 fc0 sc0 ls0 ws0">Olczyka będącego przewodniczącym rady nadzorczej E<span class="_ _0"></span>mitenta. </div><div class="t m0 xc h2 y259 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y5c0 ff1 fs0 fc0 sc0 ls0 ws0">Spółka Nasze <span class="_ _0"></span>Pasaże S.A.<span class="_ _0"></span> z <span class="_ _0"></span>siedzibą <span class="_ _0"></span>we Wroc<span class="_ _0"></span>ławiu w<span class="_ _0"></span>pisana do <span class="_ _0"></span>rejestru prze<span class="_ _0"></span>dsiębiorców <span class="_ _0"></span>prowadzonego przez <span class="_ _0"></span>Sąd R<span class="_ _0"></span>ejonowy <span class="_ _0"></span>dla Wr<span class="_ _0"></span>ocławia-</div><div class="t m0 xc h2 y5c1 ff1 fs0 fc0 sc0 ls0 ws0">Fabrycznej we <span class="_ _3"></span>Wrocław<span class="_ _0"></span>iu VI <span class="_ _3"></span>Wydział Gospodarczy Krajowe<span class="_ _3"></span>go Rejestru <span class="_ _3"></span>Sądowego pod nr <span class="_ _3"></span>KRS: 0000546047 jest <span class="_ _3"></span>kontrolowana i n<span class="_ _3"></span>adzorowana </div><div class="t m0 xc h2 y5c2 ff1 fs0 fc0 sc0 ls0 ws0">przez Dariusza Olczyka będącego przewodniczącym rady<span class="_ _0"></span> nadzorczej Spółki. </div><div class="t m0 xc h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y5c3 ff1 fs0 fc0 sc0 ls0 ws0">Wykaz <span class="_ _0"></span>akcjo<span class="_ _0"></span>nariuszy <span class="_ _0"></span>posiadających <span class="_ _0"></span>bezpośrednio<span class="_ _0"></span> <span class="_ _0"></span>lub <span class="_ _14"></span>pośrednio <span class="_ _0"></span>p<span class="_ _0"></span>rzez <span class="_ _0"></span>podmioty <span class="_ _14"></span>zależne <span class="_ _0"></span>co <span class="_ _14"></span>najmniej <span class="_ _0"></span>5 <span class="_ _14"></span>% <span class="_ _0"></span>o<span class="_ _0"></span>gólnej <span class="_ _0"></span>liczby <span class="_ _14"></span>głosów <span class="_ _14"></span>na <span class="_ _0"></span>Walnym </div><div class="t m0 xc h2 y1cf ff1 fs0 fc0 sc0 ls0 ws0">Zgromadzeniu Akcjonariuszy na dzień zatwierdzenia do publikacji n<span class="_ _0"></span>iniejszego sprawozdania przedstawia poniższa tabela: </div><div class="t m0 xc h11 y5c4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y532 ff3 fs9 fc4 sc0 ls0 ws0">Stan na dzień 31 grudnia 20<span class="_ _3"></span>23 <span class="_ _106"> </span>Akcje </div><div class="c x89 y5c5 w42 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">Zmiana liczby </div></div><div class="t m0 xaf h16 y532 ff3 fs9 fc4 sc0 ls0 ws0">akcji od 31 </div><div class="t m0 xb0 h16 ya1 ff3 fs9 fc4 sc0 ls0 ws0">grudnia 2022 </div><div class="t m0 x46 h16 y532 ff3 fs9 fc4 sc0 ls0 ws0">Liczba głosów </div><div class="t m0 xb1 h16 y5c6 ff3 fs9 fc4 sc0 ls0 ws0">Udział w kapitale </div><div class="t m0 xa2 h16 y5c7 ff3 fs9 fc4 sc0 ls0 ws0">podstawowym </div><div class="t m0 xb2 h16 y5c6 ff3 fs9 fc4 sc0 ls0 ws0">Udział w głosach </div><div class="t m0 xb3 h16 y5c7 ff3 fs9 fc4 sc0 ls0 ws0">na WZA </div><div class="t m0 x16 h16 y5c8 ff3 fs9 fc0 sc0 ls0 ws0">Dariusz Olczyk: <span class="_ _64"> </span><span class="ff1">  <span class="_ _107"> </span>  <span class="_ _107"> </span>  <span class="_ _107"> </span>  <span class="_ _107"> </span>  </span></div><div class="t m0 x73 h15 y5c9 ff1 fs9 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _108"> </span>84 690</div><div class="c xb4 y5ca w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb5 h15 y5c9 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _109"> </span>84 690</div><div class="c x1a y5ca w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb6 h15 y5c9 ff1 fs9 fc0 sc0 ls0 ws0">0,47%</div><div class="c x2b y5ca w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb7 h15 y5c9 ff1 fs9 fc0 sc0 ls0 ws0">0,47%</div><div class="c xb8 y5ca w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h15 y3c3 ff1 fs9 fc0 sc0 ls0 ws0">pośrednio<span class="_ _3"></span> Nasze Pasaże S.A. <span class="_ _d7"> </span>12 760 000</div><div class="c xb4 y5cb w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb5 h15 y3c3 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _59"> </span>12 760 000</div><div class="c x1a y5cb w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb9 h15 y3c3 ff1 fs9 fc0 sc0 ls0 ws0">70,89%</div><div class="c x2b y5cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xba h15 y3c3 ff1 fs9 fc0 sc0 ls0 ws0">70,89%</div><div class="c xb8 y5cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y5cc ff3 fs9 fc0 sc0 ls0 ws0">Łącznie <span class="_ _10a"> </span>12 844 690</div><div class="c xb4 y5cd w1c h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h16 y5cc ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c xbc y5cd w1c h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h16 y5cc ff3 fs9 fc0 sc0 ls0 ws0">12 844 690</div><div class="c x1a y5cd w1e h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb9 h16 y5cc ff3 fs9 fc0 sc0 ls0 ws0">71,36%</div><div class="c x2b y5cd w20 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y5cc ff3 fs9 fc0 sc0 ls0 ws0">71,36%</div><div class="c xb8 y5cd w1e h17"><div class="t m0 x0 h16 yba ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y5ce ff3 fs9 fc0 sc0 ls0 ws0">Bartosz Kuźniar <span class="_ _10b"> </span>2 956 597</div><div class="c xb4 y73 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbe h16 y5ce ff3 fs9 fc0 sc0 ls0 ws0">6 566</div><div class="c xbc y73 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbf h16 y5ce ff3 fs9 fc0 sc0 ls0 ws0">2 956 597</div><div class="c x1a y73 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb9 h16 y5ce ff3 fs9 fc0 sc0 ls0 ws0">16,43%</div><div class="c x2b y73 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y5ce ff3 fs9 fc0 sc0 ls0 ws0">16,43%</div><div class="c xb8 y73 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y38b ff3 fs9 fc0 sc0 ls0 ws0">Pozostali akcjonariusze*<span class="_ _3"></span> <span class="_ _10c"> </span>2 198 713</div><div class="c xb4 y5cf w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb5 h16 y38b ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _10d"> </span>2 198 713</div><div class="c x1a y5cf w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb9 h16 y38b ff3 fs9 fc0 sc0 ls0 ws0">12,22%</div><div class="c x2b y5cf w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y38b ff3 fs9 fc0 sc0 ls0 ws0">12,22%</div><div class="c xb8 y5cf w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y4b0 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _7c"> </span>18 000 000</div><div class="c xb4 y5d0 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbe h16 y4b0 ff3 fs9 fc0 sc0 ls0 ws0">6 566</div><div class="c xbc y5d0 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h16 y4b0 ff3 fs9 fc0 sc0 ls0 ws0">18 000 000</div><div class="c x1a y5d0 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x29 h16 y4b0 ff3 fs9 fc0 sc0 ls0 ws0">100,00%</div><div class="c x2b y5d0 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h16 y4b0 ff3 fs9 fc0 sc0 ls0 ws0">100,00%</div><div class="c xb8 y5d0 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h15 y454 ff8 fs9 fc0 sc0 ls0 ws0">* udział po<span class="_ _3"></span>szczególnych podm<span class="_ _3"></span>iotów poniżej 5% kapita<span class="_ _3"></span>łu podstawo<span class="_ _3"></span>wego<span class="ff1"> </span></div><div class="t m0 xc h2 y543 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4b3 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi xc y13 we hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">46</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Zestawienie <span class="_ _1b"></span>stanu <span class="_ _18"> </span>posiadania <span class="_ _1b"></span>akcji <span class="_ _1b"></span>L<span class="_ _0"></span>okum <span class="_ _18"></span>Deweloper<span class="_ _3"></span> <span class="_ _1b"></span>S.A. <span class="_ _18"> </span>lub <span class="_ _1a"></span>u<span class="_ _0"></span>prawnień <span class="_ _1b"></span>do <span class="_ _18"> </span>nich <span class="_ _1b"></span>(opcji) <span class="_ _18"> </span>przez <span class="_ _1b"></span>osoby <span class="_ _1b"></span>zarządzające <span class="_ _18"> </span>i <span class="_ _1b"></span>nadzorujące <span class="_ _1b"></span>Lo<span class="_ _0"></span>kum </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Deweloper S.A. na dzień zatwierdzenia do publikacji niniejszego sprawo<span class="_ _0"></span>zdania. </div><div class="t m0 xc h11 y5d1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y5d2 ff3 fs9 fc4 sc0 ls0 ws0">  <span class="_ _10e"> </span>Stan na dzień zatwi<span class="_ _3"></span>erdzenia do publikacji<span class="_ _3"></span> sprawozdania </div><div class="c x47 y5d3 w43 h27"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">Zmiana w okresie od publi<span class="_ _3"></span>kacji raportu </div></div><div class="t m0 xc0 h16 y5d4 ff3 fs9 fc4 sc0 ls0 ws0">rocznego za 2022 rok </div><div class="t m0 x16 h16 y5d5 ff3 fs9 fc0 sc0 ls0 ws0">  <span class="_ _10f"> </span>Akcje <span class="_ _110"> </span>Opcje na akcje <span class="_ _111"> </span>Razem <span class="_ _102"> </span>Ak<span class="_ _0"></span>cje <span class="_ _b4"> </span>O<span class="_ _3"></span>pcje na akcje </div><div class="t m0 x16 h16 y5d6 ff3 fs9 fc0 sc0 ls0 ws0">zarząd <span class="_ _2e"> </span>  <span class="_ _fe"> </span>  <span class="_ _2a"> </span>  <span class="_ _fe"> </span>  <span class="_ _2a"> </span>  </div><div class="t m0 x73 h15 y5d7 ff1 fs9 fc0 sc0 ls0 ws0">Bartosz Kuźniar <span class="_ _112"> </span>2 956 597</div><div class="c xc1 y5d8 w41 h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h15 y5d7 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _113"> </span>2 956 597</div><div class="c xc3 y5d8 w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc4 h15 y5d7 ff1 fs9 fc0 sc0 ls0 ws0">6 566</div><div class="c x76 y5d8 w1f h17"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y5d7 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x73 h15 y5d9 ff1 fs9 fc0 sc0 ls0 ws0">Tomasz Dotkuś <span class="_ _114"> </span>4 000</div><div class="c xc1 yea w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h15 y5d9 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _115"> </span>4 000</div><div class="c xc3 yea w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc4 h15 y5d9 ff1 fs9 fc0 sc0 ls0 ws0">1 400</div><div class="c x76 yea w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h15 y5d9 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x16 h16 y5da ff3 fs9 fc0 sc0 ls0 ws0">rada nadzorcza<span class="_ _3"></span> <span class="_ _116"> </span>  <span class="_ _fe"> </span>  <span class="_ _2a"> </span>  <span class="_ _117"> </span>  <span class="_ _2a"> </span>  </div><div class="t m0 x73 h15 y476 ff1 fs9 fc0 sc0 ls0 ws0">Jan Olczyk <span class="_ _118"> </span>13 350</div><div class="c xc1 y477 w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h15 y476 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _e8"> </span>13 350</div><div class="c xc3 y477 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc5 h15 y476 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _2a"> </span>  </div><div class="t m0 x73 h15 y478 ff1 fs9 fc0 sc0 ls0 ws0">Arkadiusz Król<span class="_ _3"></span> <span class="_ _29"> </span>27 73<span class="_ _0"></span>3</div><div class="c xc1 y43a w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h15 y478 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _e8"> </span>27 733</div><div class="c xc3 y43a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc5 h15 y478 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _2a"> </span>  </div><div class="t m0 x73 h15 y45d ff1 fs9 fc0 sc0 ls0 ws0">Dariusz Olczyk: <span class="_ _26"> </span>12 844 690</div><div class="c xc1 y5db w41 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h15 y45d ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _119"> </span>12 844 690</div><div class="c xc3 y5db w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc5 h15 y45d ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _2a"> </span>  </div><div class="t m0 xc6 h22 y4be ff8 fs9 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _11a"> </span>84 690</div><div class="c xc1 y5dc w41 h17"><div class="t m0 x0 h22 y149 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h22 y4be ff8 fs9 fc0 sc0 ls0 ws0">  <span class="_ _e8"> </span>84 690</div><div class="c xc3 y5dc w1f h17"><div class="t m0 x0 h22 y149 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc5 h22 y4be ff8 fs9 fc0 sc0 ls0 ws0">  <span class="_ _2a"> </span>  </div><div class="t m0 xc6 h22 y5dd ff8 fs9 fc0 sc0 ls0 ws0">pośredni<span class="_ _3"></span>o Nasze Pasaże S.A.*</div><div class="c xc7 y5de w44 h17"><div class="t m0 x0 h22 yb2 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x87 h22 y5dd ff8 fs9 fc0 sc0 ls0 ws0">12 760 000</div><div class="c xc1 y5de w41 h17"><div class="t m0 x0 h22 yb2 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc2 h22 y5dd ff8 fs9 fc0 sc0 ls0 ws0">  <span class="_ _119"> </span>12 760 000</div><div class="c xc3 y5de w1f h17"><div class="t m0 x0 h22 yb2 ff8 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc5 h22 y5dd ff8 fs9 fc0 sc0 ls0 ws0">  <span class="_ _2a"> </span>  </div><div class="t m0 xc h22 y3a6 ff8 fs9 fc0 sc0 ls0 ws0"> * Lo<span class="_ _3"></span>kum <span class="_ _3"></span>Deweloper S.A. <span class="_ _3"></span>jest <span class="_ _3"></span>bezpo<span class="_ _3"></span>średnio <span class="_ _3"></span>kontrolo<span class="_ _3"></span>wana przez Na<span class="_ _3"></span>sze Pas<span class="_ _3"></span>aże S.<span class="_ _3"></span>A. <span class="_ _3"></span>z siedzibą<span class="_ _3"></span> we <span class="_ _7"></span>Wr<span class="_ _0"></span>ocławiu, <span class="_ _3"></span>a <span class="_ _3"></span>pośredni<span class="_ _3"></span>o pr<span class="_ _3"></span>zez pana <span class="_ _3"></span>Dariusza <span class="_ _3"></span>Olczyka <span class="_ _3"></span>będą<span class="_ _3"></span>cego </div><div class="t m0 xc h11 y5df ff8 fs9 fc0 sc0 ls0 ws0">przewodniczącym rady na<span class="_ _3"></span>dzorczej Spó<span class="_ _3"></span>łki<span class="ff1 fs4"> </span></div><div class="t m0 xc h13 y4e8 ff1 fs3 fc3 sc0 ls0 ws0">4.7.<span class="ff5"> <span class="_ _b"> </span></span>Posiadacze wszel<span class="_ _0"></span>kich papierów wartościowych, które dają specjalne uprawnieni<span class="_ _0"></span>a kontrolne, wraz  </div><div class="t m0 x14 h13 y443 ff1 fs3 fc3 sc0 ls0 ws0">z opisem tych uprawnień </div><div class="t m0 xc h2 y5e0 ff1 fs0 fc0 sc0 ls0 ws0">Statut <span class="_ _8d"> </span>S<span class="_ _0"></span>półki <span class="_ _9a"> </span>nie <span class="_ _19"> </span>przewiduje, <span class="_ _19"> </span>aby <span class="_ _19"> </span>posiadacze <span class="_ _9a"> </span>papierów <span class="_ _19"> </span>wartościow<span class="_ _0"></span>ych <span class="_ _19"> </span>posiadali <span class="_ _19"> </span>specjalne <span class="_ _19"> </span>uprawnienia <span class="_ _9a"> </span>kontrolne <span class="_ _19"> </span>(akcje <span class="_ _19"> </span>nie <span class="_ _19"> </span>są </div><div class="t m0 xc h2 y5e1 ff1 fs0 fc0 sc0 ls0 ws0">uprzywilejowane). <span class="_ _18"> </span>Wszelkim <span class="_ _1b"></span>mo<span class="_ _0"></span>żliwym <span class="_ _18"> </span>nadużyciom <span class="_ _18"> </span>pozycji <span class="_ _18"> </span>dominu<span class="_ _3"></span>jącej <span class="_ _18"></span>zapobiegają <span class="_ _18"> </span>przepisy <span class="_ _1b"></span>praw<span class="_ _0"></span>a, <span class="_ _18"> </span>w <span class="_ _18"> </span>tym <span class="_ _18"></span>przede<span class="_ _3"></span> <span class="_ _18"> </span>wszystkim <span class="_ _1b"></span>p<span class="_ _0"></span>rzepisy </div><div class="t m0 xc h2 y5e2 ff1 fs0 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _15"> </span>Spółek <span class="_ _15"> </span>Handlowy<span class="_ _0"></span>ch <span class="_ _15"> </span>i <span class="_ _15"> </span>Ustawy <span class="_ _16"> </span>o <span class="_ _15"> </span>Ofercie <span class="_ _16"> </span>Publicznej <span class="_ _1d"> </span>o<span class="_ _0"></span>raz <span class="_ _16"> </span>postanowienia <span class="_ _1d"> </span>Stat<span class="_ _0"></span>utu <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>przy<span class="_ _0"></span>znające <span class="_ _15"> </span>szczególne <span class="_ _15"> </span>upraw<span class="_ _0"></span>nienia </div><div class="t m0 xc h2 y5e3 ff1 fs0 fc0 sc0 ls0 ws0">mniejszościowym akcjo<span class="_ _0"></span>nariuszom. </div><div class="t m0 xc h13 y3b5 ff1 fs3 fc3 sc0 ls0 ws0">4.8.<span class="ff5"> <span class="_ _b"> </span></span>Ograniczenia p<span class="_ _0"></span>raw z akcji </div><div class="t m0 xc h2 y5e4 ff1 fs0 fc0 sc0 ls0 ws0">Statut <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>nie <span class="_ _1a"></span>przewiduje <span class="_ _1a"></span>o<span class="_ _0"></span>graniczeń <span class="_ _1a"></span>o<span class="_ _0"></span>dnośnie <span class="_ _14"></span>do <span class="_ _1b"></span>wykonywania <span class="_ _1a"></span>prawa <span class="_ _1b"></span>głosu, <span class="_ _1a"></span>takich <span class="_ _1a"></span>jak <span class="_ _1b"></span>ograniczenie <span class="_ _1a"></span>wykonywania <span class="_ _1a"></span>praw<span class="_ _0"></span>a <span class="_ _1a"></span>głosu <span class="_ _1a"></span>przez </div><div class="t m0 xc h2 y5e5 ff1 fs0 fc0 sc0 ls0 ws0">posiadaczy określ<span class="_ _3"></span>onej <span class="_ _3"></span>części lub <span class="_ _3"></span>liczby głosów, <span class="_ _3"></span>ograniczenia <span class="_ _3"></span>czasowe dotyczące <span class="_ _3"></span>wykonywania prawa <span class="_ _7"></span>gło<span class="_ _0"></span>su <span class="_ _3"></span>lub zap<span class="_ _3"></span>isy, zgodnie <span class="_ _7"></span>z którymi, przy </div><div class="t m0 xc h2 y5e6 ff1 fs0 fc0 sc0 ls0 ws0">współpracy <span class="_ _1a"></span>spółki, <span class="_ _1b"></span>prawa <span class="_ _1a"></span>kapitałowe <span class="_ _1a"></span>związane <span class="_ _1a"></span>z <span class="_ _1a"></span>papierami <span class="_ _1a"></span>wartośc<span class="_ _0"></span>iowymi <span class="_ _1a"></span>są <span class="_ _1a"></span>o<span class="_ _0"></span>ddzielone <span class="_ _14"></span>od <span class="_ _1b"></span>posiadania <span class="_ _14"></span>papierów<span class="_ _0"></span> <span class="_ _1a"></span>wartościow<span class="_ _0"></span>ych. <span class="_ _14"></span>Pr<span class="_ _0"></span>awo </div><div class="t m0 xc h2 y5e7 ff1 fs0 fc0 sc0 ls0 ws0">uczestniczenia <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>walny<span class="_ _0"></span>m <span class="_ _14"></span>zgro<span class="_ _0"></span>madzeniu <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>mają <span class="_ _1a"></span>osoby <span class="_ _1a"></span>będąc<span class="_ _0"></span>e <span class="_ _14"></span>akcjonariuszami <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>w <span class="_ _1a"></span>tzw.<span class="_ _0"></span> <span class="_ _14"></span>dniu <span class="_ _1a"></span>rejestracji<span class="_ _0"></span> <span class="_ _14"></span>uczest<span class="_ _0"></span>nictwa <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>walnym </div><div class="t m0 xc h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">zgromadzeniu, <span class="_ _1a"></span>tj. <span class="_ _1b"></span>na <span class="_ _1b"></span>szesnaście <span class="_ _1b"></span>dni <span class="_ _1b"></span>przed <span class="_ _1a"></span>dat<span class="_ _0"></span>ą <span class="_ _1a"></span>walne<span class="_ _0"></span>go <span class="_ _1a"></span>zgrom<span class="_ _0"></span>adzenia. <span class="_ _1a"></span>Zastaw<span class="_ _0"></span>nicy <span class="_ _1a"></span>i <span class="_ _1b"></span>użytkownic<span class="_ _0"></span>y, <span class="_ _1b"></span>którym <span class="_ _1b"></span>przysługuje <span class="_ _1a"></span>praw<span class="_ _0"></span>o <span class="_ _1a"></span>gł<span class="_ _0"></span>osu, <span class="_ _1a"></span>mają </div><div class="t m0 xc h2 y5e8 ff1 fs0 fc0 sc0 ls0 ws0">prawo <span class="_ _14"></span>uc<span class="_ _0"></span>zestniczenia <span class="_ _14"></span>w <span class="_ _1a"></span>walnym <span class="_ _14"></span>zgrom<span class="_ _0"></span>adzeniu, <span class="_ _14"></span>jeżeli <span class="_ _1a"></span>ustanowienie <span class="_ _1a"></span>na <span class="_ _14"></span>ich <span class="_ _1a"></span>rzecz <span class="_ _1a"></span>ograniczonego <span class="_ _1a"></span>prawa <span class="_ _14"></span>rzec<span class="_ _0"></span>zowego <span class="_ _14"></span>jest <span class="_ _14"></span>za<span class="_ _0"></span>rejestrowane <span class="_ _14"></span>na </div><div class="t m0 xc h2 y5e9 ff1 fs0 fc0 sc0 ls0 ws0">rachunku papierów wartościowych w dniu rejestracji <span class="_ _0"></span>uczestnictwa w Walnym Zgromadzeniu. </div><div class="t m0 xc h13 y5ea ff1 fs3 fc3 sc0 ls0 ws0">4.9.<span class="ff5"> <span class="_ _b"> </span></span>Wskazanie wszel<span class="_ _0"></span>kich ograniczeń dotyczących przenoszenia prawa własności pap<span class="_ _0"></span>ierów </div><div class="t m0 x14 h13 y5eb ff1 fs3 fc3 sc0 ls0 ws0">wartościowych emitent<span class="_ _0"></span>a </div><div class="t m0 xc h2 y5ec ff1 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _7"></span>i<span class="_ _0"></span>stnieją <span class="_ _3"></span>żadne <span class="_ _7"></span>ograniczeni<span class="_ _0"></span>a <span class="_ _3"></span>uzgodnione <span class="_ _3"></span>przez <span class="_ _7"></span>c<span class="_ _0"></span>złonków<span class="_ _0"></span> <span class="_ _7"></span>o<span class="_ _0"></span>rganów <span class="_ _7"></span>zarządzaj<span class="_ _0"></span>ących <span class="_ _7"></span>i nadzorczych <span class="_ _7"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>osoby <span class="_ _3"></span>na <span class="_ _7"></span>stanowiskach kierowniczych </div><div class="t m0 xc h2 y5ed ff1 fs0 fc0 sc0 ls0 ws0">wyższego szczebla w za<span class="_ _0"></span>kresie zbycia w określonym czasie posiadanych przez nie papierów wartościowych Spółki. </div><div class="t m0 xc h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y5ef ff1 fs0 fc0 sc0 ls0 ws0">W związku z realizowanym programem motywacyjnym w Spółce występuje ograniczenie dotyczące przenoszenia prawa własności papierów </div><div class="t m0 xc h2 y5f0 ff1 fs0 fc0 sc0 ls0 ws0">wartościowych Emitenta odnoszące się jedynie do uczestnika p<span class="_ _3"></span>rogramu i wynikające z zawartej umowy o uczestnictwo w programie (zasada </div><div class="t m0 xc h2 y5f1 ff1 fs0 fc0 sc0 ls0 ws0">Lock – up). </div><div class="t m0 xc h2 y5f2 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">47</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">4.10.<span class="ff5"> <span class="_ _14"></span></span>Opis z<span class="_ _0"></span>asad dotyczących pow<span class="_ _0"></span>oływania i odwoływania osób zarządzających oraz i<span class="_ _0"></span>ch uprawnień,  </div><div class="t m0 x14 h13 y277 ff1 fs3 fc3 sc0 ls0 ws0">w szczególności p<span class="_ _0"></span>rawo do podjęcia decyzji o emisji lub w<span class="_ _0"></span>ykupie akcji </div><div class="t m0 xc h2 y46e ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _18"></span>z <span class="_ _1b"></span>§ <span class="_ _18"> </span>12 <span class="_ _18"> </span>ust. <span class="_ _18"> </span>2 <span class="_ _18"> </span>lit. <span class="_ _18"> </span>b) <span class="_ _18"> </span>Statutu <span class="_ _18"> </span>Spółki <span class="_ _18"></span>do <span class="_ _1b"></span>komp<span class="_ _0"></span>etencji <span class="_ _18"> </span>rady <span class="_ _18"> </span>nadzorczej <span class="_ _18"> </span>należy <span class="_ _18"></span>powoływanie <span class="_ _1b"></span>i <span class="_ _18"> </span>odwoł<span class="_ _0"></span>ywanie <span class="_ _18"></span>członków <span class="_ _18"> </span>zarządu <span class="_ _1b"></span>oraz </div><div class="t m0 xc h2 y46f ff1 fs0 fc0 sc0 ls0 ws0">zawieszanie ich w czynnościach. </div><div class="t m0 xc h2 y470 ff1 fs0 fc0 sc0 ls0 ws0">Zarząd Spółki składa się z 1 do 3 <span class="_ _3"></span>osób. Kadencja zarządu jest wspólna i trwa 3<span class="_ _3"></span> lata. Rada nadzorcza jed<span class="_ _3"></span>nemu z powołanych członków zarządu </div><div class="t m0 xc h2 y301 ff1 fs0 fc0 sc0 ls0 ws0">powierza funkcję <span class="_ _0"></span>prezesa zarządu; w <span class="_ _0"></span>przypadku zarządu w<span class="_ _0"></span>ieloosobowego c<span class="_ _0"></span>o najmniej jednemu czło<span class="_ _0"></span>nkowi zarządu rada nadzo<span class="_ _0"></span>rcza powierza </div><div class="t m0 xc h2 y471 ff1 fs0 fc0 sc0 ls0 ws0">funkcję wiceprezesa. </div><div class="t m0 xc h2 y5f3 ff1 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _3"></span>kieruje działalnością <span class="_ _3"></span>Spółki <span class="_ _3"></span>i <span class="_ _3"></span>reprezentuje ją <span class="_ _7"></span>na zewnątrz. Do <span class="_ _3"></span>składania <span class="_ _7"></span>o<span class="_ _0"></span>świadczeń woli <span class="_ _3"></span>i p<span class="_ _3"></span>odpisywania dokumentów <span class="_ _3"></span>w i<span class="_ _3"></span>mieniu Spółki </div><div class="t m0 xc h2 y5f4 ff1 fs0 fc0 sc0 ls0 ws0">upoważniony jest każdy członek zarządu działając<span class="_ _0"></span>y samodzielnie. </div><div class="t m0 xc h2 y5f5 ff1 fs0 fc0 sc0 ls0 ws0">Tryb pracy zarządu określa Regulamin Zarządu uchwalony przez z<span class="_ _0"></span>arząd i zatwierdzony przez radę nadzorczą. </div><div class="t m0 xc h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">Spółka  nie  przyznała  indywidualnie  oznaczo<span class="_ _0"></span>nemu  akcjonariuszowi  osobistych  uprawnień  do  powoływania  lub  odwoływ<span class="_ _0"></span>ania  członków </div><div class="t m0 xc h2 y5f6 ff1 fs0 fc0 sc0 ls0 ws0">zarządu, które wygasałyby najpóźniej z dniem, w którym <span class="_ _0"></span>uprawniony przestaje być akcjonariuszem Spółki. </div><div class="t m0 xc h2 y5f7 ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie ze Statutem Spółki zarząd nie jest uprawniony do podwyższenia kapitału za<span class="_ _0"></span>kładowego Spółki bądź wykupu akcji. </div><div class="t m0 xc h13 y4bc ff1 fs3 fc3 sc0 ls0 ws0">4.11.<span class="ff5"> <span class="_ _14"></span></span>Zmiana<span class="_ _0"></span> Statutu Spółki </div><div class="t m0 xc h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">Zmianę <span class="_ _16"> </span>Statutu <span class="_ _16"> </span>Spółki <span class="_ _15"> </span>reg<span class="_ _0"></span>uluje <span class="_ _16"> </span>art. <span class="_ _16"> </span>430 <span class="_ _16"> </span>k.s.h., <span class="_ _16"> </span>który <span class="_ _16"> </span>wymaga <span class="_ _16"> </span>nie <span class="_ _16"> </span>tylko <span class="_ _16"> </span>podjęcia, <span class="_ _16"> </span>stosow<span class="_ _0"></span>ną <span class="_ _15"> </span>w<span class="_ _0"></span>iększością <span class="_ _15"> </span>gło<span class="_ _0"></span>sów, <span class="_ _16"> </span>uchwały <span class="_ _16"> </span>walnego </div><div class="t m0 xc h2 y5f8 ff1 fs0 fc0 sc0 ls0 ws0">zgromadzenia, ale także wpisu do rejestru, który ma charakter konstyt<span class="_ _0"></span>utywny.  </div><div class="t m0 xc h2 y5f9 ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _14"></span>z <span class="_ _14"></span>§ <span class="_ _14"></span>12 <span class="_ _1a"></span>ust. <span class="_ _14"></span>2<span class="_ _0"></span> <span class="_ _14"></span>lit. <span class="_ _1a"></span>l) <span class="_ _14"></span>rada <span class="_ _1a"></span>nadzorcza <span class="_ _14"></span>Spółki <span class="_ _1a"></span>posiada <span class="_ _14"></span>kompetencje <span class="_ _14"></span>do <span class="_ _1a"></span>ustalenia <span class="_ _14"></span>jednolit<span class="_ _0"></span>ego <span class="_ _14"></span>tekstu <span class="_ _14"></span>zmie<span class="_ _0"></span>nionego <span class="_ _14"></span>Statutu <span class="_ _1a"></span>Spółki <span class="_ _14"></span>lub <span class="_ _14"></span>do<span class="_ _0"></span> </div><div class="t m0 xc h2 y5fa ff1 fs0 fc0 sc0 ls0 ws0">wprowadzenia innych zmian o charakterze redakcyjnym o<span class="_ _0"></span>kreślonych w uchwale Walnego Zgromadzenia.<span class="_ _0"></span> </div><div class="t m0 xc h2 y373 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y5fb ff1 fs0 fc0 sc0 ls0 ws0">W 2023 roku Spółka nie dokonała zmiany Statutu. </div><div class="t m0 xc h13 y5fc ff1 fs3 fc3 sc0 ls0 ws0">4.12.<span class="ff5"> <span class="_ _14"></span></span>Walne<span class="_ _0"></span> Zgromadzenie Spółki </div><div class="t m0 xc h2 y5fd ff1 fs0 fc0 sc0 ls0 ws0">Walne <span class="_ _7"></span>Zgromadzenia <span class="_ _3"></span>odbywają <span class="_ _7"></span>si<span class="_ _0"></span>ę <span class="_ _7"></span>w <span class="_ _3"></span>siedzibie <span class="_ _7"></span>Spół<span class="_ _0"></span>ki, <span class="_ _7"></span>a <span class="_ _3"></span>także <span class="_ _7"></span>mo<span class="_ _0"></span>gą <span class="_ _3"></span>odbywać <span class="_ _7"></span>się <span class="_ _7"></span>w Warszawie, <span class="_ _7"></span>zgodnie <span class="_ _3"></span>z <span class="_ _7"></span>treścią <span class="_ _3"></span>ogłoszeń <span class="_ _7"></span>o <span class="_ _3"></span>zwołaniu <span class="_ _3"></span>Walnego </div><div class="t m0 xc h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">Zgromadzenia. <span class="_ _1a"></span>Walne <span class="_ _1b"></span>Zgromadzenia <span class="_ _1a"></span>mo<span class="_ _0"></span>gą <span class="_ _1b"></span>odbywać <span class="_ _1b"></span>się <span class="_ _1a"></span>jako <span class="_ _1b"></span>zwyc<span class="_ _0"></span>zajne <span class="_ _1a"></span>lub <span class="_ _1a"></span>na<span class="_ _0"></span>dzwyczaj<span class="_ _0"></span>ne. <span class="_ _1a"></span>Jako <span class="_ _1a"></span>o<span class="_ _0"></span>rgan <span class="_ _1a"></span>spółki <span class="_ _1b"></span>Walne <span class="_ _1a"></span>Z<span class="_ _0"></span>gromadzenie <span class="_ _1b"></span>działa </div><div class="t m0 xc h2 y5fe ff1 fs0 fc0 sc0 ls0 ws0">w oparciu <span class="_ _15"> </span>o <span class="_ _16"> </span>przepisy <span class="_ _15"> </span>Rozdziału <span class="_ _15"> </span>3 <span class="_ _15"> </span>Ko<span class="_ _0"></span>deksu <span class="_ _1d"> </span>spół<span class="_ _0"></span>ek <span class="_ _15"> </span>handlowych, <span class="_ _15"> </span>Statutu <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>Regulaminu. <span class="_ _15"> </span>Regulamin <span class="_ _15"> </span>Walnego <span class="_ _15"> </span>Zgro<span class="_ _0"></span>madzenia </div><div class="t m0 xc h2 y5ff ff1 fs0 fc0 sc0 ls0 ws0">szczegółowo określa zasady i tryb zwoływ<span class="_ _0"></span>ania oraz przeprowadzania obrad Walnego Zgromadzenia. </div><div class="t m0 xc h2 y2a2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y600 ff1 fs0 fc0 sc0 ls0 ws0">Do kompetencji Walnego Zgromadzenia należy w szczególnośc<span class="_ _0"></span>i podejmowanie uchwał w sprawach:  </div><div class="t m0 x21 h2 y18d ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>rozpatrzenia  i <span class="_ _1"> </span>zatwierdzenia  sprawozdania  finansowego  S<span class="_ _3"></span>półki  oraz  s<span class="_ _3"></span>prawozdania  zarządu <span class="_ _1"> </span>z  działalności  S<span class="_ _3"></span>półki  za  ubie<span class="_ _3"></span>gły  rok </div><div class="t m0 x14 h2 y601 ff1 fs0 fc0 sc0 ls0 ws0">obrotowy,  </div><div class="t m0 x21 h2 y602 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>o podziale zysku albo o pokryciu straty,  </div><div class="t m0 x21 h2 y603 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>udzielenia członkom organów Spół<span class="_ _0"></span>ki absolutorium z wykonania przez nich obowiązków,  </div><div class="t m0 x21 h2 y604 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>tworzenia i znoszenia kapitałów rezerwowy<span class="_ _0"></span>ch, funduszy specjalnych oraz określenie ich przeznaczenia,  </div><div class="t m0 x21 h2 y605 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>postanowień dotyczących roszczeń <span class="_ _3"></span>o naprawienie <span class="_ _3"></span>szkody wyrządzonej przy <span class="_ _3"></span>zawiązaniu Spółki l<span class="_ _3"></span>ub sprawow<span class="_ _0"></span>aniu zarządu <span class="_ _3"></span>lub <span class="_ _3"></span>nadzoru, </div><div class="t m0 x21 h2 y606 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>powołania i odwołania członków<span class="_ _0"></span> rady nadzorczej Spółki,  </div><div class="t m0 x21 h2 y607 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>powołania i odwołania likwidatorów<span class="_ _0"></span>,  </div><div class="t m0 x21 h2 y608 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>ustalenia wynagrodzenia dla członków<span class="_ _0"></span> rady nadzorczej Spółki,  </div><div class="t m0 x21 h2 y4d8 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>uchwalenia regulaminu obrad Walnego Zgromadzenia,  </div><div class="t m0 x21 h2 y609 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>wprowadzenia akcji Spółki do zorganizowanego systemu o<span class="_ _0"></span>brotu papierami wartościowymi.  </div><div class="t m0 xc h2 y60a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y60b ff1 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1d"> </span>na <span class="_ _15"> </span>podstawie <span class="_ _15"> </span>uchwały <span class="_ _15"> </span>Walnego <span class="_ _15"> </span>Zgromadzenia <span class="_ _1d"> </span>moż<span class="_ _0"></span>e <span class="_ _15"> </span>emitować <span class="_ _1d"> </span>o<span class="_ _0"></span>bligacje <span class="_ _1d"> </span>za<span class="_ _0"></span>mienne <span class="_ _1d"> </span>na <span class="_ _15"> </span>akcje <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>lub <span class="_ _1d"> </span>obligacje <span class="_ _15"> </span>z <span class="_ _15"> </span>prawem </div><div class="t m0 xc h2 y60c ff1 fs0 fc0 sc0 ls0 ws0">pierwszeństwa.  Sp<span class="_ _3"></span>ółka  może <span class="_ _1"> </span>emitować <span class="_ _1"> </span>warranty  su<span class="_ _3"></span>bskrypcyjne.  O <span class="_ _1"> </span>kompetencjach  Waln<span class="_ _3"></span>ego <span class="_ _1"> </span>Zgromadzenia  d<span class="_ _3"></span>ecyduje  n<span class="_ _3"></span>ajpierw  ustawa, </div><div class="t m0 xc h2 y60d ff1 fs0 fc0 sc0 ls0 ws0">a następnie postanowienia Statutu i Regulaminu. </div><div class="t m0 xc h2 y60e ff1 fs0 fc0 sc0 ls0 ws0">Szczegółowe <span class="_ _1a"></span>zasady <span class="_ _1a"></span>uczestnic<span class="_ _0"></span>zenia <span class="_ _1a"></span>w <span class="_ _1a"></span>Walnych <span class="_ _1b"></span>Zgromadzeniach <span class="_ _1b"></span>Spółki <span class="_ _1a"></span>określają <span class="_ _1b"></span>przepisy <span class="_ _1a"></span>k.s.h. <span class="_ _1a"></span>o<span class="_ _0"></span>raz <span class="_ _1a"></span>postanowienia <span class="_ _1a"></span>R<span class="_ _0"></span>egulaminu <span class="_ _1a"></span>W<span class="_ _0"></span>alnego </div><div class="t m0 xc h2 y60f ff1 fs0 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _7"></span>S<span class="_ _0"></span>półki. <span class="_ _3"></span>Prawo u<span class="_ _3"></span>czestniczenia <span class="_ _7"></span>w <span class="_ _3"></span>walnym <span class="_ _3"></span>zgromadzeniu <span class="_ _7"></span>spółki<span class="_ _0"></span> <span class="_ _7"></span>pu<span class="_ _0"></span>blicznej <span class="_ _7"></span>mają tylko <span class="_ _7"></span>osoby będ<span class="_ _3"></span>ące <span class="_ _3"></span>akcjonariuszami <span class="_ _3"></span>spółki <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _3"></span>tzw. </div><div class="t m0 xc h2 y610 ff1 fs0 fc0 sc0 ls0 ws0">dniu rejestracji uczestnictwa w walnym <span class="_ _3"></span>zgromadzeniu, tj. na szesnaście dni przed d<span class="_ _3"></span>atą walnego zgromadzenia. Uprawnieni z <span class="_ _3"></span>akcji imiennych </div><div class="t m0 xc h2 y611 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="_ _1d"> </span>świadectw <span class="_ _1d"> </span>t<span class="_ _0"></span>ymczasowych <span class="_ _1d"> </span>o<span class="_ _0"></span>raz <span class="_ _1d"> </span>zastawnicy <span class="_ _15"> </span>i <span class="_ _1d"> </span>użytkownicy<span class="_ _0"></span>, <span class="_ _1d"> </span>którym <span class="_ _1d"> </span>przysługuje <span class="_ _15"> </span>prawo <span class="_ _15"> </span>głosu, <span class="_ _1d"> </span>mają <span class="_ _15"> </span>prawo <span class="_ _1d"> </span>uczestniczenia <span class="_ _1d"> </span>w <span class="_ _16"> </span>Walnym </div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">48</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Zgromadzeniu, <span class="_ _7"></span>jeżeli są <span class="_ _7"></span>wpisani <span class="_ _3"></span>do <span class="_ _7"></span>księgi <span class="_ _7"></span>ak<span class="_ _0"></span>cyjnej <span class="_ _3"></span>w <span class="_ _7"></span>dniu r<span class="_ _3"></span>ejestracji <span class="_ _3"></span>uczestnictwa <span class="_ _7"></span>w <span class="_ _3"></span>Walnym <span class="_ _3"></span>Zgromad<span class="_ _3"></span>zeniu. <span class="_ _7"></span>Akcje na <span class="_ _7"></span>okaziciela mając<span class="_ _3"></span>e <span class="_ _7"></span>postać </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">dokumentu <span class="_ _1b"></span>dają <span class="_ _18"></span>prawo <span class="_ _1b"></span>uczestniczenia <span class="_ _18"> </span>w <span class="_ _1b"></span>Walnym <span class="_ _18"> </span>Zgromadzeniu <span class="_ _1b"></span>spółki <span class="_ _1b"></span>publicznej, <span class="_ _1b"></span>jeżeli <span class="_ _18"> </span>dokumenty <span class="_ _1b"></span>akcji <span class="_ _18"> </span>zostaną <span class="_ _1b"></span>złożone <span class="_ _18"></span>w <span class="_ _1b"></span>Spółce <span class="_ _1b"></span>nie </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">później <span class="_ _18"> </span>niż <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _18"> </span>dni<span class="_ _0"></span>u <span class="_ _18"> </span>rejest<span class="_ _0"></span>racji <span class="_ _18"> </span>uc<span class="_ _0"></span>zestnictwa <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _18"> </span>Walnym <span class="_ _1"> </span>Zgromadzeniu <span class="_ _18"> </span>i  nie <span class="_ _18"> </span>będą <span class="_ _18"> </span>o<span class="_ _0"></span>debrane <span class="_ _18"> </span>przed<span class="_ _0"></span> <span class="_ _1"> </span>zakończeniem <span class="_ _18"> </span>tego  dnia. <span class="_ _18"> </span>Na <span class="_ _18"> </span>żądanie </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">akcjonariusza <span class="_ _0"></span>uprawnionego <span class="_ _0"></span>ze zdematerializow<span class="_ _0"></span>anych ak<span class="_ _0"></span>cji <span class="_ _0"></span>na okazic<span class="_ _0"></span>iela zgło<span class="_ _0"></span>szone nie <span class="_ _0"></span>wcześniej <span class="_ _0"></span>niż <span class="_ _0"></span>po <span class="_ _0"></span>ogłoszeniu <span class="_ _0"></span>Walnego Zgro<span class="_ _0"></span>madzenia </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">i nie <span class="_ _0"></span>później <span class="_ _14"></span>niż <span class="_ _14"></span>w <span class="_ _14"></span>pierwszym <span class="_ _14"></span>dniu <span class="_ _0"></span>po<span class="_ _0"></span>wszednim <span class="_ _0"></span>po <span class="_ _14"></span>dniu <span class="_ _14"></span>rejestracji <span class="_ _14"></span>uczestnictwa <span class="_ _14"></span>w <span class="_ _14"></span>Walnym <span class="_ _14"></span>Zgromadzeniu, <span class="_ _0"></span>podmiot<span class="_ _0"></span> <span class="_ _14"></span>prowadzący <span class="_ _14"></span>rachunek </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">papierów <span class="_ _14"></span>wartośc<span class="_ _0"></span>iowych <span class="_ _1a"></span>wystawia <span class="_ _14"></span>imienne <span class="_ _1a"></span>zaświadczenie <span class="_ _1a"></span>o <span class="_ _1a"></span>prawie <span class="_ _1a"></span>uczestnictwa <span class="_ _1a"></span>w <span class="_ _1a"></span>Walnym <span class="_ _14"></span>Zgr<span class="_ _0"></span>omadzeniu. <span class="_ _1a"></span>Akcjonariusz <span class="_ _14"></span>może <span class="_ _1a"></span>gło<span class="_ _0"></span>sować </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">odmiennie <span class="_ _1"> </span>z  każdej <span class="_ _1"> </span>z  p<span class="_ _3"></span>osiadanych <span class="_ _1"> </span>akcji.  Akcjonariusz <span class="_ _18"> </span>mo<span class="_ _0"></span>że  u<span class="_ _3"></span>czestniczyć  w <span class="_ _18"> </span>Walnym  Zgromadzen<span class="_ _3"></span>iu  osobiś<span class="_ _3"></span>cie <span class="_ _1"> </span>lub  przez <span class="_ _1"> </span>pełnomocnika. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Pełnomocnictwo <span class="_ _0"></span>do uczestniczenia w<span class="_ _0"></span> walnym <span class="_ _0"></span>zgromadzeniu spółki publicznej <span class="_ _0"></span>i wykony<span class="_ _0"></span>wania prawa gło<span class="_ _0"></span>su wymaga <span class="_ _0"></span>udzielenia na piśmie <span class="_ _0"></span>lub </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="_ _100"> </span>postaci <span class="_ _100"> </span>elektronicznej. <span class="_ _100"> </span>Udzi<span class="_ _0"></span>elenie <span class="_ _100"> </span>pełnomoc<span class="_ _0"></span>nictwa <span class="_ _100"> </span>w <span class="_ _100"> </span>postaci <span class="_ _100"> </span>elektronic<span class="_ _0"></span>znej <span class="_ _100"> </span>nie <span class="_ _100"> </span>wymaga <span class="_ _100"> </span>o<span class="_ _0"></span>patrzenia <span class="_ _100"> </span>bezpiecznym <span class="_ _100"> </span>po<span class="_ _0"></span>dpisem </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">elektronicznym weryfikowanym przy pomo<span class="_ _0"></span>cy ważnego kwalifikowanego certyfikatu. </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">Zwyczajne <span class="_ _1b"></span>Walne <span class="_ _1a"></span>Zgromadzenie <span class="_ _1b"></span>Akcjonariuszy <span class="_ _1b"></span>Spółki <span class="_ _1b"></span>(WZA) <span class="_ _1b"></span>obradowało<span class="_ _0"></span> <span class="_ _1a"></span>w <span class="_ _1b"></span>dniu <span class="_ _1a"></span>14 <span class="_ _1b"></span>czerwca <span class="_ _1b"></span>2023 <span class="_ _1b"></span>roku. <span class="_ _1b"></span>Walne <span class="_ _1a"></span>Z<span class="_ _0"></span>gromadzenie <span class="_ _1a"></span>odb<span class="_ _0"></span>yło <span class="_ _1b"></span>się </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _1b"></span>fo<span class="_ _0"></span>rmalne <span class="_ _1b"></span>zwo<span class="_ _0"></span>łanie <span class="_ _1b"></span>na <span class="_ _18"></span>podstawie <span class="_ _1b"></span>art. <span class="_ _18"></span>395, <span class="_ _1b"></span>art. <span class="_ _18"></span>399 <span class="_ _1b"></span>§ <span class="_ _1b"></span>1<span class="_ _0"></span> <span class="_ _18"> </span>oraz <span class="_ _18"></span>art. <span class="_ _1b"></span>402¹ <span class="_ _1b"></span>i <span class="_ _18"> </span>art. <span class="_ _1b"></span>402² <span class="_ _1b"></span>k<span class="_ _0"></span>.s.h. <span class="_ _1b"></span>i<span class="_ _0"></span> <span class="_ _1b"></span>§ <span class="_ _18"> </span>14 <span class="_ _1b"></span>Statutu <span class="_ _18"> </span>Spółki. <span class="_ _1b"></span>Pr<span class="_ _0"></span>zebieg <span class="_ _18"></span>Walnego<span class="_ _3"></span> </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _3"></span>był <span class="_ _3"></span>zgodny z <span class="_ _7"></span>przepisami Kodeksu<span class="_ _3"></span> <span class="_ _3"></span>spółek h<span class="_ _3"></span>andlowych, zapisami <span class="_ _7"></span>Statutu oraz <span class="_ _3"></span>regulacjami <span class="_ _7"></span>zaw<span class="_ _0"></span>artymi <span class="_ _3"></span>w Regul<span class="_ _3"></span>aminie <span class="_ _7"></span>W<span class="_ _0"></span>ZA S<span class="_ _3"></span>półki. </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">Żadna <span class="_ _18"> </span>z <span class="_ _18"> </span>podjętych <span class="_ _18"> </span>uchwał <span class="_ _18"> </span>nie <span class="_ _18"> </span>stała<span class="_ _0"></span> <span class="_ _18"> </span>się <span class="_ _18"> </span>przedmiotem <span class="_ _18"> </span>postępowania <span class="_ _18"> </span>sądowego. <span class="_ _18"> </span>Zwy<span class="_ _0"></span>czajne <span class="_ _18"> </span>Walne <span class="_ _18"> </span>Zgromadzenie <span class="_ _18"> </span>podjęło <span class="_ _18"> </span>m.in. <span class="_ _18"> </span>uchwały </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">w przedmiocie: </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>zatwierdzenia sprawozdania finansowego Spółki za rok <span class="_ _0"></span>obrotowy 01.01.2022–31.12.2022, </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>zatwierdzenia <span class="_ _18"> </span>sprawo<span class="_ _0"></span>zdania <span class="_ _18"> </span>zar<span class="_ _0"></span>ządu <span class="_ _18"> </span>z <span class="_ _1"> </span>działalności <span class="_ _1"> </span>Spółki <span class="_ _18"> </span>i  G<span class="_ _3"></span>rupy <span class="_ _18"> </span>Kapitało<span class="_ _0"></span>wej <span class="_ _18"> </span>Lok<span class="_ _0"></span>um <span class="_ _18"> </span>Deweloper <span class="_ _1"> </span>za <span class="_ _18"> </span>ro<span class="_ _0"></span>k <span class="_ _18"> </span>obrotow<span class="_ _0"></span>y <span class="_ _1"> </span>01.01.2022–</div><div class="t m0 x14 h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2022, </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>zatwierdzenia <span class="_ _1b"></span>skonsolidowanego<span class="_ _0"></span> <span class="_ _1b"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _1b"></span>finansow<span class="_ _0"></span>ego <span class="_ _1b"></span>Grupy<span class="_ _0"></span> <span class="_ _1b"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _1b"></span>L<span class="_ _0"></span>okum <span class="_ _1b"></span>Dewelop<span class="_ _0"></span>er <span class="_ _1b"></span>za <span class="_ _18"> </span>rok <span class="_ _1b"></span>o<span class="_ _0"></span>brotowy <span class="_ _18"></span>01.01.2022-</div><div class="t m0 x14 h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2022, </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>zatwierdzenia i przeznaczenia wyniku z lat ubiegłych, </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>przeznaczenia <span class="_ _1b"></span>części <span class="_ _18"> </span>zysku <span class="_ _1b"></span>za <span class="_ _18"></span>rok <span class="_ _1b"></span>2022 <span class="_ _1b"></span>na <span class="_ _18"> </span>wypłatę <span class="_ _1b"></span>dywidendy <span class="_ _1b"></span>dl<span class="_ _0"></span>a <span class="_ _1b"></span>akcjonariuszy <span class="_ _18"> </span>Spółki <span class="_ _1b"></span>oraz <span class="_ _18"> </span>wyznaczenia <span class="_ _1a"></span>dnia <span class="_ _18"> </span>dywidendy <span class="_ _1b"></span>i <span class="_ _18"></span>dnia </div><div class="t m0 x14 h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">wypłaty dywidendy, </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>udzielenia członkom rady nadzorczej absolutorium z wyk<span class="_ _0"></span>onania obowiązków za rok obrotowy 01.01.2022–31.12.2022,<span class="_ _0"></span> </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11c"> </span></span>udzielenia członkom zarzą<span class="_ _0"></span>du absolutorium z wykonania obowiązków za rok obrotowy 01.01.2022–31.12.2022. </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">W dniu 14 czerwca 2023 roku Zw<span class="_ _0"></span>yczajne Walne Zgromadzenie Akcjonariuszy Spółki podj<span class="_ _0"></span>ęło uchwałę nr 8/06/2023 w sprawie p<span class="_ _0"></span>rzeznaczenia </div><div class="t m0 xc h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">części zysku <span class="_ _7"></span>za rok 2022 <span class="_ _7"></span>na wypłatę <span class="_ _7"></span>dywidendy dla <span class="_ _3"></span>akcjonariuszy Spółki <span class="_ _7"></span>o<span class="_ _0"></span>raz wyznaczenia <span class="_ _7"></span>dnia dywidendy i<span class="_ _3"></span> <span class="_ _3"></span>dnia <span class="_ _3"></span>wypłaty dywidendy. <span class="_ _3"></span>Zgodn<span class="_ _3"></span>ie </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1b"></span>podjętą <span class="_ _18"> </span>uchwałą <span class="_ _1b"></span>nr <span class="_ _18"></span>8/06/2023, <span class="_ _18"> </span>Zwyczajne <span class="_ _1b"></span>Walne <span class="_ _1b"></span>Zgrom<span class="_ _0"></span>adzenie <span class="_ _1b"></span>Spółk<span class="_ _0"></span>i <span class="_ _1b"></span>postanowił<span class="_ _0"></span>o <span class="_ _18"></span>przeznaczyć <span class="_ _1b"></span>cześć <span class="_ _18"> </span>zysku <span class="_ _1b"></span>netto <span class="_ _1b"></span>Spół<span class="_ _0"></span>ki <span class="_ _1b"></span>za <span class="_ _18"> </span>rok <span class="_ _1b"></span>2022 </div><div class="t m0 xc h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">w łącznej <span class="_ _3"></span>kwocie <span class="_ _3"></span>30 420 <span class="_ _7"></span>000 PLN <span class="_ _3"></span>do <span class="_ _7"></span>w<span class="_ _0"></span>ypłaty <span class="_ _3"></span>dla <span class="_ _7"></span>akcjonariuszy Spółki. <span class="_ _7"></span>Na każdą <span class="_ _7"></span>akcję Emitenta <span class="_ _7"></span>bę<span class="_ _0"></span>dzie <span class="_ _7"></span>przypadała kwota <span class="_ _7"></span>1,<span class="_ _0"></span>69 <span class="_ _7"></span>PL<span class="_ _0"></span>N <span class="_ _3"></span>dywidendy. </div><div class="t m0 xc h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">Dywidendą <span class="_ _18"> </span>objęte <span class="_ _18"> </span>były <span class="_ _18"> </span>wszystkie <span class="_ _18"> </span>akcje <span class="_ _18"> </span>Em<span class="_ _0"></span>itenta <span class="_ _18"> </span>w <span class="_ _18"> </span>liczbie <span class="_ _18"> </span>18 000 000 <span class="_ _18"> </span>sztuk. <span class="_ _18"> </span>Zwyczaj<span class="_ _0"></span>ne <span class="_ _18"> </span>Walne <span class="_ _18"> </span>Zgromadzenie <span class="_ _18"> </span>Spółki <span class="_ _18"> </span>ustaliło <span class="_ _1"> </span>jako <span class="_ _18"> </span>dzień </div><div class="t m0 xc h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">dywidendy datę 3 lipca 2023 roku oraz <span class="_ _0"></span>dzień wypłaty dywidendy - 10 lipca 2023 roku.<span class="_ _0"></span> </div><div class="t m0 xc h13 y119 ff1 fs3 fc3 sc0 ls0 ws0">4.13.<span class="ff5"> <span class="_ _14"></span></span>Zarzą<span class="_ _0"></span>d </div><div class="t m0 xc h2 y407 ff1 fs0 fc0 sc0 ls0 ws0">W 2023 roku oraz do dnia zatwierdzenia do publikacji niniejszego sprawozdania skład z<span class="_ _0"></span>arządu nie uległ zmianie i funkcjonował w<span class="_ _0"></span> składzie: </div><div class="t m0 xc h2 y612 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y613 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Bartosz Kuźniar – prezes zarządu </div><div class="t m0 x21 h2 y614 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Tomasz Dotkuś – wiceprezes zarządu ds. finansowych </div><div class="t m0 xc h2 y615 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y616 ff1 fs0 fc0 sc0 ls0 ws0">Kadencja <span class="_ _18"></span>zarządu <span class="_ _1b"></span>je<span class="_ _0"></span>st <span class="_ _1b"></span>w<span class="_ _0"></span>spólna <span class="_ _18"> </span>i trwa <span class="_ _18"> </span>3 <span class="_ _18"> </span>lata. <span class="_ _1b"></span>M<span class="_ _0"></span>andaty <span class="_ _1b"></span>c<span class="_ _0"></span>złonków <span class="_ _18"> </span>zarządu <span class="_ _18"> </span>do <span class="_ _18"> </span>sprawowania <span class="_ _1b"></span>funk<span class="_ _0"></span>cji <span class="_ _18"> </span>w zarządzie <span class="_ _18"> </span>wygasną <span class="_ _1b"></span>z dni<span class="_ _0"></span>em <span class="_ _18"> </span>odbycia </div><div class="t m0 xc h2 y617 ff1 fs0 fc0 sc0 ls0 ws0">Zwyczajnego <span class="_ _0"></span>W<span class="_ _0"></span>alnego <span class="_ _0"></span>Zgromadzenia <span class="_ _0"></span>zatwierdzającego <span class="_ _14"></span>sprawozdanie <span class="_ _0"></span>fina<span class="_ _0"></span>nsowe <span class="_ _0"></span>Spółki <span class="_ _0"></span>za<span class="_ _0"></span> <span class="_ _0"></span>ro<span class="_ _0"></span>k <span class="_ _0"></span>obrotowy<span class="_ _0"></span> <span class="_ _0"></span>2023 <span class="_ _0"></span>(<span class="_ _0"></span>art. <span class="_ _0"></span>369 <span class="_ _14"></span>§ <span class="_ _0"></span>4 <span class="_ _0"></span>Kodeksu <span class="_ _0"></span>spół<span class="_ _0"></span>ek </div><div class="t m0 xc h2 y618 ff1 fs0 fc0 sc0 ls0 ws0">handlowych).  </div><div class="t m0 xc h2 y78 ff1 fs0 fc0 sc0 ls0 ws0">W dniu 10 <span class="_ _0"></span>marca 2021 <span class="_ _0"></span>roku rada nadzorcza <span class="_ _0"></span>Spółki Lokum Dew<span class="_ _0"></span>eloper S.A. podjęła uchwały w <span class="_ _0"></span>sprawie pow<span class="_ _0"></span>ołania członków z<span class="_ _0"></span>arządu na nową </div><div class="t m0 xc h2 y619 ff1 fs0 fc0 sc0 ls0 ws0">kadencję <span class="_ _1a"></span>i <span class="_ _1b"></span>po<span class="_ _0"></span>wierzenia <span class="_ _1b"></span>funkcji <span class="_ _1b"></span>p<span class="_ _0"></span>rezesa <span class="_ _1b"></span>zarządu <span class="_ _1b"></span>i <span class="_ _1b"></span>wiceprezesa <span class="_ _1b"></span>za<span class="_ _0"></span>rządu <span class="_ _1a"></span>ds. <span class="_ _18"></span>finansowych. <span class="_ _1b"></span>W <span class="_ _1b"></span>związku <span class="_ _1b"></span>z <span class="_ _1b"></span>upływ<span class="_ _0"></span>em <span class="_ _1b"></span>kadencji <span class="_ _1a"></span>za<span class="_ _0"></span>rządu <span class="_ _1b"></span>z <span class="_ _1b"></span>dniem </div><div class="t m0 xc h2 y61a ff1 fs0 fc0 sc0 ls0 ws0">1 kwietnia <span class="_ _1b"></span>2021 <span class="_ _18"> </span>roku, <span class="_ _1b"></span>postanowiła <span class="_ _18"> </span>powołać <span class="_ _1b"></span>z <span class="_ _18"> </span>dniem <span class="_ _1a"></span>2 <span class="_ _18"> </span>kwietnia <span class="_ _1b"></span>2021 <span class="_ _18"> </span>roku <span class="_ _1b"></span>w <span class="_ _18"> </span>skład <span class="_ _1b"></span>zarządu <span class="_ _1b"></span>Spółki <span class="_ _18"></span>na <span class="_ _1b"></span>nową, <span class="_ _18"> </span>wspólną, <span class="_ _1b"></span>3-letnią <span class="_ _1b"></span>kadencję </div><div class="t m0 xc h2 y61b ff1 fs0 fc0 sc0 ls0 ws0">dotychczasowego <span class="_ _1d"> </span>prezesa  zarządu,  pana  Bartosza <span class="_ _1d"> </span>Kuźniara <span class="_ _1d"> </span>i  pow<span class="_ _0"></span>ierzyć  mu <span class="_ _1d"> </span>pełnienie  funkcji <span class="_ _1d"> </span>prezesa  zarządu  oraz<span class="_ _0"></span>  dotychczasow<span class="_ _0"></span>ego </div><div class="t m0 xc h2 y61c ff1 fs0 fc0 sc0 ls0 ws0">wiceprezesa zarządu ds. finansowych, pana Tomasza<span class="_ _0"></span> Dotkusia i powierzyć mu pełnienie funkcji wiceprezesa zarządu ds. finansowych. </div><div class="t m0 xc h12 y61d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y353 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">49</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h12 y1f ff3 fs0 fc0 sc0 ls0 ws0">Zasady działania zarządu </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">Prezes <span class="_ _1a"></span>zarządu <span class="_ _1a"></span>kieruje <span class="_ _1a"></span>pracami <span class="_ _1a"></span>zarzą<span class="_ _0"></span>du, <span class="_ _1a"></span>w <span class="_ _1a"></span>szczególności <span class="_ _1a"></span>koo<span class="_ _0"></span>rdynuje, <span class="_ _14"></span>nadzoruje <span class="_ _1a"></span>o<span class="_ _0"></span>raz <span class="_ _1a"></span>organizuje <span class="_ _1a"></span>pracę <span class="_ _1a"></span>członków<span class="_ _0"></span> <span class="_ _14"></span>za<span class="_ _0"></span>rządu, <span class="_ _1a"></span>a <span class="_ _1a"></span>także <span class="_ _1a"></span>zwołuje </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">i przewodniczy <span class="_ _1b"></span>posiedzeniom <span class="_ _1b"></span>zarządu. <span class="_ _1b"></span>W<span class="_ _0"></span> <span class="_ _1b"></span>przypadku <span class="_ _1b"></span>równości <span class="_ _1b"></span>głosów<span class="_ _0"></span> <span class="_ _1b"></span>podczas <span class="_ _1b"></span>głosowania <span class="_ _1b"></span>na <span class="_ _1b"></span>posiedzeniu <span class="_ _1b"></span>zarzą<span class="_ _0"></span>du, <span class="_ _1b"></span>głos <span class="_ _1b"></span>prezesa <span class="_ _1a"></span>za<span class="_ _0"></span>rządu </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">decyduje o wyniku głosowania. </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">W sprawach nieprzekraczających zakresu <span class="_ _3"></span>zwykłego zarządu każdy z członków zarządu może s<span class="_ _3"></span>amodzielnie prowadzić sprawy Spółki. Uchwały </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">zarządu <span class="_ _0"></span>zapadają <span class="_ _0"></span>w <span class="_ _14"></span>sprawach <span class="_ _0"></span>przekraczającyc<span class="_ _0"></span>h zw<span class="_ _0"></span>ykły <span class="_ _0"></span>zarząd, <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>każdej <span class="_ _0"></span>sprawie, <span class="_ _0"></span>gdy <span class="_ _0"></span>za<span class="_ _0"></span>żąda <span class="_ _0"></span>tego <span class="_ _0"></span>chociażby <span class="_ _0"></span>jeden <span class="_ _0"></span>c<span class="_ _0"></span>złonek <span class="_ _0"></span>zarządu. </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _3"></span>składania <span class="_ _7"></span>oświadczeń w<span class="_ _3"></span>oli <span class="_ _3"></span>i <span class="_ _7"></span>podpisywania <span class="_ _7"></span>dokumentów<span class="_ _0"></span> <span class="_ _3"></span>w <span class="_ _7"></span>imieniu <span class="_ _3"></span>Spółki <span class="_ _7"></span>upow<span class="_ _0"></span>ażniony <span class="_ _7"></span>jest każdy <span class="_ _7"></span>członek <span class="_ _3"></span>zarządu <span class="_ _7"></span>dział<span class="_ _0"></span>ający <span class="_ _7"></span>samodzielnie. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Tryb <span class="_ _100"> </span>pracy <span class="_ _11d"> </span>zarządu <span class="_ _100"> </span>określa <span class="_ _100"> </span>R<span class="_ _0"></span>egulamin <span class="_ _100"> </span>za<span class="_ _0"></span>rządu <span class="_ _100"> </span>uchwalony <span class="_ _11d"> </span>przez <span class="_ _11d"> </span>zarząd <span class="_ _100"> </span>i <span class="_ _100"> </span>zat<span class="_ _0"></span>wierdzany <span class="_ _11d"> </span>przez <span class="_ _100"> </span>radę <span class="_ _100"> </span>nadzo<span class="_ _0"></span>rczą. <span class="_ _100"> </span>Po<span class="_ _0"></span>dział <span class="_ _100"> </span>zadań </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">i odpowiedzialności <span class="_ _1a"></span>członków<span class="_ _0"></span> <span class="_ _1a"></span>zarządu <span class="_ _1a"></span>został <span class="_ _1a"></span>przyjęty <span class="_ _1b"></span>i <span class="_ _1a"></span>ujawniony<span class="_ _0"></span> <span class="_ _1a"></span>przez <span class="_ _1a"></span>zarzą<span class="_ _0"></span>d <span class="_ _1a"></span>na <span class="_ _1a"></span>stronie <span class="_ _1b"></span>internetow<span class="_ _0"></span>ej <span class="_ _1a"></span>Spółki. <span class="_ _1a"></span>Jeżeli <span class="_ _1a"></span>czł<span class="_ _0"></span>onek <span class="_ _1a"></span>zarządu <span class="_ _1a"></span>jes<span class="_ _0"></span>t </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">jednocześnie <span class="_ _1a"></span>pracownikiem <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>w <span class="_ _1b"></span>zakresie <span class="_ _1a"></span>innym <span class="_ _14"></span>niż <span class="_ _1b"></span>wynikający <span class="_ _1a"></span>z <span class="_ _1a"></span>jeg<span class="_ _0"></span>o <span class="_ _14"></span>funkcji <span class="_ _1a"></span>w <span class="_ _1b"></span>zarządzie, <span class="_ _1a"></span>kierowane <span class="_ _1a"></span>do <span class="_ _1a"></span>niego <span class="_ _1a"></span>ośw<span class="_ _0"></span>iadczenia <span class="_ _1a"></span>zarządu </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">winny <span class="_ _15"> </span>mieć <span class="_ _15"> </span>fo<span class="_ _0"></span>rmę <span class="_ _15"> </span>uchwały. <span class="_ _16"> </span>Czynności <span class="_ _1d"> </span>prawnych <span class="_ _16"> </span>w <span class="_ _15"> </span>zakresi<span class="_ _0"></span>e <span class="_ _15"> </span>jego <span class="_ _15"> </span>stosunku <span class="_ _15"> </span>pracy <span class="_ _16"> </span>dokonuje <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>stosunku <span class="_ _15"> </span>do <span class="_ _16"> </span>niego <span class="_ _15"> </span>rada <span class="_ _15"> </span>nadzorcza<span class="_ _0"></span>, </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">reprezentowana pr<span class="_ _3"></span>zez pr<span class="_ _3"></span>zewodnicząc<span class="_ _0"></span>ego rad<span class="_ _3"></span>y. Każdy <span class="_ _7"></span>czło<span class="_ _0"></span>nek <span class="_ _3"></span>zarządu <span class="_ _7"></span>mo<span class="_ _0"></span>że wnosić <span class="_ _3"></span>sprawy. <span class="_ _7"></span>C<span class="_ _0"></span>złonek zarządu <span class="_ _3"></span>powinien <span class="_ _7"></span>po<span class="_ _0"></span>informować zarząd<span class="_ _3"></span> </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">o zaistniałym konflikcie interesów oraz powstrzymać się od zabierania głosu w dyskusji oraz od głosowania nad uchwałą w sprawie, w której </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">zaistniał <span class="_ _1"> </span>konflikt  interesów. <span class="_ _18"> </span>C<span class="_ _0"></span>złonkowie  zarządu <span class="_ _18"> </span>po<span class="_ _0"></span>winni <span class="_ _1"> </span>uczestniczyć  w <span class="_ _18"> </span>obradach  Walnego <span class="_ _1"> </span>Zgromadzenia  w <span class="_ _18"> </span>składzie  umożliwiającym </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">udzielenie merytorycznej odpowiedzi na zadawane pytania w trakc<span class="_ _0"></span>ie Walnego Zgromadzenia. </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">W d<span class="_ _3"></span>niach <span class="_ _3"></span>11 <span class="_ _3"></span>stycznia, 16 <span class="_ _7"></span>stycznia, 8 <span class="_ _3"></span>lutego, 2<span class="_ _3"></span>8 <span class="_ _3"></span>lutego, 2<span class="_ _3"></span>8 kwietn<span class="_ _3"></span>ia, 6 <span class="_ _3"></span>listopada, <span class="_ _3"></span>28 <span class="_ _7"></span>listopa<span class="_ _0"></span>da, 1 <span class="_ _7"></span>grudnia,<span class="_ _0"></span> 4 <span class="_ _7"></span>grudnia, 7 <span class="_ _7"></span>grudnia 2023 <span class="_ _3"></span>roku odbyły<span class="_ _3"></span> </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">się posiedzenia zarządu Spółki. </div><div class="t m0 xc h13 y61e ff1 fs3 fc3 sc0 ls0 ws0">4.14.<span class="ff5"> <span class="_ _14"></span></span>Rada n<span class="_ _0"></span>adzorcza </div><div class="t m0 xc h2 y4e8 ff1 fs0 fc0 sc0 ls0 ws0">W 2023 <span class="_ _1b"></span>rok<span class="_ _0"></span>u <span class="_ _1b"></span>oraz <span class="_ _18"> </span>do <span class="_ _1b"></span>dnia <span class="_ _1b"></span>zatwierdzenia <span class="_ _1b"></span>do <span class="_ _1b"></span>publikacji <span class="_ _18"> </span>niniejszego <span class="_ _18"> </span>sprawozdania <span class="_ _1b"></span>skład <span class="_ _1b"></span>rady <span class="_ _18"> </span>nadzorczej <span class="_ _1b"></span>nie <span class="_ _1b"></span>uległ <span class="_ _1b"></span>zm<span class="_ _0"></span>ianie <span class="_ _1b"></span>i <span class="_ _18"> </span>funkcjonował  </div><div class="t m0 xc h2 y49d ff1 fs0 fc0 sc0 ls0 ws0">w składzie: </div><div class="t m0 xc h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Dariusz Olczyk – przewodniczący rady nadzorczej; </div><div class="t m0 x21 h2 y4e9 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Jan Olczyk – wiceprzewodniczący rady nadzorczej; </div><div class="t m0 x21 h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Arkadiusz Król – sekretarz rady nadzorczej; </div><div class="t m0 x21 h2 y4eb ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Emilia Sawicka – członek rady nadzorczej; </div><div class="t m0 x21 h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Bartosz Krzesiak – członek rady nadzorczej. </div><div class="t m0 xc h2 y61f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y620 ff1 fs0 fc0 sc0 ls0 ws0">Żaden z członków rady nadzorczej nie wykonuje swoich obowiąz<span class="_ _0"></span>ków na podstawie umowy o pracę z Lokum Deweloper S.A. </div><div class="t m0 xc h2 y401 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22d ff1 fs0 fc0 sc0 ls0 ws0">Obecna kadencja rady nadzorczej Emitenta zakończy się w dniu 29 czerwca 2026 roku. Mandaty członków rady nadzorc<span class="_ _0"></span>zej wygasną z dniem<span class="_ _3"></span> </div><div class="t m0 xc h2 y621 ff1 fs0 fc0 sc0 ls0 ws0">odbycia <span class="_ _1a"></span>Zwyczaj<span class="_ _0"></span>nego <span class="_ _14"></span>Walnego <span class="_ _1b"></span>Zgromadzenia <span class="_ _14"></span>zatw<span class="_ _0"></span>ierdzającego <span class="_ _1a"></span>sprawozdanie <span class="_ _1a"></span>finansowe <span class="_ _1a"></span>Spół<span class="_ _0"></span>ki <span class="_ _14"></span>za <span class="_ _1b"></span>rok <span class="_ _1a"></span>obrotowy <span class="_ _1a"></span>2025 <span class="_ _1a"></span>(art. <span class="_ _1b"></span>386 <span class="_ _1a"></span>§ <span class="_ _14"></span>2 <span class="_ _1b"></span>k.s.h.  </div><div class="t m0 xc h2 y33c ff1 fs0 fc0 sc0 ls0 ws0">w zw. z art. 369 § 4 k.s.h.). </div><div class="t m0 xc h2 y622 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y1fd ff1 fs0 fc0 sc0 ls0 ws0">W dniu 29 czerwca 2021 rok<span class="_ _0"></span>u Zwyczajne Walne Zgro<span class="_ _0"></span>madzenie Lokum Deweloper S.A. podj<span class="_ _0"></span>ęło uchwały<span class="_ _0"></span> w sprawie powołania do składu rady<span class="_ _0"></span> </div><div class="t m0 xc h2 y623 ff1 fs0 fc0 sc0 ls0 ws0">nadzorczej <span class="_ _3"></span>Emitenta, <span class="_ _7"></span>na nową <span class="_ _3"></span>wspólną <span class="_ _7"></span>5-letnią kadencję, <span class="_ _3"></span>rozpoczynającą <span class="_ _3"></span>się <span class="_ _7"></span>z dniem <span class="_ _7"></span>29 czerwca <span class="_ _7"></span>20<span class="_ _0"></span>21 <span class="_ _3"></span>roku, <span class="_ _3"></span>dotychczasowych człon<span class="_ _3"></span>ków rad<span class="_ _3"></span>y </div><div class="t m0 xc h2 y624 ff1 fs0 fc0 sc0 ls0 ws0">nadzorczej. </div><div class="t m0 xc h2 y176 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y625 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>dniu <span class="_ _18"></span>6 <span class="_ _18"> </span>września <span class="_ _18"> </span>2021 <span class="_ _18"> </span>roku <span class="_ _18"> </span>rada <span class="_ _18"> </span>nadzo<span class="_ _0"></span>rcza <span class="_ _18"> </span>spółki <span class="_ _18"> </span>Lok<span class="_ _0"></span>um <span class="_ _18"> </span>Deweloper <span class="_ _1b"></span>S<span class="_ _0"></span>.A. <span class="_ _18"> </span>podjęła <span class="_ _18"> </span>uchwały <span class="_ _18"> </span>w <span class="_ _1"> </span>sprawie <span class="_ _18"> </span>powierzenia <span class="_ _18"> </span>pełnienia <span class="_ _18"> </span>funkcji: </div><div class="t m0 xc h2 y626 ff1 fs0 fc0 sc0 ls0 ws0">przewodniczącego <span class="_ _0"></span>rady <span class="_ _14"></span>nadzorczej <span class="_ _0"></span>panu <span class="_ _0"></span>Dariuszowi <span class="_ _14"></span>Olczykowi; <span class="_ _0"></span>w<span class="_ _0"></span>iceprzewodniczącego <span class="_ _0"></span>rady <span class="_ _0"></span>nadzorczej <span class="_ _14"></span>panu <span class="_ _0"></span>Janowi <span class="_ _14"></span>Olczykowi; <span class="_ _0"></span>sekretarza </div><div class="t m0 xc h2 y627 ff1 fs0 fc0 sc0 ls0 ws0">rady nadzorczej panu Arkadiuszowi Królow<span class="_ _0"></span>i. </div><div class="t m0 xc h2 y628 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3ca ff1 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _15"> </span>rady<span class="_ _0"></span> <span class="_ _15"> </span>nadzorczej <span class="_ _16"> </span>w <span class="_ _15"> </span>o<span class="_ _0"></span>sobach <span class="_ _15"> </span>pani <span class="_ _16"> </span>Emilii <span class="_ _16"> </span>Sawickiej <span class="_ _15"> </span>ora<span class="_ _0"></span>z <span class="_ _16"> </span>pana <span class="_ _15"> </span>B<span class="_ _0"></span>artosza <span class="_ _15"> </span>Krzesiaka <span class="_ _16"> </span>spełniają <span class="_ _15"> </span>kryteria <span class="_ _15"> </span>czł<span class="_ _0"></span>onka <span class="_ _16"> </span>niezależnego </div><div class="t m0 xc h2 y629 ff1 fs0 fc0 sc0 ls0 ws0">w rozumieniu  §  15  Regulaminu  Walnego  Zgromadzenia  Emiten<span class="_ _0"></span>ta  i  §  10  ust.  10  Statutu  Emitenta  oraz  złoż<span class="_ _0"></span>yli  pisemne  oświadczenia </div><div class="t m0 xc h2 y62a ff1 fs0 fc0 sc0 ls0 ws0">o spełnieniu <span class="_ _14"></span>kryt<span class="_ _0"></span>eriów <span class="_ _1a"></span>niezależności, <span class="_ _1a"></span>wskazanych <span class="_ _1a"></span>w <span class="_ _1a"></span>odpowiednich <span class="_ _1a"></span>regulacjach <span class="_ _1a"></span>dotyc<span class="_ _0"></span>zących <span class="_ _1a"></span>spółek <span class="_ _1a"></span>publicznych, <span class="_ _14"></span>a <span class="_ _1b"></span>ponadto <span class="_ _14"></span>o<span class="_ _0"></span>kreślonych <span class="_ _1a"></span>w </div><div class="t m0 xc h2 y62b ff1 fs0 fc0 sc0 ls0 ws0">§ 2 ust. 3 i § 15 ust. 2 pkt 2 Regulaminu Walnego Zgromadzenia E<span class="_ _0"></span>mitenta. </div><div class="t m0 xc h2 y62c ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie ze złoż<span class="_ _0"></span>onymi oświadczeniami, czł<span class="_ _0"></span>onkowie rady nadzorc<span class="_ _0"></span>zej Emitenta, nie wy<span class="_ _0"></span>konują innej d<span class="_ _0"></span>ziałalności <span class="_ _0"></span>konkurencyjnej w stosunku do </div><div class="t m0 xc h2 y62d ff1 fs0 fc0 sc0 ls0 ws0">Emitenta, <span class="_ _18"> </span>nie  uczestniczą <span class="_ _18"> </span>w  spółce <span class="_ _18"> </span>konkurencyjnej <span class="_ _18"> </span>jako  wspólnicy <span class="_ _18"> </span>spółki  cywil<span class="_ _3"></span>nej, <span class="_ _1"> </span>spółki <span class="_ _1"> </span>osobowej <span class="_ _18"> </span>lub <span class="_ _1"> </span>jako  członkowie <span class="_ _18"> </span>organu <span class="_ _1"> </span>spółki </div><div class="t m0 xc h2 y62e ff1 fs0 fc0 sc0 ls0 ws0">kapitałowej oraz nie uczestniczą w innej konkurencyjnej oso<span class="_ _0"></span>bie prawnej jako członkowie jej organu. </div><div class="t m0 xc h2 y62f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">50</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">Wyżej wymienien<span class="_ _3"></span>i <span class="_ _3"></span>członkowie rady <span class="_ _3"></span>nadzorczej oświadczyli <span class="_ _7"></span>rów<span class="_ _0"></span>nież, że <span class="_ _7"></span>nie są <span class="_ _7"></span>w<span class="_ _0"></span>pisani <span class="_ _3"></span>do Re<span class="_ _3"></span>jestru D<span class="_ _3"></span>łużników Niewypłacalnych <span class="_ _3"></span>prowadzonego </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">na podstawie ustawy o Krajowym Rejestrze Sądowym<span class="_ _0"></span>. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y22 ff3 fs0 fc0 sc0 ls0 ws0">Zasady działania rady nadzorczej </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">Rada nadzo<span class="_ _0"></span>rcza <span class="_ _0"></span>składa <span class="_ _0"></span>się <span class="_ _0"></span>z 3 <span class="_ _14"></span>do <span class="_ _0"></span>7 <span class="_ _0"></span>czł<span class="_ _0"></span>onków, <span class="_ _0"></span>powoływanych <span class="_ _0"></span>i odw<span class="_ _0"></span>oływanych <span class="_ _0"></span>przez <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgromadzenie. <span class="_ _0"></span>Liczbę <span class="_ _0"></span>członków<span class="_ _0"></span> <span class="_ _0"></span>rady <span class="_ _0"></span>nadzorczej </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">ustala <span class="_ _18"> </span>Walne <span class="_ _1"> </span>Zgromadzeni<span class="_ _0"></span>e. <span class="_ _1"> </span>Walne <span class="_ _18"> </span>Zgromadzenie  może <span class="_ _18"> </span>zm<span class="_ _0"></span>ienić <span class="_ _1"> </span>ilość <span class="_ _1"> </span>członków  r<span class="_ _3"></span>ady <span class="_ _18"> </span>nadzo<span class="_ _0"></span>rczej <span class="_ _18"> </span>w  trakcie <span class="_ _18"> </span>trwania <span class="_ _1"> </span>kadencji <span class="_ _1"> </span>wyłącznie </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">w związku z <span class="_ _0"></span>dokonywaniem zm<span class="_ _0"></span>ian w składzie <span class="_ _0"></span>rady nadzorczej w<span class="_ _0"></span> toku kadencji. Kadencja <span class="_ _0"></span>czł<span class="_ _0"></span>onków rady nadzorczej je<span class="_ _0"></span>st wspólna i t<span class="_ _0"></span>rwa 5 <span class="_ _0"></span>lat. </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Rada  nadzorcza  wybiera  ze  swego  składu  przewodniczącego  rady  nadzorczej,  wiceprzewodniczącego  i  sekretarza  rady  nadzorczej  na </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">pierwszym <span class="_ _14"></span>posiedzeniu <span class="_ _14"></span>nowej <span class="_ _14"></span>k<span class="_ _0"></span>adencji. <span class="_ _14"></span>Każdy <span class="_ _14"></span>czło<span class="_ _0"></span>nek <span class="_ _14"></span>rady <span class="_ _14"></span>nadzorczej <span class="_ _1a"></span>może <span class="_ _14"></span>zostać <span class="_ _14"></span>w<span class="_ _0"></span>ybrany <span class="_ _14"></span>na <span class="_ _14"></span>dalsze <span class="_ _14"></span>kadencje. <span class="_ _14"></span>Czło<span class="_ _0"></span>nek <span class="_ _14"></span>rady <span class="_ _14"></span>nadzorc<span class="_ _0"></span>zej </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">może w<span class="_ _0"></span> każdym <span class="_ _0"></span>czasie złożyć <span class="_ _0"></span>zarządowi w <span class="_ _0"></span>formie pisemnej rezy<span class="_ _0"></span>gnację z <span class="_ _0"></span>wykonyw<span class="_ _0"></span>anej funkcji. W <span class="_ _0"></span>przypadku, gdy <span class="_ _0"></span>po uzyskaniu p<span class="_ _0"></span>rzez <span class="_ _0"></span>Spółkę </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">statusu <span class="_ _7"></span>spółki <span class="_ _7"></span>p<span class="_ _0"></span>ublicznej <span class="_ _7"></span>złoż<span class="_ _0"></span>enie <span class="_ _7"></span>rezygnacji <span class="_ _7"></span>c<span class="_ _0"></span>złonka <span class="_ _3"></span>rady <span class="_ _7"></span>nadzorczej <span class="_ _7"></span>spowoduje <span class="_ _7"></span>spadek <span class="_ _3"></span>jej <span class="_ _7"></span>liczebności <span class="_ _3"></span>poniżej <span class="_ _7"></span>5 <span class="_ _7"></span>(pięci<span class="_ _0"></span>u), <span class="_ _7"></span>zarzą<span class="_ _0"></span>d <span class="_ _7"></span>Spółki <span class="_ _3"></span>zwołuje </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">Walne <span class="_ _1b"></span>Zg<span class="_ _0"></span>romadzenie <span class="_ _18"> </span>celem <span class="_ _18"> </span>uzupełnienia <span class="_ _18"> </span>jej <span class="_ _18"> </span>składu. <span class="_ _18"></span>W <span class="_ _1b"></span>inny<span class="_ _0"></span>ch <span class="_ _18"> </span>przypadkach <span class="_ _18"> </span>rada <span class="_ _18"> </span>nadzorcza <span class="_ _18"> </span>może <span class="_ _18"> </span>działać <span class="_ _18"> </span>w <span class="_ _1b"></span>składzi<span class="_ _0"></span>e <span class="_ _18"> </span>uszczuplonym. <span class="_ _18"> </span>Od </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">momentu <span class="_ _14"></span>w<span class="_ _0"></span>prowadzenia <span class="_ _14"></span>akcji <span class="_ _1a"></span>Spółki <span class="_ _1a"></span>do <span class="_ _14"></span>obrotu <span class="_ _1a"></span>giełdowego <span class="_ _1a"></span>i <span class="_ _14"></span>tak <span class="_ _1a"></span>długo <span class="_ _14"></span>ja<span class="_ _0"></span>k <span class="_ _14"></span>Spółka <span class="_ _1a"></span>pozostawać <span class="_ _1a"></span>będzie <span class="_ _14"></span>spółką <span class="_ _14"></span>giełdow<span class="_ _0"></span>ą, <span class="_ _14"></span>co <span class="_ _1a"></span>najmniej <span class="_ _14"></span>jeden </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">członek rady <span class="_ _0"></span>nadzorc<span class="_ _0"></span>zej będzie <span class="_ _0"></span>czł<span class="_ _0"></span>onkiem niezależnym. <span class="_ _0"></span>Po<span class="_ _0"></span>siedzenia rady <span class="_ _0"></span>nadzorczej <span class="_ _0"></span>zwoływ<span class="_ _0"></span>ane są w<span class="_ _0"></span> <span class="_ _0"></span>razie <span class="_ _0"></span>potrzeby, <span class="_ _0"></span>nie rza<span class="_ _0"></span>dziej jednak <span class="_ _0"></span>niż </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">cztery razy w roku obrot<span class="_ _0"></span>owym. </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">Posiedzenia <span class="_ _16"> </span>rady <span class="_ _1c"> </span>nadzorczej <span class="_ _1c"> </span>zwołuje <span class="_ _1c"> </span>przewodniczący <span class="_ _1c"> </span>rady <span class="_ _16"> </span>nadzorczej <span class="_ _1c"> </span>w <span class="_ _16"> </span>form<span class="_ _0"></span>ie <span class="_ _16"> </span>pisemnej, <span class="_ _1c"> </span>podając <span class="_ _1c"> </span>proponowany <span class="_ _1c"> </span>porządek <span class="_ _16"> </span>obrad. </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _18"> </span>rady <span class="_ _18"> </span>nadzorczej <span class="_ _18"> </span>lub <span class="_ _1b"></span>jego <span class="_ _18"> </span>zastępca <span class="_ _18"> </span>ma <span class="_ _18"> </span>obowiązek <span class="_ _18"> </span>zwoł<span class="_ _0"></span>ać <span class="_ _1b"></span>po<span class="_ _0"></span>siedzenie <span class="_ _1b"></span>rady<span class="_ _0"></span> <span class="_ _18"> </span>także <span class="_ _18"> </span>na <span class="_ _1b"></span>w<span class="_ _0"></span>niosek <span class="_ _18"> </span>zarządu <span class="_ _1b"></span>lub <span class="_ _18"> </span>czł<span class="_ _0"></span>onka <span class="_ _18"> </span>rady. </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">Posiedzenie <span class="_ _14"></span>rady <span class="_ _1a"></span>nadzorczej <span class="_ _1a"></span>może <span class="_ _14"></span>się <span class="_ _1a"></span>odbyć <span class="_ _14"></span>bez <span class="_ _1a"></span>formalnego <span class="_ _1a"></span>zwołania, <span class="_ _14"></span>jeśli <span class="_ _1a"></span>wszyscy <span class="_ _1a"></span>jej <span class="_ _1a"></span>członkowie <span class="_ _14"></span>w<span class="_ _0"></span>yrażą <span class="_ _14"></span>na <span class="_ _1a"></span>to <span class="_ _14"></span>zgo<span class="_ _0"></span>dę <span class="_ _14"></span>najpóźniej <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>dniu </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">posiedzenia <span class="_ _14"></span>i<span class="_ _0"></span> <span class="_ _1a"></span>potwierdzą <span class="_ _1a"></span>to <span class="_ _1a"></span>pismem <span class="_ _1a"></span>lub <span class="_ _1a"></span>zł<span class="_ _0"></span>ożą <span class="_ _1a"></span>podpisy <span class="_ _1a"></span>na <span class="_ _1a"></span>liście <span class="_ _1a"></span>obecności. <span class="_ _1a"></span>Uchwał<span class="_ _0"></span>y <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>przedmiocie <span class="_ _1a"></span>nieobjętym <span class="_ _1a"></span>porządkiem <span class="_ _1a"></span>obra<span class="_ _0"></span>d <span class="_ _1a"></span>można </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">podjąć <span class="_ _0"></span>tylko <span class="_ _0"></span>wówczas, <span class="_ _0"></span>gdy na <span class="_ _0"></span>posiedzeniu o<span class="_ _0"></span>becni są <span class="_ _0"></span>wszyscy <span class="_ _0"></span>czł<span class="_ _0"></span>onkowie <span class="_ _0"></span>rady i <span class="_ _0"></span>nikt <span class="_ _0"></span>z <span class="_ _0"></span>obecnych <span class="_ _0"></span>nie <span class="_ _0"></span>zgłosi <span class="_ _0"></span>w <span class="_ _0"></span>tej sprawie <span class="_ _0"></span>sprzeciwu. <span class="_ _0"></span>Uchwały </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">rady <span class="_ _18"> </span>nadzorczej <span class="_ _18"> </span>zapadają <span class="_ _18"> </span>bezwzględną <span class="_ _18"> </span>większością <span class="_ _18"> </span>głosów <span class="_ _18"> </span>w <span class="_ _18"> </span>obecności <span class="_ _18"> </span>przynajmniej <span class="_ _18"> </span>połowy <span class="_ _18"> </span>członków <span class="_ _18"> </span>rady. <span class="_ _18"> </span>W <span class="_ _18"> </span>razie <span class="_ _18"> </span>równości <span class="_ _18"> </span>głosów </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">przeważa gł<span class="_ _0"></span>os przewodniczącego <span class="_ _0"></span>rady. W <span class="_ _0"></span>sprawac<span class="_ _0"></span>h dotyc<span class="_ _0"></span>zących go<span class="_ _0"></span> osobiście bądź <span class="_ _0"></span>majątkow<span class="_ _0"></span>o <span class="_ _0"></span>członek rady <span class="_ _0"></span>nadzorczej nie<span class="_ _0"></span> może <span class="_ _0"></span>głosować<span class="_ _0"></span>. </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _1b"></span>rady <span class="_ _18"> </span>nadzorczej <span class="_ _1b"></span>mo<span class="_ _0"></span>gą <span class="_ _1b"></span>oddać <span class="_ _18"> </span>swój <span class="_ _18"></span>głos <span class="_ _1b"></span>na <span class="_ _1b"></span>piśmie <span class="_ _18"> </span>za <span class="_ _1b"></span>pośrednictwem <span class="_ _18"> </span>innego <span class="_ _1b"></span>czł<span class="_ _0"></span>onka <span class="_ _1b"></span>rady <span class="_ _18"> </span>nadzorczej, <span class="_ _1b"></span>jednakże <span class="_ _18"> </span>nie <span class="_ _1b"></span>mo<span class="_ _0"></span>że <span class="_ _1b"></span>to </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0">dotyczyć spraw <span class="_ _7"></span>w<span class="_ _0"></span>prowadzonych <span class="_ _7"></span>do<span class="_ _0"></span> porządku <span class="_ _7"></span>obrad na <span class="_ _7"></span>posie<span class="_ _0"></span>dzeniu r<span class="_ _3"></span>ady <span class="_ _3"></span>nadzorczej oraz <span class="_ _3"></span>wyboru <span class="_ _7"></span>przewo<span class="_ _0"></span>dniczącego i<span class="_ _3"></span> wiceprzewodniczącego </div><div class="t m0 xc h2 y37 ff1 fs0 fc0 sc0 ls0 ws0">rady, powołania czł<span class="_ _0"></span>onka zarządu oraz o<span class="_ _0"></span>dwołania i zawieszenia w czy<span class="_ _0"></span>nnościach tych osób. Rada na<span class="_ _0"></span>dzorc<span class="_ _0"></span>za może także podejmować uchwały </div><div class="t m0 xc h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">bez wyznaczenia posiedzenia przy wykorzy<span class="_ _0"></span>staniu środków bezpośredniego porozumiewania się na odległość. </div><div class="t m0 xc h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _15"> </span>czł<span class="_ _0"></span>onków <span class="_ _16"> </span>rady <span class="_ _15"> </span>nadzorczej,<span class="_ _0"></span> <span class="_ _15"> </span>w <span class="_ _16"> </span>tym <span class="_ _16"> </span>także <span class="_ _16"> </span>członka <span class="_ _15"> </span>rady <span class="_ _16"> </span>nadzorczej,<span class="_ _0"></span> <span class="_ _15"> </span>któremu <span class="_ _16"> </span>rada <span class="_ _15"> </span>powierzyła <span class="_ _1c"> </span>osobiste <span class="_ _1d"> </span>w<span class="_ _0"></span>ykonywanie </div><div class="t m0 xc h2 y3a ff1 fs0 fc0 sc0 ls0 ws0">określonych <span class="_ _0"></span>funkcji <span class="_ _0"></span>nadzo<span class="_ _0"></span>rczych, <span class="_ _14"></span>ustala W<span class="_ _0"></span>alne <span class="_ _0"></span>Zgromadzeni<span class="_ _0"></span>e. <span class="_ _0"></span>W <span class="_ _14"></span>umowie <span class="_ _14"></span>o <span class="_ _0"></span>pracę <span class="_ _0"></span>z <span class="_ _14"></span>członkiem <span class="_ _0"></span>zarzą<span class="_ _0"></span>du <span class="_ _0"></span>albo <span class="_ _0"></span>w <span class="_ _14"></span>innej <span class="_ _0"></span>umow<span class="_ _0"></span>ie, <span class="_ _0"></span>na <span class="_ _14"></span>podstawie </div><div class="t m0 xc h2 y3b ff1 fs0 fc0 sc0 ls0 ws0">której <span class="_ _14"></span>c<span class="_ _0"></span>złonek <span class="_ _14"></span>za<span class="_ _0"></span>rządu <span class="_ _14"></span>św<span class="_ _0"></span>iadczy <span class="_ _14"></span>pracę <span class="_ _1a"></span>dla <span class="_ _1a"></span>Spółki, <span class="_ _1a"></span>Spółkę <span class="_ _1a"></span>reprezentuje <span class="_ _1a"></span>przewodniczący <span class="_ _1a"></span>rady <span class="_ _14"></span>nadz<span class="_ _0"></span>orczej <span class="_ _1a"></span>albo <span class="_ _1a"></span>inny <span class="_ _14"></span>c<span class="_ _0"></span>złonek <span class="_ _1a"></span>rady <span class="_ _14"></span>na<span class="_ _0"></span>dzorczej </div><div class="t m0 xc h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">upoważniony do<span class="_ _0"></span> <span class="_ _0"></span>tego <span class="_ _0"></span>uchwałą <span class="_ _0"></span>rady. <span class="_ _0"></span>W <span class="_ _0"></span>tym <span class="_ _0"></span>samym<span class="_ _0"></span> <span class="_ _0"></span>trybie <span class="_ _0"></span>składan<span class="_ _0"></span>e są <span class="_ _0"></span>o<span class="_ _0"></span>świadczenia <span class="_ _0"></span>woli <span class="_ _0"></span>Spół<span class="_ _0"></span>ki <span class="_ _0"></span>wynikające <span class="_ _0"></span>z <span class="_ _0"></span>wykonywania <span class="_ _0"></span>bą<span class="_ _0"></span>dź <span class="_ _0"></span>dotycząc<span class="_ _0"></span>e </div><div class="t m0 xc h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">rozwiązania takich umów. </div><div class="t m0 xc h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">Szczegółowy tryb pracy rady nadzorczej<span class="_ _0"></span> określa uchwalony przez radę nadzorczą Regulamin. </div><div class="t m0 xc h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">Członek rady nadzorczej zobowiązany <span class="_ _3"></span>jest poinformować radę <span class="_ _3"></span>nadzorczą<span class="_ _0"></span> o <span class="_ _3"></span>zaistniałym konflikcie <span class="_ _3"></span>interesów lub o możliwości jego powstania </div><div class="t m0 xc h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">i powstrzymać się od zabierania głosu w dy<span class="_ _0"></span>skusji oraz od głosowania nad uchwałą w sprawie, w której zaistniał konflikt interesów. </div><div class="t m0 xc h2 y41 ff1 fs0 fc0 sc0 ls0 ws0">Każdy <span class="_ _1d"> </span>członek <span class="_ _15"> </span>rady <span class="_ _1d"> </span>nadzorczej  po<span class="_ _0"></span>winien <span class="_ _1d"> </span>kierować <span class="_ _15"> </span>się <span class="_ _1d"> </span>w <span class="_ _1d"> </span>swoim <span class="_ _1d"> </span>po<span class="_ _0"></span>stępowaniu <span class="_ _1d"> </span>interesem <span class="_ _1d"> </span>Spół<span class="_ _0"></span>ki <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>niezależnością <span class="_ _15"> </span>opinii <span class="_ _1d"> </span>i <span class="_ _1d"> </span>sądów, </div><div class="t m0 xc h2 y42 ff1 fs0 fc0 sc0 ls0 ws0">a w szczególności <span class="_ _0"></span>nie <span class="_ _14"></span>powinien <span class="_ _0"></span>do<span class="_ _0"></span>magać <span class="_ _0"></span>się <span class="_ _0"></span>ani <span class="_ _14"></span>nie <span class="_ _0"></span>przyjmo<span class="_ _0"></span>wać <span class="_ _14"></span>nieuzasadnionych <span class="_ _0"></span>korzyści, <span class="_ _0"></span>k<span class="_ _0"></span>tóre <span class="_ _0"></span>mo<span class="_ _0"></span>głyby <span class="_ _0"></span>rzutować<span class="_ _0"></span> <span class="_ _0"></span>negatywnie <span class="_ _0"></span>na <span class="_ _14"></span>ocenę </div><div class="t m0 xc h2 y43 ff1 fs0 fc0 sc0 ls0 ws0">niezależności <span class="_ _7"></span>jego <span class="_ _3"></span>opinii <span class="_ _7"></span>i <span class="_ _3"></span>sądów, <span class="_ _7"></span>pow<span class="_ _0"></span>inien <span class="_ _7"></span>wyraźnie <span class="_ _7"></span>zg<span class="_ _0"></span>łaszać <span class="_ _3"></span>swój <span class="_ _7"></span>sprzeciw <span class="_ _3"></span>i <span class="_ _7"></span>zdanie <span class="_ _7"></span>o<span class="_ _0"></span>drębne <span class="_ _7"></span>w <span class="_ _3"></span>przypadku <span class="_ _3"></span>uznania, <span class="_ _7"></span>że <span class="_ _7"></span>decyzja r<span class="_ _3"></span>ady <span class="_ _3"></span>nadzorczej </div><div class="t m0 xc h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">stoi w sprzeczności z interesem Spółki. </div><div class="t m0 xc h2 y45 ff1 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _1d"> </span>nadzorcza <span class="_ _15"> </span>może <span class="_ _15"> </span>delegować <span class="_ _1d"> </span>sw<span class="_ _0"></span>oich <span class="_ _1d"> </span>czł<span class="_ _0"></span>onków <span class="_ _1d"> </span>do <span class="_ _15"> </span>samodzielnego <span class="_ _1d"> </span>pełnienia<span class="_ _0"></span> <span class="_ _1d"> </span>określonych <span class="_ _15"> </span>czy<span class="_ _0"></span>nności <span class="_ _1d"> </span>nadzorczych. <span class="_ _15"> </span>Wynagrodzenie </div><div class="t m0 xc h2 y46 ff1 fs0 fc0 sc0 ls0 ws0">członków <span class="_ _1"> </span>rady <span class="_ _1"> </span>nadzorczej,  w <span class="_ _18"> </span>tym <span class="_ _18"> </span>także  członka <span class="_ _18"> </span>rady  na<span class="_ _3"></span>dzorczej, <span class="_ _1"> </span>któremu <span class="_ _18"> </span>rada  powierzyła <span class="_ _1"> </span>osobiste <span class="_ _18"> </span>wykonywanie <span class="_ _1"> </span>określonych  funkcji </div><div class="t m0 xc h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">nadzorczych, <span class="_ _1"> </span>ustala <span class="_ _18"> </span>Walne <span class="_ _18"> </span>Zgromadzenie. <span class="_ _18"> </span>Czł<span class="_ _0"></span>onek <span class="_ _18"> </span>rady <span class="_ _1"> </span>delegowany <span class="_ _1"> </span>do <span class="_ _18"> </span>cza<span class="_ _0"></span>sowego <span class="_ _18"> </span>wykonywania <span class="_ _18"> </span>czynności <span class="_ _1"> </span>członka <span class="_ _18"> </span>zarzą<span class="_ _0"></span>du <span class="_ _18"> </span>otrzymuje </div><div class="t m0 xc h2 y48 ff1 fs0 fc0 sc0 ls0 ws0">wynagrodzenie w wysokości przewidzianej dla członka za<span class="_ _0"></span>rządu, którego obowiązki pełni na podstawie delegacji rady nadzo<span class="_ _0"></span>rczej. </div><div class="t m0 xc h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _1b"></span>rady <span class="_ _18"> </span>zobowiązani <span class="_ _1b"></span>są <span class="_ _1b"></span>podejmować <span class="_ _18"> </span>odpowiednie <span class="_ _1a"></span>c<span class="_ _0"></span>zynności, <span class="_ _18"> </span>aby <span class="_ _1b"></span>otrzymywać <span class="_ _1b"></span>o<span class="_ _0"></span>d <span class="_ _1a"></span>za<span class="_ _0"></span>rządu <span class="_ _1b"></span>regularne <span class="_ _1b"></span>i <span class="_ _18"> </span>wyczerpujące <span class="_ _1b"></span>informacje </div><div class="t m0 xc h2 y4a ff1 fs0 fc0 sc0 ls0 ws0">o wszystkich istotnych sprawach dotycząc<span class="_ _0"></span>ych działalności Spółki. </div><div class="t m0 xc h2 y4b ff1 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _1a"></span>rady <span class="_ _14"></span>nadzorczej <span class="_ _1a"></span>są <span class="_ _14"></span>zobow<span class="_ _0"></span>iązani <span class="_ _14"></span>do <span class="_ _1a"></span>lojalności <span class="_ _14"></span>w<span class="_ _0"></span>obec <span class="_ _14"></span>Spółki <span class="_ _1a"></span>i <span class="_ _1a"></span>niepodejmowania <span class="_ _14"></span>żadnyc<span class="_ _0"></span>h <span class="_ _14"></span>działań <span class="_ _1a"></span>noszących <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>stosunku <span class="_ _14"></span>do <span class="_ _1a"></span>niej </div><div class="t m0 xc h2 y4c ff1 fs0 fc0 sc0 ls0 ws0">cech konkurencyjności, <span class="_ _3"></span>tj. w szcze<span class="_ _3"></span>gólności nie <span class="_ _3"></span>mogą uczestniczyć we <span class="_ _3"></span>władzach oraz być<span class="_ _3"></span> wspólnikiem/akcjonariuszem sp<span class="_ _3"></span>ółek o podo<span class="_ _3"></span>bnym do </div><div class="t m0 xc h2 y4d ff1 fs0 fc0 sc0 ls0 ws0">Spółki zakresie działalności. </div><div class="t m0 xc h2 y4e ff1 fs0 fc0 sc0 ls0 ws0">Członkowie rady <span class="_ _0"></span>nadzorczej <span class="_ _0"></span>powinni uc<span class="_ _0"></span>zestniczyć <span class="_ _0"></span>w obradach <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia w <span class="_ _14"></span>składzie u<span class="_ _0"></span>możliwiającym <span class="_ _0"></span>udzielenie merytoryc<span class="_ _0"></span>znej </div><div class="t m0 xc h2 y4f ff1 fs0 fc0 sc0 ls0 ws0">odpowiedzi na pytania zadawane w trakcie W<span class="_ _0"></span>alnego Zgromadzenia. </div><div class="t m0 xc h2 y50 ff1 fs0 fc0 sc0 ls0 ws0">Niezwłocznie po wyborze członka r<span class="_ _3"></span>ady nadzorczej do rady jest on <span class="_ _7"></span>z<span class="_ _0"></span>obo<span class="_ _0"></span>wiązany przekazać Spółce i<span class="_ _3"></span>nformacje dotyczące swojej osoby, a także </div><div class="t m0 xc h2 y51 ff1 fs0 fc0 sc0 ls0 ws0">informacje na temat swoich powiązań z akc<span class="_ _0"></span>jonariuszami dysponującymi akcjami reprezentującymi nie mniej niż 5% ogólnej liczby gło<span class="_ _0"></span>sów na </div><div class="t m0 xc h2 y52 ff1 fs0 fc0 sc0 ls0 ws0">Walnym <span class="_ _14"></span>Zgromadzeniu. <span class="_ _0"></span>O<span class="_ _0"></span>bowiązek <span class="_ _14"></span>ten <span class="_ _14"></span>dotyczy <span class="_ _14"></span>powiązań <span class="_ _14"></span>natury <span class="_ _14"></span>ekonomicznej, <span class="_ _14"></span>rodzinnej <span class="_ _0"></span>lub <span class="_ _14"></span>innej, <span class="_ _14"></span>mo<span class="_ _0"></span>gących <span class="_ _14"></span>mieć <span class="_ _14"></span>wpływ <span class="_ _14"></span>na <span class="_ _14"></span>stanowisko </div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi xc y13 wa hb" alt="" src="data:image/png;base64,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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">51</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">członka <span class="_ _1"> </span>rady <span class="_ _18"> </span>nadzo<span class="_ _0"></span>rczej <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _1"> </span>sprawach <span class="_ _18"> </span>rozstrzyganych <span class="_ _1"> </span>przez <span class="_ _1"> </span>radę. <span class="_ _18"> </span>Po<span class="_ _0"></span>nadto <span class="_ _18"> </span>czło<span class="_ _0"></span>nek <span class="_ _18"> </span>rady <span class="_ _1"> </span>nadzorczej  zobo<span class="_ _3"></span>wiązany <span class="_ _1"> </span>jest <span class="_ _18"> </span>do <span class="_ _1"> </span>niezwłocznego </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">poinformowania <span class="_ _14"></span>zarządu <span class="_ _14"></span>o <span class="_ _14"></span>transakcjach <span class="_ _14"></span>nabycia <span class="_ _14"></span>lub <span class="_ _0"></span>zby<span class="_ _0"></span>cia <span class="_ _14"></span>akcji <span class="_ _14"></span>Spółki,<span class="_ _0"></span> <span class="_ _0"></span>spółk<span class="_ _0"></span>i <span class="_ _0"></span>wo<span class="_ _0"></span>bec <span class="_ _14"></span>niej <span class="_ _0"></span>do<span class="_ _0"></span>minującej <span class="_ _14"></span>lub <span class="_ _0"></span>zal<span class="_ _0"></span>eżnej, <span class="_ _14"></span>a <span class="_ _0"></span>także <span class="_ _14"></span>o<span class="_ _0"></span> <span class="_ _0"></span>tra<span class="_ _0"></span>nsakcjach </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">z takimi spółkami, o ile są one istotne dla jego sytuacji materialnej.<span class="_ _0"></span> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">W dniach 27 marca, 15 maja, 11 września, 13 listopada, 14 grudnia 2023 ro<span class="_ _0"></span>ku odbyły się posiedzenia rady nadzorczej Spółki. </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">W ramach rady nadzorczej utworzo<span class="_ _0"></span>ny został jeden komitet tj. Komitet Audytu. </div><div class="t m0 xc h13 y630 ff1 fs3 fc3 sc0 ls0 ws0">4.15.<span class="ff5"> <span class="_ _14"></span></span>Komit<span class="_ _0"></span>et Audytu </div><div class="t m0 xc h2 y631 ff1 fs0 fc0 sc0 ls0 ws0">Komitet <span class="_ _7"></span>audytu jest <span class="_ _7"></span>stały<span class="_ _0"></span>m <span class="_ _3"></span>komitetem <span class="_ _7"></span>rady nadzorczej. <span class="_ _7"></span>W<span class="_ _0"></span> <span class="_ _7"></span>2<span class="_ _0"></span>023 <span class="_ _3"></span>roku <span class="_ _7"></span>oraz d<span class="_ _3"></span>o <span class="_ _3"></span>dnia <span class="_ _7"></span>zatwi<span class="_ _0"></span>erdzenia <span class="_ _7"></span>do publikacji <span class="_ _7"></span>ni<span class="_ _0"></span>niejszego <span class="_ _3"></span>sprawozdania <span class="_ _7"></span>skład<span class="_ _0"></span> </div><div class="t m0 xc h2 y632 ff1 fs0 fc0 sc0 ls0 ws0">komitetu audytu nie uległ zmianie i funkcjonował w<span class="_ _0"></span> składzie: </div><div class="t m0 xc h2 y4e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Emilia Sawicka – przewodniczący komitetu audytu, czło<span class="_ _0"></span>nek niezależny komitetu audytu, </div><div class="t m0 x21 h2 y5c ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Bartosz Krzesiak – wiceprzewodnicząc<span class="_ _0"></span>y komitetu audytu, członek niezależny komitetu audytu, </div><div class="t m0 x21 h2 y4e2 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>Jan Olczyk – sekretarz komitetu audytu. </div><div class="t m0 xc h2 y4e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y4e4 ff1 fs0 fc0 sc0 ls0 ws0">W dniu<span class="_ _3"></span> 6 września <span class="_ _7"></span>20<span class="_ _0"></span>21 roku r<span class="_ _3"></span>ada nadzorcza spółki Lokum <span class="_ _3"></span>Deweloper <span class="_ _7"></span>S.<span class="_ _0"></span>A. podjęła uchwałę w <span class="_ _3"></span>sprawie <span class="_ _3"></span>powołania członków komitetu au<span class="_ _3"></span>dytu </div><div class="t m0 xc h2 y4e5 ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _1b"></span>no<span class="_ _0"></span>wą <span class="_ _18"> </span>kadencję <span class="_ _1b"></span>w<span class="_ _0"></span> <span class="_ _18"> </span>jego <span class="_ _18"> </span>dotychczasowym <span class="_ _18"> </span>składzie <span class="_ _18"> </span>i <span class="_ _1b"></span>po<span class="_ _0"></span>stanowiła <span class="_ _18"> </span>powierzyć: <span class="_ _18"> </span>pani <span class="_ _18"></span>Emilii <span class="_ _18"></span>Sawickiej <span class="_ _18"> </span>funkcję <span class="_ _1b"></span>przew<span class="_ _0"></span>odniczącego <span class="_ _18"> </span>komitetu </div><div class="t m0 xc h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">audytu; panu <span class="_ _0"></span>Bartoszo<span class="_ _0"></span>wi <span class="_ _0"></span>Krzesiakowi <span class="_ _0"></span>funkcję w<span class="_ _0"></span>iceprzewodniczącego ko<span class="_ _0"></span>mitetu audytu; <span class="_ _0"></span>panu <span class="_ _0"></span>Janow<span class="_ _0"></span>i <span class="_ _0"></span>Olczykowi <span class="_ _0"></span>funkcję sekretarza <span class="_ _0"></span>komitetu </div><div class="t m0 xc h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0">audytu.   </div><div class="t m0 xc h2 y4e8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y49d ff3 fs0 fc0 sc0 ls0 ws0">Zakres odpowiedzialności Komitetu i kierunkowe kompetencje<span class="_ _0"></span> jego członków </div><div class="t m0 xc h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">Komitet audytu we <span class="_ _0"></span>wskazanym <span class="_ _0"></span>składzie spełnia kryteria niezależn<span class="_ _0"></span>ości oraz <span class="_ _0"></span>pozostałe wymagania określone w art<span class="_ _0"></span>. 128 <span class="_ _0"></span>ust.1 i art. <span class="_ _0"></span>129 ust. 1, </div><div class="t m0 xc h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">3, 5 i 6 ustawy z dnia 11 maja 2017 roku o biegłych rewidentach, fir<span class="_ _0"></span>mach audytorskich oraz nadzorze publicznym, tj. </div><div class="t m0 x21 h2 y4e9 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>przynajmniej <span class="_ _18"> </span>jeden <span class="_ _18"> </span>członek <span class="_ _18"> </span>komitetu <span class="_ _18"></span>audytu <span class="_ _18"> </span>posiada <span class="_ _18"> </span>wiedzę <span class="_ _18"> </span>i <span class="_ _18"> </span>umiejętności <span class="_ _18"> </span>w <span class="_ _18"> </span>zakresie <span class="_ _18"> </span>rachunkow<span class="_ _0"></span>ości <span class="_ _18"> </span>lub <span class="_ _18"> </span>badania <span class="_ _18"> </span>sprawozdań </div><div class="t m0 x14 h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0">finansowych: </div><div class="t m0 x14 h2 y4eb ff1 fs0 fc0 sc0 ls0 ws0">Emilia <span class="_ _0"></span>Sawicka <span class="_ _14"></span>– <span class="_ _0"></span>nr <span class="_ _0"></span>biegłego <span class="_ _14"></span>11750, <span class="_ _0"></span>wspólnik <span class="_ _0"></span>firmy <span class="_ _14"></span>audytorskiej <span class="_ _0"></span>o <span class="_ _14"></span>której <span class="_ _0"></span>mo<span class="_ _0"></span>wa <span class="_ _0"></span>w <span class="_ _14"></span>art. <span class="_ _0"></span>46 <span class="_ _0"></span>pkt <span class="_ _14"></span>2–4 <span class="_ _0"></span>ustawy <span class="_ _0"></span>z <span class="_ _14"></span>dnia <span class="_ _0"></span>11 <span class="_ _0"></span>maja <span class="_ _14"></span>2017 <span class="_ _0"></span>rok<span class="_ _0"></span>u </div><div class="t m0 x14 h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">o biegłych  rewiden<span class="_ _3"></span>tach,  firmach  audytorskich  oraz <span class="_ _1"> </span>nadzorze  pub<span class="_ _3"></span>licznym,  osoba  fizyczna <span class="_ _18"> </span>w<span class="_ _0"></span>  tym  osob<span class="_ _3"></span>a  prowadząca <span class="_ _1"> </span>działalność </div><div class="t m0 x14 h2 y4ec ff1 fs0 fc0 sc0 ls0 ws0">gospodarczą <span class="_ _18"> </span>inna <span class="_ _1b"></span>niż <span class="_ _18"> </span>osoba<span class="_ _0"></span> <span class="_ _18"> </span>o <span class="_ _18"> </span>której <span class="_ _18"> </span>mowa <span class="_ _18"> </span>w <span class="_ _18"> </span>art. <span class="_ _1b"></span>46 <span class="_ _18"> </span>pkt <span class="_ _18"> </span>1 <span class="_ _18"> </span>ustawy <span class="_ _18"> </span>z <span class="_ _18"> </span>dnia <span class="_ _1b"></span>11<span class="_ _0"></span> <span class="_ _18"> </span>maja <span class="_ _18"> </span>2017 <span class="_ _18"> </span>roku <span class="_ _18"> </span>o <span class="_ _18"> </span>biegłych <span class="_ _1b"></span>r<span class="_ _0"></span>ewidentach, <span class="_ _18"> </span>firmach </div><div class="t m0 x14 h2 y633 ff1 fs0 fc0 sc0 ls0 ws0">audytorskich oraz nadzorze publicznym‚<span class="_ _0"></span> która zawarła umowę cywilnoprawną z firmą audytorską; </div><div class="t m0 x14 h2 y634 ff1 fs0 fc0 sc0 ls0 ws0">Bartosz <span class="_ _0"></span>Krzesiak <span class="_ _0"></span>– <span class="_ _14"></span>członek <span class="_ _14"></span>rady <span class="_ _0"></span>nadzo<span class="_ _0"></span>rczej <span class="_ _0"></span>Spółki <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>2016 <span class="_ _14"></span>roku. <span class="_ _0"></span>Ukończył <span class="_ _14"></span>Szkołę <span class="_ _0"></span>Głów<span class="_ _0"></span>ną <span class="_ _0"></span>Handlową, <span class="_ _0"></span>kierunek: <span class="_ _14"></span>finanse <span class="_ _0"></span>i <span class="_ _0"></span>bankowo<span class="_ _0"></span>ść </div><div class="t m0 x14 h2 y635 ff1 fs0 fc0 sc0 ls0 ws0">(specjalizacja <span class="_ _15"> </span>bankowość <span class="_ _15"> </span>inwestycyjna). <span class="_ _15"> </span>Posiada <span class="_ _15"> </span>wieloletnie <span class="_ _15"> </span>do<span class="_ _0"></span>świadczenie <span class="_ _1d"> </span>zawo<span class="_ _0"></span>dowe <span class="_ _15"> </span>na <span class="_ _15"> </span>rynku <span class="_ _15"> </span>kapitało<span class="_ _0"></span>wym <span class="_ _15"> </span>w <span class="_ _15"> </span>tym <span class="_ _15"> </span>przede </div><div class="t m0 x14 h2 y636 ff1 fs0 fc0 sc0 ls0 ws0">wszystkim <span class="_ _18"> </span>w <span class="_ _1"> </span>zakresie <span class="_ _18"> </span>realizac<span class="_ _0"></span>ji <span class="_ _1"> </span>projektów <span class="_ _18"> </span>emisji <span class="_ _18"> </span>ak<span class="_ _0"></span>cji <span class="_ _18"> </span>na<span class="_ _0"></span> <span class="_ _18"> </span>rynk<span class="_ _0"></span>u <span class="_ _18"> </span>publicznym  (GPW <span class="_ _18"> </span>i <span class="_ _18"> </span>NewConnect<span class="_ _0"></span> <span class="_ _18"> </span>– <span class="_ _1"> </span>emisje <span class="_ _18"> </span>pierwot<span class="_ _0"></span>ne <span class="_ _18"> </span>i <span class="_ _18"> </span>w<span class="_ _0"></span>tórne) </div><div class="t m0 x14 h2 y637 ff1 fs0 fc0 sc0 ls0 ws0">i niepublicznym oraz obow<span class="_ _0"></span>iązków informacyjnych spółek publicznych. Certyfikowany Doradca w ASO; </div><div class="t m0 x21 h2 y171 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>przynajmniej jeden członek komitetu audytu posiada wiedzę i <span class="_ _0"></span>umiejętności z zakresu branży, w której działa Spółk<span class="_ _0"></span>a: </div><div class="t m0 x14 h2 y407 ff1 fs0 fc0 sc0 ls0 ws0">Jan Olczyk <span class="_ _3"></span>– absolwen<span class="_ _3"></span>t Akademii <span class="_ _3"></span>Leona Koźmińskiego w <span class="_ _3"></span>Warszawie. <span class="_ _3"></span>W lipcu <span class="_ _3"></span>2017 roku <span class="_ _3"></span>obronił z<span class="_ _3"></span> wyróżnienie<span class="_ _3"></span>m pracę <span class="_ _3"></span>magisterską na </div><div class="t m0 x14 h2 y612 ff1 fs0 fc0 sc0 ls0 ws0">kierunku Finance and Accounting (specjalizacja Corporate Finance). Aktualnie pracuje na stanowisku analityka finansowego w firmie </div><div class="t m0 x14 h2 y613 ff1 fs0 fc0 sc0 ls0 ws0">Apeiron Synthesis S.A., od wielu lat działa w branży – jako w<span class="_ _0"></span>iceprzewodniczący rady nadzorczej Spółki; </div><div class="t m0 x21 h2 y614 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>większość członków komitetu audytu, w tym jego przewodnicząc<span class="_ _0"></span>y jest niezależna od Spółki. </div><div class="t m0 x21 h2 y615 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h12 y616 ff3 fs0 fc0 sc0 ls0 ws0">Nadzór komitetu audytu i zapewnienia zgodności <span class="_ _0"></span>nad wyborem firmy audytorsk<span class="_ _0"></span>iej </div><div class="t m0 xc h2 y617 ff1 fs0 fc0 sc0 ls0 ws0">Komitet <span class="_ _1d"> </span>audytu  wypracow<span class="_ _0"></span>ał <span class="_ _1d"> </span>politykę  wy<span class="_ _0"></span>boru  firmy<span class="_ _0"></span> <span class="_ _1d"> </span>audytorskiej  do <span class="_ _1d"> </span>przeprow<span class="_ _0"></span>adzania  badania <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>politykę <span class="_ _1d"> </span>świadczenia <span class="_ _1d"> </span>przez <span class="_ _1d"> </span>firmę </div><div class="t m0 xc h2 y618 ff1 fs0 fc0 sc0 ls0 ws0">audytorską  przeprowadzając<span class="_ _0"></span>ą  badanie,  p<span class="_ _0"></span>rzez  podmioty <span class="_ _1d"> </span>powiązane  z <span class="_ _1d"> </span>tą <span class="_ _1d"> </span>firmą  audytorską <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>przez  czł<span class="_ _0"></span>onka  sieci <span class="_ _1d"> </span>firmy  audyt<span class="_ _0"></span>orskiej </div><div class="t m0 xc h2 y78 ff1 fs0 fc0 sc0 ls0 ws0">dozwolonych <span class="_ _0"></span>usług niebędących <span class="_ _0"></span>badaniem, k<span class="_ _0"></span>tóre to <span class="_ _0"></span>dokumenty z<span class="_ _0"></span>ostały <span class="_ _0"></span>zatwierdzone <span class="_ _0"></span>przez radę <span class="_ _0"></span>nadzorczą <span class="_ _0"></span>Spółki o<span class="_ _0"></span>dpowiednio uchwałam<span class="_ _0"></span>i </div><div class="t m0 xc h2 y619 ff1 fs0 fc0 sc0 ls0 ws0">nr 8/10/2017 oraz 9/10/2017 z dnia 18 października 2017 ro<span class="_ _0"></span>ku. </div><div class="t m0 xc h2 y61a ff1 fs0 fc0 sc0 ls0 ws0">Głównymi  założeniami <span class="_ _18"> </span>polityki  wyboru <span class="_ _18"> </span>firmy  audytorskiej <span class="_ _18"> </span>do  przeprowadzania <span class="_ _18"> </span>badania  jest <span class="_ _18"> </span>ki<span class="_ _0"></span>erowanie <span class="_ _1"> </span>się  d<span class="_ _3"></span>bałością <span class="_ _1"> </span>o <span class="_ _1"> </span>przestrzeganie </div><div class="t m0 xc h2 y61b ff1 fs0 fc0 sc0 ls0 ws0">obowiązujących <span class="_ _1a"></span>regulacji <span class="_ _14"></span>prawnych <span class="_ _1a"></span>oraz <span class="_ _1a"></span>wy<span class="_ _0"></span>tycznych <span class="_ _14"></span>i <span class="_ _1a"></span>wyjaśnień <span class="_ _14"></span>właściw<span class="_ _0"></span>ych <span class="_ _14"></span>organów <span class="_ _1a"></span>nadzoru <span class="_ _1a"></span>obowiązujący<span class="_ _0"></span>ch <span class="_ _14"></span>jednostki <span class="_ _14"></span>za<span class="_ _0"></span>interesowania </div><div class="t m0 xc h2 y61c ff1 fs0 fc0 sc0 ls0 ws0">publicznego <span class="_ _0"></span>rozumiane <span class="_ _14"></span>według <span class="_ _14"></span>ustawy <span class="_ _0"></span>z <span class="_ _14"></span>dnia <span class="_ _0"></span>11 <span class="_ _14"></span>maja <span class="_ _0"></span>2017<span class="_ _0"></span> <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>biegłych <span class="_ _0"></span>r<span class="_ _0"></span>ewidentach, <span class="_ _14"></span>firmach <span class="_ _14"></span>audytorskich <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>nadzorze <span class="_ _14"></span>publiczny<span class="_ _0"></span>m, </div><div class="t m0 xc h2 y61d ff1 fs0 fc0 sc0 ls0 ws0">mających na celu:  </div><div class="t m0 x21 h2 y638 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>eliminację ryzyka naruszenia n<span class="_ _3"></span>iezależności i uchybienia zasadzie <span class="_ _3"></span>sceptycyzmu zawodow<span class="_ _0"></span>ego ze s<span class="_ _3"></span>trony firmy au<span class="_ _3"></span>dytorskiej lub biegłego </div><div class="t m0 x14 h2 y639 ff1 fs0 fc0 sc0 ls0 ws0">rewidenta; </div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi xc y13 wa hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">52</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x21 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>wzmocnienie niezależności i obiektywizm<span class="_ _0"></span>u firm audytorskich i biegłych rewidentów; </div><div class="t m0 x21 h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>zapewnienie odpowiedniej jakości badań ustawow<span class="_ _0"></span>ych poprzez podwyższenie standardów raportowania z badania. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">Głównymi  założeniami  polityki  świadczenia  przez  firmę  audytorską  przeprowadzającą  badanie,  przez  podmioty  powiązane  z  tą  firmą </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">audytorską <span class="_ _8d"> </span>oraz <span class="_ _19"> </span>przez <span class="_ _8d"> </span>czł<span class="_ _0"></span>onka <span class="_ _8d"> </span>sieci<span class="_ _0"></span> <span class="_ _8d"> </span>firmy <span class="_ _19"> </span>audytorskiej <span class="_ _8d"> </span>do<span class="_ _0"></span>zwolo<span class="_ _0"></span>nych <span class="_ _8d"> </span>usług <span class="_ _8d"> </span>nie<span class="_ _0"></span>będących <span class="_ _8d"> </span>badaniem <span class="_ _19"> </span>jest <span class="_ _19"> </span>kierowanie <span class="_ _19"> </span>się <span class="_ _8d"> </span>dbało<span class="_ _0"></span>ścią </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">o przestrzeganie <span class="_ _14"></span>obo<span class="_ _0"></span>wiązujących <span class="_ _14"></span>regulacji <span class="_ _1a"></span>prawnych <span class="_ _14"></span>oraz <span class="_ _1a"></span>wy<span class="_ _0"></span>tycznych <span class="_ _14"></span>i <span class="_ _1a"></span>wyjaśnień <span class="_ _14"></span>w<span class="_ _0"></span>łaściwych <span class="_ _1a"></span>organów <span class="_ _14"></span>nadzoru <span class="_ _1a"></span>obowiązującyc<span class="_ _0"></span>h <span class="_ _14"></span>jednostki </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">zainteresowania <span class="_ _18"> </span>publiczne<span class="_ _0"></span>go <span class="_ _1"> </span>rozumiane <span class="_ _18"> </span>według<span class="_ _0"></span> <span class="_ _18"> </span>ustawy  z <span class="_ _18"> </span>dnia <span class="_ _1"> </span>11 <span class="_ _1"> </span>maja  2017<span class="_ _3"></span> <span class="_ _1"> </span>roku <span class="_ _18"> </span>o  biegłych <span class="_ _18"> </span>rewidentach, <span class="_ _18"> </span>firmac<span class="_ _0"></span>h <span class="_ _18"> </span>audytorsk<span class="_ _0"></span>ich <span class="_ _1"> </span>oraz </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">nadzorze publicznym, mającyc<span class="_ _0"></span>h na celu: </div><div class="t m0 x21 h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>eliminację ryzyka naruszenia n<span class="_ _3"></span>iezależności i uchybienia zasadzie <span class="_ _3"></span>sceptycyzmu zawodow<span class="_ _0"></span>ego ze s<span class="_ _3"></span>trony firmy au<span class="_ _3"></span>dytorskiej lub biegłego </div><div class="t m0 x14 h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">rewidenta; </div><div class="t m0 x21 h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>poprawę jakości badań ustawowych poprzez podwyższenie stand<span class="_ _0"></span>ardów raportowania z badania; </div><div class="t m0 x21 h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>zwiększenie <span class="_ _18"> </span>kompetencji <span class="_ _18"> </span>komitetu <span class="_ _18"> </span>audytu <span class="_ _18"> </span>Spółki <span class="_ _18"> </span>jako <span class="_ _18"> </span>c<span class="_ _0"></span>iała <span class="_ _18"> </span>odgrywającego <span class="_ _18"> </span>istotną <span class="_ _18"> </span>rolę <span class="_ _18"> </span>dla <span class="_ _18"> </span>zapewnienia <span class="_ _18"> </span>wysokiej <span class="_ _18"> </span>jakości <span class="_ _18"> </span>badań </div><div class="t m0 x14 h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">ustawowych. </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"></span>wyniku <span class="_ _1a"></span>przeprow<span class="_ _0"></span>adzonej <span class="_ _1a"></span>procedury <span class="_ _1a"></span>wyboru <span class="_ _1a"></span>firmy <span class="_ _1a"></span>a<span class="_ _0"></span>udytorskiej <span class="_ _1b"></span>komitet <span class="_ _1a"></span>audytu <span class="_ _1b"></span>Spółki <span class="_ _1a"></span>zarekomendował <span class="_ _1a"></span>radzie <span class="_ _1a"></span>nadzo<span class="_ _0"></span>rczej <span class="_ _1a"></span>Spół<span class="_ _0"></span>ki <span class="_ _1a"></span>firmy </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">audytorskie, <span class="_ _1b"></span>do <span class="_ _1b"></span>przeprow<span class="_ _0"></span>adzenia <span class="_ _1b"></span>badania <span class="_ _1b"></span>oraz <span class="_ _1b"></span>przeglą<span class="_ _0"></span>du <span class="_ _1b"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _1b"></span>finansowego <span class="_ _1b"></span>Spółki <span class="_ _1b"></span>oraz <span class="_ _18"> </span>badania <span class="_ _1b"></span>i <span class="_ _1b"></span>przeglądu<span class="_ _0"></span> <span class="_ _1b"></span>skonsolidowanego </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _14"></span>finansowego <span class="_ _14"></span>S<span class="_ _0"></span>półki <span class="_ _14"></span>za <span class="_ _1a"></span>lata <span class="_ _14"></span>2022, <span class="_ _1a"></span>2023 <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _14"></span>2024. <span class="_ _14"></span>P<span class="_ _0"></span>owy<span class="_ _0"></span>ższa <span class="_ _14"></span>rekomendacja <span class="_ _14"></span>spełniała<span class="_ _0"></span> <span class="_ _14"></span>obow<span class="_ _0"></span>iązujące <span class="_ _14"></span>warunki <span class="_ _14"></span>i <span class="_ _1a"></span>była <span class="_ _14"></span>wolna <span class="_ _1a"></span>od </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">wpływów stron trzecich. </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">Rada  Nadzorcza  spółki  d<span class="_ _3"></span>ominującej,  działając  zgodnie  z  obowiązującymi  przepis<span class="_ _3"></span>ami  i  normami  zawodowymi,  dokonała  wyboru  f<span class="_ _3"></span>irmy </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">audytorskiej <span class="_ _14"></span>do <span class="_ _14"></span>badania <span class="_ _1a"></span>sprawozdań <span class="_ _14"></span>finansowych. <span class="_ _14"></span>Firmą <span class="_ _1a"></span>audytorską <span class="_ _14"></span>wybraną <span class="_ _14"></span>do <span class="_ _1a"></span>badania <span class="_ _14"></span>sprawo<span class="_ _0"></span>zdań <span class="_ _14"></span>finansowych <span class="_ _14"></span>Spół<span class="_ _0"></span>ki <span class="_ _14"></span>jest <span class="_ _14"></span>spółka <span class="_ _1a"></span>PKF </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">Consult <span class="_ _1a"></span>sp. <span class="_ _1a"></span>z <span class="_ _1a"></span>o<span class="_ _0"></span>.o. <span class="_ _1a"></span>sp. <span class="_ _1a"></span>k. <span class="_ _1a"></span>z <span class="_ _1b"></span>siedzibą <span class="_ _1a"></span>w <span class="_ _1a"></span>Warszaw<span class="_ _0"></span>ie <span class="_ _1a"></span>przy <span class="_ _1a"></span>ul. <span class="_ _1a"></span>Orzyck<span class="_ _0"></span>iej <span class="_ _1a"></span>6 <span class="_ _1a"></span>lok. <span class="_ _1a"></span>1B<span class="_ _0"></span>, <span class="_ _1a"></span>wpisaną <span class="_ _1a"></span>na <span class="_ _1a"></span>listę <span class="_ _1a"></span>firm <span class="_ _1a"></span>audytorskich <span class="_ _1b"></span>prowadzoną <span class="_ _1a"></span>przez <span class="_ _1b"></span>Polską </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">Agencję Nadzoru Audytowego pod nr 477. </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">W dniach 20 marca, 27 marca, 15 maja 11 września oraz <span class="_ _0"></span>13 listopada 2023 roku odbyły się posiedzenia komitetu audytu Spółki. </div><div class="t m0 xc h2 y35 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y36 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">53</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">5.<span class="ff4"> <span class="_ _a"> </span></span>Pozostałe informacje </div><div class="t m0 xc h13 y54 ff1 fs3 fc3 sc0 ls0 ws0">5.1.<span class="ff5"> <span class="_ _b"> </span></span>Wskazanie postępowań toczących s<span class="_ _0"></span>ię przed sądem, organem właśc<span class="_ _0"></span>iwym dla postępowania </div><div class="t m0 x14 h13 y207 ff1 fs3 fc3 sc0 ls0 ws0">arbitrażowego lub o<span class="_ _0"></span>rganem administracji publicznej </div><div class="t m0 xc h2 y63a ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1b"></span>8 <span class="_ _1b"></span>lute<span class="_ _0"></span>go <span class="_ _1b"></span>2017 <span class="_ _1b"></span>roku<span class="_ _0"></span> <span class="_ _1b"></span>Spół<span class="_ _0"></span>ka <span class="_ _1b"></span>dominująca <span class="_ _1b"></span>wytoczy<span class="_ _0"></span>ła <span class="_ _1b"></span>pow<span class="_ _0"></span>ództwo <span class="_ _1b"></span>o <span class="_ _1b"></span>zapłat<span class="_ _0"></span>ę <span class="_ _1b"></span>kwoty <span class="_ _1b"></span>426 <span class="_ _1b"></span>tys. <span class="_ _1b"></span>PL<span class="_ _0"></span>N. <span class="_ _1b"></span>Jednak <span class="_ _1b"></span>z <span class="_ _1b"></span>uwagi<span class="_ _0"></span> <span class="_ _1b"></span>na <span class="_ _18"></span>bezskuteczność </div><div class="t m0 xc h2 y63b ff1 fs0 fc0 sc0 ls0 ws0">egzekucji postępowanie <span class="_ _0"></span>egzekucyjne zo<span class="_ _0"></span>stało <span class="_ _0"></span>umorzone. W <span class="_ _0"></span>dniu 22 <span class="_ _0"></span>stycznia 2019 <span class="_ _0"></span>roku <span class="_ _0"></span>Spółka <span class="_ _0"></span>wytoczyła <span class="_ _0"></span>w <span class="_ _0"></span>trybie art. 299 <span class="_ _0"></span>k.s.h. po<span class="_ _0"></span>wództwo </div><div class="t m0 xc h2 y244 ff1 fs0 fc0 sc0 ls0 ws0">o zapłatę kwoty 520 ty<span class="_ _0"></span>s. PLN przeciwko członkom zarządu pozwanej uprzednio spółki z uwagi na bezskuteczną egzekucję z jej majątku.  </div><div class="t m0 xc h2 y63c ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _7"></span>29 <span class="_ _3"></span>kwietnia <span class="_ _7"></span>2020 r<span class="_ _3"></span>oku, p<span class="_ _3"></span>o <span class="_ _7"></span>rozpoz<span class="_ _0"></span>naniu <span class="_ _7"></span>sprawy <span class="_ _3"></span>sąd <span class="_ _7"></span>w<span class="_ _0"></span>ydał <span class="_ _3"></span>wyrok <span class="_ _7"></span>zasądzając<span class="_ _0"></span>y <span class="_ _7"></span>w cał<span class="_ _3"></span>ości <span class="_ _7"></span>żą<span class="_ _0"></span>danie <span class="_ _7"></span>Spółki. Str<span class="_ _3"></span>ona <span class="_ _3"></span>pozwana <span class="_ _3"></span>złożyła <span class="_ _7"></span>apelację </div><div class="t m0 xc h2 y63d ff1 fs0 fc0 sc0 ls0 ws0">od <span class="_ _14"></span>w<span class="_ _0"></span>yroku, <span class="_ _1a"></span>która <span class="_ _14"></span>z <span class="_ _1a"></span>uwagi <span class="_ _14"></span>na <span class="_ _1a"></span>brak <span class="_ _14"></span>fo<span class="_ _0"></span>rmalny <span class="_ _14"></span>zo<span class="_ _0"></span>stała <span class="_ _14"></span>odrzucona. <span class="_ _1a"></span>Wyrok <span class="_ _14"></span>jest <span class="_ _1a"></span>prawomoc<span class="_ _0"></span>ny. <span class="_ _14"></span>Wnioskiem <span class="_ _14"></span>z <span class="_ _1a"></span>dnia <span class="_ _14"></span>27<span class="_ _0"></span> <span class="_ _14"></span>kw<span class="_ _0"></span>ietnia <span class="_ _14"></span>2021 <span class="_ _1a"></span>roku <span class="_ _14"></span>Spółka<span class="_ _0"></span> </div><div class="t m0 xc h2 y63e ff1 fs0 fc0 sc0 ls0 ws0">wystąpiła <span class="_ _0"></span>o <span class="_ _0"></span>wszczęcie <span class="_ _0"></span>postepow<span class="_ _0"></span>ania e<span class="_ _0"></span>gzekucyjnego. <span class="_ _0"></span>Postępowan<span class="_ _0"></span>ie, <span class="_ _0"></span>którego <span class="_ _0"></span>stroną <span class="_ _0"></span>jest <span class="_ _14"></span>Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>wpływ<span class="_ _0"></span>a <span class="_ _0"></span>w <span class="_ _0"></span>sposób <span class="_ _0"></span>istotny <span class="_ _0"></span>na <span class="_ _0"></span>dzi<span class="_ _0"></span>ałalność </div><div class="t m0 xc h2 y63f ff1 fs0 fc0 sc0 ls0 ws0">Spółki dominującej oraz Grupy Kapitałowej. </div><div class="t m0 xc h13 y640 ff1 fs3 fc3 sc0 ls0 ws0">5.2.<span class="ff5"> <span class="_ _b"> </span></span>Informacje o zawart<span class="_ _0"></span>ych umowach znaczących dla działalności emitenta, w tym zn<span class="_ _0"></span>anych </div><div class="t m0 x14 h13 y641 ff1 fs3 fc3 sc0 ls0 ws0">emitentowi umowach zawart<span class="_ _0"></span>ych pomiędzy akcjonariuszami (w<span class="_ _0"></span>spólnikami), umowach </div><div class="t m0 x14 h13 y642 ff1 fs3 fc3 sc0 ls0 ws0">ubezpieczen<span class="_ _0"></span>ia, współpracy lub kooperacji  </div><div class="t m0 xc h2 y3d9 ff1 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _14"></span>Grupy <span class="_ _1a"></span>są <span class="_ _1a"></span>st<span class="_ _0"></span>roną <span class="_ _14"></span>umów<span class="_ _0"></span> <span class="_ _1a"></span>w <span class="_ _1a"></span>zakresie <span class="_ _14"></span>w<span class="_ _0"></span>ykonania <span class="_ _1a"></span>robót <span class="_ _14"></span>b<span class="_ _0"></span>udowlanych. <span class="_ _1a"></span>Umow<span class="_ _0"></span>y <span class="_ _14"></span>za<span class="_ _0"></span>wierane <span class="_ _14"></span>są <span class="_ _1a"></span>z <span class="_ _1a"></span>wieloma <span class="_ _1a"></span>dostawcami/w<span class="_ _0"></span>ykonawcami, <span class="_ _1a"></span>co </div><div class="t m0 xc h2 y643 ff1 fs0 fc0 sc0 ls0 ws0">sprawia, <span class="_ _18"> </span>że <span class="_ _18"> </span>żadna <span class="_ _18"> </span>z <span class="_ _18"> </span>nich <span class="_ _18"> </span>n<span class="_ _0"></span>ie <span class="_ _18"> </span>kwalifikuje <span class="_ _18"> </span>się <span class="_ _18"> </span>jako <span class="_ _1"> </span>znacząca,<span class="_ _0"></span> <span class="_ _18"> </span>przekraczająca <span class="_ _18"> </span>10% <span class="_ _18"> </span>kapitałów <span class="_ _18"> </span>w<span class="_ _0"></span>łasnych <span class="_ _18"></span>Spółki <span class="_ _18"> </span>(który <span class="_ _18"> </span>to <span class="_ _18"> </span>parametr <span class="_ _18"> </span>na <span class="_ _1"> </span>dzień </div><div class="t m0 xc h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">31 grudnia 2023 roku wynosi 10% z <span class="_ _0"></span>kwoty 700 383 tys. PLN, czyli 70 038 tys. PLN). </div><div class="t m0 xc h2 y56a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">Umowy ubezpieczenia zostały ujęte w tabeli poniżej.<span class="ff7 fs3">  </span></div><div class="t m0 xc h11 y644 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y645 ff3 fs9 fc4 sc0 ls0 ws0">Przedmiot ubezpiec<span class="_ _3"></span>zenia </div><div class="t m0 xc8 h16 y646 ff3 fs9 fc4 sc0 ls0 ws0">Ubezpieczający <span class="_ _11e"> </span>Ubezpieczony <span class="_ _103"> </span>Ubezpieczyciel </div><div class="t m0 x82 h16 y647 ff3 fs9 fc4 sc0 ls0 ws0">Suma ubezpieczenia / <span class="_ _3"></span>Suma </div><div class="t m0 xc9 h16 y5c2 ff3 fs9 fc4 sc0 ls0 ws0">gwarancyjna [w tys. PLN] </div><div class="t m0 x16 h15 y6a ff1 fs9 fc0 sc0 ls0 ws0">Ubezpieczenie ka<span class="_ _3"></span>rnoskar<span class="_ _3"></span>bowe <span class="_ _11f"> </span>Lokum Dewelop<span class="_ _3"></span>er S.A. </div><div class="c xca y648 w45 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">spółki z Grupy, </div></div><div class="t m0 xca h15 y6a ff1 fs9 fc0 sc0 ls0 ws0">członkowie władz, </div><div class="t m0 xca h15 y649 ff1 fs9 fc0 sc0 ls0 ws0">pracownicy </div><div class="t m0 xcb h15 y6a ff1 fs9 fc0 sc0 ls0 ws0">UNIQUA T.U. S.A. <span class="_ _75"> </span>5 <span class="_ _3"></span>000</div><div class="c x70 y64a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y516 ff1 fs9 fc0 sc0 ls0 ws0">OC osób zarząd<span class="_ _3"></span>zających </div><div class="c x7d y3ff w46 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A., </div></div><div class="t m0 x7d h15 y338 ff1 fs9 fc0 sc0 ls0 ws0">spółki ope<span class="_ _3"></span>racyjne Grupy</div><div class="c xcc y64b w47 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xca y3ff w48 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">członkowie organów, </div></div><div class="t m0 xca h15 y338 ff1 fs9 fc0 sc0 ls0 ws0">prokure<span class="_ _3"></span>nci, pracownicy </div><div class="t m0 xcb h15 y516 ff1 fs9 fc0 sc0 ls0 ws0">Generali<span class="_ _3"></span> T.U. S.A. <span class="_ _115"> </span>20 000</div><div class="c x70 y3d w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y16b w49 h25"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0">OC z tytułu prowadzone<span class="_ _3"></span>j </div></div><div class="t m0 x16 h15 y523 ff1 fs9 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x7d h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _120"> </span>spółki z Grupy </div><div class="c xcb y16b w4a h25"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y523 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 x71 h15 y266 ff1 fs9 fc0 sc0 ls0 ws0">10 000</div><div class="c x70 y33a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y64c ff1 fs9 fc0 sc0 ls0 ws0">Roboty b<span class="_ _3"></span>udowlano-montażowe <span class="_ _121"> </span>spółki ope<span class="_ _3"></span>racyjne Grupy</div><div class="c xcc y4ed w47 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h15 y64c ff1 fs9 fc0 sc0 ls0 ws0">spółki ope<span class="_ _3"></span>racyjne Grupy</div><div class="c xbe y4ed w33 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y64d w4b h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Wiener T.U. S.A. Vienna </div></div><div class="t m0 xcb h15 y230 ff1 fs9 fc0 sc0 ls0 ws0">Insurance Gr<span class="_ _3"></span>oup </div><div class="t m0 x72 h15 y64c ff1 fs9 fc0 sc0 ls0 ws0">213 300</div><div class="c x70 y4ed w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2e8 ff1 fs9 fc0 sc0 ls0 ws0">Mienie </div><div class="t m0 x7d h15 y64e ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _120"> </span>Lokum Dewelop<span class="_ _3"></span>er S.A </div><div class="t m0 xcb h15 y64f ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div><div class="t m0 xcb h15 y650 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xcd h15 y2e8 ff1 fs9 fc0 sc0 ls0 ws0">ubezpieczenie <span class="_ _3"></span>lokali: 9 442 </div><div class="c x5f y651 w4c h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y652 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="c xc9 y653 w4d h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">ubezpieczenie <span class="_ _3"></span>innego mienia:      </div></div><div class="t m0 x4b h15 y654 ff1 fs9 fc0 sc0 ls0 ws0">1 188</div><div class="c x70 y655 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3c4 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x7d h15 y201 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 4 <span class="_ _102"> </span>Lokum 4 </div><div class="t m0 xcb h15 y656 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div><div class="t m0 xcb h15 y657 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="c xce y658 w4e h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne i usługowe 1 </div></div><div class="t m0 x2c h15 y659 ff1 fs9 fc0 sc0 ls0 ws0">etapu: 93 232</div><div class="c x70 y65a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y11e ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="c xce y2ae w4e h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne i usługowe 2 </div></div><div class="t m0 x5d h15 y107 ff1 fs9 fc0 sc0 ls0 ws0">etapu: 156 000</div><div class="c x70 y65b w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y65c ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum 7 <span class="_ _102"> </span>Lokum 7 </div><div class="c xcb y65d w4a h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y65e ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="c x63 y65d w4f h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne i </div></div><div class="t m0 x9d h15 y65e ff1 fs9 fc0 sc0 ls0 ws0">niemieszkalne: <span class="_ _3"></span>8 541</div><div class="c x70 y65f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y660 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="t m0 x7d h15 y4b3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 8 <span class="_ _102"> </span>Lokum 8 </div><div class="t m0 xcb h15 y661 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div><div class="t m0 xcb h15 y662 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xce h15 y660 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne 1 etapu: 832</div><div class="c x70 y663 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y664 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="c xce y50b w4e h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne i usługowe 2 </div></div><div class="t m0 xcf h15 y665 ff1 fs9 fc0 sc0 ls0 ws0">etapu: 366</div><div class="c x70 y666 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y667 ff1 fs9 fc0 sc0 ls0 ws0">  </div><div class="c xce y668 w4e h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne i usługowe 3 </div></div><div class="t m0 x2c h15 y669 ff1 fs9 fc0 sc0 ls0 ws0">etapu: 62 296</div><div class="c x70 y66a w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y459 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum 9 <span class="_ _102"> </span>Lokum 9 </div><div class="c xcb y240 w4a h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y66b ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xd0 h15 y459 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne: 2 551</div><div class="c x70 y66c w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y66d ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum 13 <span class="_ _7b"> </span>Lokum 13 </div><div class="c xcb y394 w4a h19"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y66e ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xd1 h15 y66d ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne: 13 554</div><div class="c x70 y66f w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">54</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x16 h16 y396 ff3 fs9 fc4 sc0 ls0 ws0">Przedmiot ubezpiec<span class="_ _3"></span>zenia </div><div class="t m0 xc8 h16 y2bb ff3 fs9 fc4 sc0 ls0 ws0">Ubezpieczający <span class="_ _11e"> </span>Ubezpieczony <span class="_ _103"> </span>Ubezpieczyciel </div><div class="t m0 x82 h16 y2b9 ff3 fs9 fc4 sc0 ls0 ws0">Suma ubezpieczenia / <span class="_ _3"></span>Suma </div><div class="t m0 xc9 h16 y2ba ff3 fs9 fc4 sc0 ls0 ws0">gwarancyjna [w tys. PLN] </div><div class="t m0 x16 h15 y670 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum 14 <span class="_ _7b"> </span>Lokum 14 </div><div class="c xcb y2bc w4a h28"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y671 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xd1 h15 y670 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne: 45 355</div><div class="c x70 y672 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y673 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum 15 <span class="_ _7b"> </span>Lokum 15 </div><div class="c xcb y674 w4a h28"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y675 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 x32 h15 y673 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne: 116</div><div class="c x70 y676 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y677 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _122"> </span>Lokum Dewelop<span class="_ _3"></span>er FIZ <span class="_ _a"> </span>Lokum Deweloper <span class="_ _3"></span>FIZ </div><div class="c xcb y678 w4a h29"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0">Sopockie <span class="_ _3"></span>T.U. Ergo Hestia </div></div><div class="t m0 xcb h15 y679 ff1 fs9 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 xd1 h15 y677 ff1 fs9 fc0 sc0 ls0 ws0">lokale <span class="_ _3"></span>mieszkalne: 26 941</div><div class="c x70 y67a w1f h2a"><div class="t m0 x0 h15 y144 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h11 y67b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y67c ff1 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _3"></span>organizacyjne <span class="_ _3"></span>w <span class="_ _7"></span>Grupie, główne <span class="_ _3"></span>inwestycje <span class="_ _7"></span>krajow<span class="_ _0"></span>e <span class="_ _3"></span>i <span class="_ _7"></span>za<span class="_ _0"></span>graniczne, opis <span class="_ _7"></span>kredytów<span class="_ _0"></span> <span class="_ _7"></span>bankow<span class="_ _0"></span>ych, <span class="_ _3"></span>pożyczek i<span class="_ _3"></span> <span class="_ _7"></span>obligacji, dywidendy op<span class="_ _3"></span>isane </div><div class="t m0 xc h11 y67d ff1 fs0 fc0 sc0 ls0 ws0">zostały w innych punktach niniejszego sprawozdania zarzą<span class="_ _0"></span>du z działalności Grupy Kapitałowej Lokum Deweloper.<span class="fs4"> </span></div><div class="t m0 xc h2 y474 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y13e ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>o<span class="_ _0"></span>kresie <span class="_ _0"></span>12 <span class="_ _14"></span>mi<span class="_ _0"></span>esięcy <span class="_ _14"></span>zakończonych <span class="_ _14"></span>dnia <span class="_ _0"></span>31 <span class="_ _14"></span>g<span class="_ _0"></span>rudnia <span class="_ _0"></span>2<span class="_ _0"></span>023 <span class="_ _14"></span>roku <span class="_ _14"></span>nie <span class="_ _14"></span>miały <span class="_ _14"></span>miejsca <span class="_ _14"></span>istotne <span class="_ _14"></span>dla <span class="_ _14"></span>Grupy <span class="_ _14"></span>wydarzenia, <span class="_ _14"></span>które <span class="_ _14"></span>nie <span class="_ _14"></span>byłyby <span class="_ _14"></span>o<span class="_ _0"></span>pisane </div><div class="t m0 xc h2 y67e ff1 fs0 fc0 sc0 ls0 ws0">w niniejszym sprawozdaniu or<span class="_ _0"></span>az w<span class="_ _0"></span> skonsolidowanym <span class="_ _0"></span>i jednostkowy<span class="_ _0"></span>m sprawozdaniu finanso<span class="_ _0"></span>wym za <span class="_ _0"></span>okres o<span class="_ _0"></span>d 1 stycznia <span class="_ _0"></span>do <span class="_ _0"></span>31 grud<span class="_ _0"></span>nia 2023 </div><div class="t m0 xc h2 y67f ff1 fs0 fc0 sc0 ls0 ws0">roku. </div><div class="t m0 xc h13 y680 ff1 fs3 fc3 sc0 ls0 ws0">5.3.<span class="ff5"> <span class="_ _b"> </span></span>Transakcje z podmiotami powią<span class="_ _0"></span>zanymi </div><div class="t m0 xc h2 y681 ff1 fs0 fc0 sc0 ls0 ws0">Spółka dominująca i jej jednostki zależne nie zawierały transakcji z <span class="_ _0"></span>podmiotami powiązanymi na warunkach innych niż rynkowe. </div><div class="t m0 xc h13 y682 ff1 fs3 fc3 sc0 ls0 ws0">5.4.<span class="ff5"> <span class="_ _b"> </span></span>Objaśnienie różnic pomiędzy wy<span class="_ _0"></span>nikami finansowymi wykazanymi w rapo<span class="_ _0"></span>rcie rocznym a wcześniej </div><div class="t m0 x14 h13 y683 ff1 fs3 fc3 sc0 ls0 ws0">publikowanymi pr<span class="_ _0"></span>ognozami wyników na dany rok </div><div class="t m0 xc h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">Grupa Lokum Deweloper nie publikował<span class="_ _0"></span>a prognoz wyników finansowych na prezentowany okres sprawo<span class="_ _0"></span>zdawczy. </div><div class="t m0 xc h13 y685 ff1 fs3 fc3 sc0 ls0 ws0">5.5.<span class="ff5"> <span class="_ _b"> </span></span>Zmiany w podstaw<span class="_ _0"></span>owych zasadach zarządzania przedsiębiorstwem em<span class="_ _0"></span>itenta i jego grupą </div><div class="t m0 x14 h13 y686 ff1 fs3 fc3 sc0 ls0 ws0">kapitałową </div><div class="t m0 xc h2 y687 ff1 fs0 fc0 sc0 ls0 ws0">W 2023 roku nie nastąpiły zasadnicze zmiany w podstawow<span class="_ _0"></span>ych zasadach zarządzania przedsiębiorstwem.  </div><div class="t m0 xc h2 y688 ff1 fs0 fc0 sc0 ls0 ws0">Spółka  Lokum  Deweloper <span class="_ _1"> </span>S.A.  w  zakresie <span class="_ _1"> </span>realizacji  inwestycji  deweloperskich  zaczęła  pełnić  w  Gru<span class="_ _3"></span>pie  Kapitałowej  funkcję <span class="_ _1"> </span>inwestora </div><div class="t m0 xc h2 y1d2 ff1 fs0 fc0 sc0 ls0 ws0">zastępczego. <span class="_ _1b"></span>Zasady <span class="_ _1b"></span>wykonywania <span class="_ _1b"></span>obo<span class="_ _0"></span>wiązków <span class="_ _1b"></span>ustalone <span class="_ _1a"></span>zo<span class="_ _0"></span>stały <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>umowach, <span class="_ _1b"></span>gdzie <span class="_ _1b"></span>Lo<span class="_ _0"></span>kum <span class="_ _1a"></span>Deweloper <span class="_ _1b"></span>S.A. <span class="_ _1b"></span>zobowiązał<span class="_ _0"></span>o <span class="_ _1b"></span>się <span class="_ _1b"></span>do <span class="_ _1b"></span>realizacji </div><div class="t m0 xc h2 y689 ff1 fs0 fc0 sc0 ls0 ws0">i komercjalizacji inwestycji Lokum Deweloper FIZ. </div><div class="t m0 xc h13 y525 ff1 fs3 fc3 sc0 ls0 ws0">5.6.<span class="ff5"> <span class="_ _b"> </span></span>Wszelkie umowy zawarte między<span class="_ _0"></span> emitentem a osobami zarządzającymi, prze<span class="_ _0"></span>widujące </div><div class="t m0 x14 h13 y68a ff1 fs3 fc3 sc0 ls0 ws0">rekompensatę w przypadku ich rezy<span class="_ _0"></span>gnacji lub zwolnienia z zajmowane<span class="_ _0"></span>go stanowiska bez ważnej </div><div class="t m0 x14 h13 y68b ff1 fs3 fc3 sc0 ls0 ws0">przyczyny lub gdy ich odwołanie lub zwol<span class="_ _0"></span>nienie następuje z powodu połączenia em<span class="_ _0"></span>itenta przez </div><div class="t m0 x14 h13 y68c ff1 fs3 fc3 sc0 ls0 ws0">przejęcie </div><div class="t m0 xc h2 y607 ff1 fs0 fc0 sc0 ls0 ws0">Według <span class="_ _7"></span>stanu <span class="_ _3"></span>na <span class="_ _7"></span>dzie<span class="_ _0"></span>ń <span class="_ _7"></span>31 grudnia <span class="_ _7"></span>2023 roku <span class="_ _7"></span>nie <span class="_ _3"></span>istni<span class="_ _3"></span>eją <span class="_ _3"></span>żadne <span class="_ _7"></span>umow<span class="_ _0"></span>y <span class="_ _3"></span>między <span class="_ _7"></span>Spółką a<span class="_ _3"></span> <span class="_ _7"></span>o<span class="_ _0"></span>sobami <span class="_ _7"></span>zarządzającymi, przewidujące <span class="_ _7"></span>rekompensatę </div><div class="t m0 xc h2 y68d ff1 fs0 fc0 sc0 ls0 ws0">w przypadku ich rezygnacji <span class="_ _0"></span>lub zw<span class="_ _0"></span>olnienia z zajmowanego stanowiska bez waż<span class="_ _0"></span>nej przyczyny lub gdy ic<span class="_ _0"></span>h odwołanie lub zw<span class="_ _0"></span>olnienie następuje </div><div class="t m0 xc h2 y68e ff1 fs0 fc0 sc0 ls0 ws0">z powodu połączenia Spółki przez przejęcie. </div><div class="t m0 xc h13 y3ca ff1 fs3 fc3 sc0 ls0 ws0">5.7.<span class="ff5"> <span class="_ _b"> </span></span>Wartość wynagrodzeń, nagród lub korzy<span class="_ _0"></span>ści, w tym wynikających z programów<span class="_ _0"></span> motywacyjnych </div><div class="t m0 x14 h13 y4b4 ff1 fs3 fc3 sc0 ls0 ws0">członków zarządu i rady nadzorczej </div><div class="t m0 xc h2 y68f ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>5 <span class="_ _14"></span>lipca <span class="_ _14"></span>20<span class="_ _0"></span>22 <span class="_ _14"></span>roku <span class="_ _14"></span>dotyc<span class="_ _0"></span>hczasowy <span class="_ _14"></span>znaczący <span class="_ _14"></span>akcjon<span class="_ _0"></span>ariusz <span class="_ _14"></span>Spółki <span class="_ _14"></span>tj. <span class="_ _14"></span>spółka <span class="_ _1a"></span>Halit <span class="_ _14"></span>S.à <span class="_ _14"></span>r.l. <span class="_ _14"></span>zw<span class="_ _0"></span>arł <span class="_ _0"></span>ze <span class="_ _1a"></span>Spółką <span class="_ _14"></span>umow<span class="_ _0"></span>ę <span class="_ _14"></span>darowizny <span class="_ _14"></span>2 200 000 </div><div class="t m0 xc h2 y690 ff1 fs0 fc0 sc0 ls0 ws0">akcji <span class="_ _1a"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _1a"></span>Um<span class="_ _0"></span>owa <span class="_ _1b"></span>darowizny <span class="_ _1a"></span>została <span class="_ _1a"></span>zawarta <span class="_ _1a"></span>w <span class="_ _1a"></span>c<span class="_ _0"></span>elu <span class="_ _1a"></span>realizacji <span class="_ _1a"></span>nierozwadniającego <span class="_ _1a"></span>programu <span class="_ _1a"></span>mo<span class="_ _0"></span>tywacyjnego <span class="_ _1a"></span>Emitenta </div><div class="t m0 xc h2 y691 ff1 fs0 fc0 sc0 ls0 ws0">(&quot;program motywacyjny&quot;). Akcje w ramach darow<span class="_ _0"></span>izny zostały przeniesione na Spółkę nieodpłatnie.  </div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">55</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">W dniu<span class="_ _3"></span> 5 l<span class="_ _3"></span>ipca 2022 roku S<span class="_ _3"></span>półka, w celu re<span class="_ _3"></span>alizacji nierozwadniającego programu motywacyjnego zawarła umowę <span class="_ _3"></span>o uczestni<span class="_ _3"></span>ctwo z prezese<span class="_ _3"></span>m </div><div class="t m0 xc h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">zarządu <span class="_ _18"> </span>Bartoszem <span class="_ _1"> </span>Kuźniarem. <span class="_ _18"> </span>W <span class="_ _1"> </span>ramach <span class="_ _1"> </span>umowy <span class="_ _18"> </span>o <span class="_ _1"> </span>uczestnictwo <span class="_ _18"> </span>prezesowi <span class="_ _1"> </span>zarządu <span class="_ _18"> </span>B<span class="_ _0"></span>artoszowi <span class="_ _18"> </span>Kuźniarowi <span class="_ _18"> </span>zo<span class="_ _0"></span>stało <span class="_ _18"> </span>odpłatnie <span class="_ _18"> </span>w<span class="_ _0"></span>ydane </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">2 200 000 akcji Spółki, na warunkac<span class="_ _0"></span>h określonych w umowie o uczestnictwo i w oparciu o przyjęty regulamin programu motywac<span class="_ _0"></span>yjnego. </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">Celem <span class="_ _1b"></span>programu <span class="_ _1b"></span>mo<span class="_ _0"></span>tywacyjnego <span class="_ _18"> </span>jest <span class="_ _1a"></span>zwiększenie <span class="_ _1b"></span>mo<span class="_ _0"></span>tywacji <span class="_ _18"> </span>członków <span class="_ _1b"></span>zarządu <span class="_ _1b"></span>oraz <span class="_ _18"> </span>kluczowych <span class="_ _1a"></span>pracow<span class="_ _0"></span>ników <span class="_ _1b"></span>i <span class="_ _1b"></span>osób <span class="_ _18"> </span>współpracujących, </div><div class="t m0 xc h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">mając <span class="_ _1a"></span>na <span class="_ _1a"></span>względzie <span class="_ _1a"></span>ich <span class="_ _1a"></span>w<span class="_ _0"></span>kład <span class="_ _1a"></span>w <span class="_ _1a"></span>budowanie <span class="_ _1a"></span>akt<span class="_ _0"></span>ualnej <span class="_ _1a"></span>wartości <span class="_ _1b"></span>Lokum <span class="_ _1a"></span>Deweloper <span class="_ _1a"></span>oraz <span class="_ _1b"></span>ograniczenie <span class="_ _1a"></span>rotacji <span class="_ _1a"></span>w<span class="_ _0"></span>ykwalifikowanych <span class="_ _1a"></span>c<span class="_ _0"></span>złonków </div><div class="t m0 xc h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">kadry managerskiej wyższego stopnia poprzez silniejsze zw<span class="_ _0"></span>iązanie ich ze Spółką. </div><div class="t m0 xc h2 y25 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">Osoba,  która <span class="_ _1"> </span>dobrowolnie <span class="_ _18"> </span>przy<span class="_ _0"></span>stąpiła  d<span class="_ _3"></span>o  p<span class="_ _3"></span>rogramu  motywacyjneg<span class="_ _3"></span>o  (osoba <span class="_ _18"> </span>uprawniona)  zobowiązana <span class="_ _1"> </span>jest <span class="_ _1"> </span>do  nie<span class="_ _3"></span>zbywania  wszy<span class="_ _3"></span>stkich </div><div class="t m0 xc h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">nabytych <span class="_ _14"></span>akcji <span class="_ _1a"></span>w <span class="_ _1a"></span>okresie <span class="_ _1a"></span>2 <span class="_ _1a"></span>lat <span class="_ _1a"></span>od <span class="_ _1a"></span>daty <span class="_ _1a"></span>nabycia <span class="_ _14"></span>ak<span class="_ _0"></span>cji <span class="_ _14"></span>w <span class="_ _1a"></span>ramac<span class="_ _0"></span>h <span class="_ _14"></span>programu <span class="_ _1a"></span>motyw<span class="_ _0"></span>acyjnego <span class="_ _14"></span>– <span class="_ _1a"></span>w <span class="_ _1a"></span>przy<span class="_ _0"></span>padku <span class="_ _14"></span>prezesa <span class="_ _1a"></span>zarządu, <span class="_ _1a"></span>a <span class="_ _1a"></span>w <span class="_ _14"></span>p<span class="_ _0"></span>rzypadku </div><div class="t m0 xc h2 y28 ff1 fs0 fc0 sc0 ls0 ws0">innych <span class="_ _3"></span>osób <span class="_ _3"></span>uprawnionych w <span class="_ _7"></span>ok<span class="_ _0"></span>resie wska<span class="_ _3"></span>zanym przez <span class="_ _3"></span>radę <span class="_ _3"></span>nadzorczą Sp<span class="_ _3"></span>ółki, tj. <span class="_ _3"></span>do <span class="_ _3"></span>nie <span class="_ _7"></span>po<span class="_ _0"></span>dejmowania b<span class="_ _3"></span>ez uprzedniej <span class="_ _3"></span>pisemnej <span class="_ _3"></span>zgody S<span class="_ _3"></span>półki </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">jakichkolwiek <span class="_ _0"></span>działań, <span class="_ _14"></span>które <span class="_ _0"></span>wyw<span class="_ _0"></span>rą <span class="_ _0"></span>skutek <span class="_ _0"></span>o <span class="_ _0"></span>c<span class="_ _0"></span>harakterze <span class="_ _0"></span>ro<span class="_ _0"></span>zporządzającym. <span class="_ _14"></span>Dodatkowo <span class="_ _0"></span>nabycie <span class="_ _0"></span>ak<span class="_ _0"></span>cji <span class="_ _0"></span>w <span class="_ _14"></span>ramach <span class="_ _0"></span>programu <span class="_ _0"></span>mot<span class="_ _0"></span>ywacyjnego </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">wymaga <span class="_ _0"></span>obligatoryjnie zg<span class="_ _0"></span>łoszenia w<span class="_ _0"></span> <span class="_ _0"></span>umowie o<span class="_ _0"></span> <span class="_ _0"></span>uczestnictwo w<span class="_ _0"></span> programie <span class="_ _0"></span>przez <span class="_ _0"></span>osobę uprawnioną<span class="_ _0"></span> <span class="_ _0"></span>gotowości <span class="_ _0"></span>do <span class="_ _0"></span>pozostawania <span class="_ _0"></span>w stosunku </div><div class="t m0 xc h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">służbowym <span class="_ _1a"></span>w <span class="_ _1a"></span>okresie <span class="_ _14"></span>15 <span class="_ _1a"></span>lat <span class="_ _1a"></span>od <span class="_ _14"></span>daty <span class="_ _1a"></span>nabycia <span class="_ _1a"></span>akcji <span class="_ _1a"></span>w <span class="_ _1a"></span>ramach <span class="_ _1a"></span>programu <span class="_ _1a"></span>motywacyjnego <span class="_ _1a"></span>– <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _14"></span>przy<span class="_ _0"></span>padku <span class="_ _14"></span>prezesa <span class="_ _14"></span>za<span class="_ _0"></span>rządu, <span class="_ _14"></span>a <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _14"></span>stos<span class="_ _0"></span>unku <span class="_ _1a"></span>do </div><div class="t m0 xc h2 y2c ff1 fs0 fc0 sc0 ls0 ws0">pozostałych <span class="_ _14"></span>osób <span class="_ _14"></span>uprawnionych <span class="_ _14"></span>w <span class="_ _14"></span>okresie <span class="_ _0"></span>wsk<span class="_ _0"></span>azanym <span class="_ _14"></span>przez <span class="_ _14"></span>radę <span class="_ _14"></span>nadzorczą <span class="_ _1a"></span>Spółki, <span class="_ _14"></span>w <span class="_ _14"></span>żadnym <span class="_ _0"></span>w<span class="_ _0"></span>ypadku <span class="_ _14"></span>nie <span class="_ _14"></span>krótszym <span class="_ _14"></span>jednak <span class="_ _14"></span>niż <span class="_ _14"></span>3 <span class="_ _1a"></span>lata <span class="_ _14"></span>od </div><div class="t m0 xc h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">daty nabycia akcji w ramach programu motyw<span class="_ _0"></span>acyjnego. </div><div class="t m0 xc h2 y2e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">Przekazanie <span class="_ _1b"></span>osobom <span class="_ _1b"></span>uprawnionym <span class="_ _18"> </span>akcji <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>trakcie <span class="_ _1b"></span>pozostaw<span class="_ _0"></span>ania <span class="_ _1a"></span>ic<span class="_ _0"></span>h <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>stosunku <span class="_ _1b"></span>służbowym, <span class="_ _18"> </span>zostało <span class="_ _1b"></span>rozpoznane <span class="_ _1b"></span>zgodnie <span class="_ _1b"></span>z <span class="_ _1b"></span>M<span class="_ _0"></span>SSF <span class="_ _1b"></span>2 <span class="_ _18"></span>jako </div><div class="t m0 xc h2 y30 ff1 fs0 fc0 sc0 ls0 ws0">niegotówkowy <span class="_ _1a"></span>koszt<span class="_ _0"></span> <span class="_ _14"></span>w<span class="_ _0"></span>ynagrodzeń <span class="_ _14"></span>w<span class="_ _0"></span> <span class="_ _1a"></span>skonsolidowanym <span class="_ _1a"></span>i <span class="_ _1a"></span>jednostkow<span class="_ _0"></span>ym <span class="_ _1a"></span>rachunku <span class="_ _1a"></span>wyników <span class="_ _1a"></span>or<span class="_ _0"></span>az <span class="_ _1a"></span>w <span class="_ _1a"></span>pozyc<span class="_ _0"></span>ji <span class="_ _1a"></span>kapitałów <span class="_ _1a"></span>własnych, <span class="_ _1a"></span>jako <span class="_ _1a"></span>jego </div><div class="t m0 xc h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _1a"></span>w<span class="_ _0"></span> <span class="_ _1b"></span>takiej <span class="_ _1b"></span>samej <span class="_ _1b"></span>wysokości,<span class="_ _0"></span> <span class="_ _1b"></span>jak <span class="_ _1b"></span>pozycja <span class="_ _1b"></span>kosztów <span class="_ _1b"></span>okresu. <span class="_ _1b"></span>Wysokość <span class="_ _18"> </span>kosztów <span class="_ _1a"></span>pro<span class="_ _0"></span>gramu <span class="_ _1a"></span>motyw<span class="_ _0"></span>acyjnego <span class="_ _1b"></span>została <span class="_ _1b"></span>wyliczona <span class="_ _1b"></span>jako </div><div class="t m0 xc h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">iloczyn <span class="_ _18"> </span>ilości <span class="_ _18"> </span>akcji <span class="_ _18"> </span>przekazanych <span class="_ _18"> </span>w <span class="_ _18"> </span>ramach <span class="_ _18"> </span>programu <span class="_ _18"> </span>motywacyjnego <span class="_ _18"> </span>i <span class="_ _18"> </span>kursu<span class="_ _3"></span> <span class="_ _18"> </span>zamknięcia <span class="_ _18"> </span>z <span class="_ _18"> </span>dnia <span class="_ _18"> </span>poprzedzającego <span class="_ _18"> </span>zawarci<span class="_ _0"></span>e <span class="_ _18"> </span>przez <span class="_ _18"> </span>osobę </div><div class="t m0 xc h2 y33 ff1 fs0 fc0 sc0 ls0 ws0">uprawnioną <span class="_ _0"></span>umow<span class="_ _0"></span>y <span class="_ _0"></span>o <span class="_ _0"></span>uc<span class="_ _0"></span>zestnictwo. <span class="_ _14"></span>Koszt <span class="_ _0"></span>dla <span class="_ _14"></span>Spółki <span class="_ _0"></span>i <span class="_ _14"></span>Grupy <span class="_ _0"></span>Ka<span class="_ _0"></span>pitałow<span class="_ _0"></span>ej <span class="_ _0"></span>został <span class="_ _14"></span>rozłożony <span class="_ _0"></span>liniowo<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>o<span class="_ _0"></span>kres <span class="_ _0"></span>trwania <span class="_ _14"></span>programu, <span class="_ _0"></span>k<span class="_ _0"></span>tóry <span class="_ _0"></span>zo<span class="_ _0"></span>stał </div><div class="t m0 xc h2 y34 ff1 fs0 fc0 sc0 ls0 ws0">zaproponowany przez akcjonariusza na lata od 2022 do 2037 ro<span class="_ _0"></span>ku. </div><div class="t m0 xc h2 y35 ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y692 ff1 fs0 fc5 sc0 ls0 ws0">Łączna wartość wynagrodzeń i innych świadczeń dla czł<span class="_ _0"></span>onków zarządu jednostki dominującej wyniosł<span class="_ _0"></span>a: </div><div class="t m0 xc h11 yc3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h1b yc4 ff1 fs5 fc0 sc0 ls0 ws0">  </div><div class="t m0 xd2 h1b y377 ff1 fs5 fc0 sc0 ls0 ws0">  </div><div class="t m0 xd3 h16 y693 ff3 fs9 fc4 sc0 ls0 ws0">w spółce</div><div class="c xd4 y4e9 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h16 y693 ff3 fs9 fc4 sc0 ls0 ws0">dominującej <span class="_ _123"> </span>w spółkach zależnych ora<span class="_ _3"></span>z stowarzyszonych<span class="_ _3"></span> <span class="_ _fd"> </span>  </div><div class="t m0 x16 h15 y694 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _124"> </span>  </div><div class="c x95 y3df w50 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">wynagrodzenie </div></div><div class="t m0 xd6 h16 y694 ff3 fs9 fc4 sc0 ls0 ws0">za  </div><div class="c xa0 y3df w51 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">inne </div></div><div class="t m0 x43 h16 y694 ff3 fs9 fc4 sc0 ls0 ws0">świadczenia za </div><div class="c xd7 y3df w52 h1c"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0">wynagrodzenie </div></div><div class="t m0 xd8 h16 y694 ff3 fs9 fc4 sc0 ls0 ws0">za </div><div class="t m0 x8b h16 y695 ff3 fs9 fc4 sc0 ls0 ws0">wypłaty </div><div class="c x28 y696 w53 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x98 h16 y695 ff3 fs9 fc4 sc0 ls0 ws0">z zysku za <span class="_ _125"> </span>  </div><div class="c x16 y29d w24 h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y29d w54 h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y29d w26 h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y29d w55 h19"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y29d w56 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xd4 y29d w57 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h16 y697 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xdc h16 y698 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xd5 y29d w56 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c x44 y29d w57 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x88 h16 y697 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xf h16 y698 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xd7 y29d w56 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xdd y29d w58 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xde h16 y697 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xdf h16 y698 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xe0 y29d w56 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xe1 y29d w57 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h16 y697 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x8a h16 y698 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xe2 y29d w59 h19"><div class="t m0 x0 h16 y1d5 ff3 fs9 fc4 sc0 ls0 ws0">lata </div></div><div class="t m0 x6 h16 y697 ff3 fs9 fc4 sc0 ls0 ws0">wcześniejsze <span class="_ _125"> </span>Razem </div><div class="t m0 x16 h15 y699 ff1 fs9 fc0 sc0 ls0 ws0">Bartosz Kuźniar <span class="_ _126"> </span>prezes zarządu <span class="_ _127"> </span>43</div><div class="c xd4 y69a w2b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h15 y699 ff1 fs9 fc0 sc0 ls0 ws0">12</div><div class="c x44 y69a w2b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe4 h15 y699 ff1 fs9 fc0 sc0 ls0 ws0">96</div><div class="c xdd y69a w1a h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h15 y699 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _128"> </span> </div><div class="c x9e y69a w1b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h15 y699 ff1 fs9 fc0 sc0 ls0 ws0">151</div><div class="c x93 y69a w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y69b ff1 fs9 fc0 sc0 ls0 ws0">Tomasz Dotkuś </div><div class="c xd2 y69c w5a h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">wiceprezes zarządu ds. </div></div><div class="t m0 xd2 h15 y69d ff1 fs9 fc0 sc0 ls0 ws0">finansowy<span class="_ _3"></span>ch -  </div><div class="t m0 xc1 h15 y69b ff1 fs9 fc0 sc0 ls0 ws0">585</div><div class="c xd4 y69e w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe5 h15 y69b ff1 fs9 fc0 sc0 ls0 ws0">8</div><div class="c x44 y69e w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h15 y69b ff1 fs9 fc0 sc0 ls0 ws0">267</div><div class="c xdd y69e w1a h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h15 y69b ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _39"> </span>860</div><div class="c x93 y69e w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _fa"> </span>  <span class="_ _12a"> </span>628</div><div class="c xd4 y2e7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">20</div><div class="c x44 y2e7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">363</div><div class="c xdd y2e7 w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c xe1 y2e7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe7 h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x9e y2e7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y44c ff3 fs9 fc0 sc0 ls0 ws0">1 011</div><div class="c x93 y2e7 w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1a y232 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y69f ff1 fs0 fc5 sc0 ls0 ws0">Łączna wartość wynagrodzeń i innych świadczeń dla czł<span class="_ _0"></span>onków rady nadzorczej Spółki dominującej w<span class="_ _0"></span>yniosła:<span class="fs4 fc0"> </span></div><div class="t m0 xc h11 y386 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h1b y408 ff1 fs5 fc0 sc0 ls0 ws0">  <span class="_ _12b"> </span>  </div><div class="t m0 xd3 h16 y506 ff3 fs9 fc4 sc0 ls0 ws0">w spółce</div><div class="c xd4 yd7 w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h16 y506 ff3 fs9 fc4 sc0 ls0 ws0">dominującej <span class="_ _123"> </span>w spółkach zależnych ora<span class="_ _3"></span>z stowarzyszonych<span class="_ _3"></span> <span class="_ _fd"> </span>  </div><div class="t m0 x16 h15 y4d2 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _124"> </span>  </div><div class="c x95 y6a0 w50 h19"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">wynagrodzenie </div></div><div class="t m0 xd6 h16 y4d2 ff3 fs9 fc4 sc0 ls0 ws0">za </div><div class="c xa0 y6a0 w51 h19"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">inne </div></div><div class="t m0 x43 h16 y4d2 ff3 fs9 fc4 sc0 ls0 ws0">świadczenia za </div><div class="c xd7 y6a0 w52 h19"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">wynagrodzenie </div></div><div class="t m0 xd8 h16 y4d2 ff3 fs9 fc4 sc0 ls0 ws0">za </div><div class="t m0 x8b h16 y6a1 ff3 fs9 fc4 sc0 ls0 ws0">wypłaty </div><div class="c x28 ydb w53 h17"><div class="t m0 x0 h16 yba ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x98 h16 y6a1 ff3 fs9 fc4 sc0 ls0 ws0">z zysku za <span class="_ _125"> </span>  </div><div class="c x16 y6a2 w24 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y6a2 w54 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6a2 w26 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y6a2 w55 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y6a2 w56 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xd4 y6a2 w57 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h16 y4d8 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xdc h16 y6a3 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xd5 y6a2 w56 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c x44 y6a2 w57 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x88 h16 y4d8 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xf h16 y6a3 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xd7 y6a2 w56 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xdd y6a2 w58 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xde h16 y4d8 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xdf h16 y6a3 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xe0 y6a2 w56 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">rok zakończony</div></div><div class="c xe1 y6a2 w57 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h16 y4d8 ff3 fs9 fc4 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x8a h16 y6a3 ff3 fs9 fc4 sc0 ls0 ws0">2023 </div><div class="c xe2 y6a2 w59 h1c"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0">lata </div></div><div class="t m0 x6 h16 y4d8 ff3 fs9 fc4 sc0 ls0 ws0">wcześniejsze <span class="_ _125"> </span>Razem </div><div class="t m0 x16 h15 y6a4 ff1 fs9 fc0 sc0 ls0 ws0">Dariusz Olczyk </div><div class="c xd2 y6a5 w5b h25"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0">przewodniczący r<span class="_ _3"></span>ady </div></div><div class="t m0 xd2 h15 y6a6 ff1 fs9 fc0 sc0 ls0 ws0">nadzorczej </div><div class="t m0 xe8 h15 y6a4 ff1 fs9 fc0 sc0 ls0 ws0">29</div><div class="c xd4 y6a7 w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h15 y6a4 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _d7"> </span>29</div><div class="c x93 y6a7 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y2f2 ff1 fs9 fc0 sc0 ls0 ws0">Jan Olczyk </div><div class="c xd2 y629 w5c h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">wiceprzewodnic<span class="_ _3"></span>zący rady </div></div><div class="t m0 xd2 h15 y2f3 ff1 fs9 fc0 sc0 ls0 ws0">nadzorczej </div><div class="t m0 xe8 h15 y2f2 ff1 fs9 fc0 sc0 ls0 ws0">25</div><div class="c xd4 y6a8 w2b h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h15 y2f2 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _d7"> </span>25</div><div class="c x93 y6a8 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y6a9 ff1 fs9 fc0 sc0 ls0 ws0">Arkadiusz Król<span class="_ _3"></span> <span class="_ _12c"> </span>sekretar<span class="_ _3"></span>z rady nadzorczej</div><div class="c xe9 y6aa w2b h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe8 h15 y6a9 ff1 fs9 fc0 sc0 ls0 ws0">20</div><div class="c xd4 y6aa w2b h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h15 y6a9 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _30"> </span>1 132</div><div class="c x9e y6aa w1b h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h15 y6a9 ff1 fs9 fc0 sc0 ls0 ws0">1 152</div><div class="c x93 y6aa w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y3f4 ff1 fs9 fc0 sc0 ls0 ws0">Bartosz Krzesiak <span class="_ _11b"> </span>czł<span class="_ _0"></span>onek rady n<span class="_ _3"></span>adzorczej <span class="_ _12d"> </span>27</div><div class="c xd4 y6ab w2b h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h15 y3f4 ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _d7"> </span>27</div><div class="c x93 y6ab w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y6ac ff1 fs9 fc0 sc0 ls0 ws0">Emilia Sawicka <span class="_ _b3"> </span>członek <span class="_ _3"></span>rady nadzorczej <span class="_ _12d"> </span>29</div><div class="c xd4 y6ad w2b h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h15 y6ac ff1 fs9 fc0 sc0 ls0 ws0">  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _129"> </span>  <span class="_ _d7"> </span>29</div><div class="c x93 y6ad w1f h17"><div class="t m0 x0 h15 y1d5 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">Razem <span class="_ _fa"> </span>  <span class="_ _12a"> </span>130</div><div class="c xd4 y6ae w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe5 h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c x44 y6ae w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c xdd y6ae w1c h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">‒</div><div class="c xe1 y6ae w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x90 h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">1 132</div><div class="c x9e y6ae w1d h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h16 y5a1 ff3 fs9 fc0 sc0 ls0 ws0">1 262</div><div class="c x93 y6ae w20 h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">56</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h2 y6af ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h13 y6b0 ff1 fs3 fc3 sc0 ls0 ws0">5.8.<span class="ff5"> <span class="_ _b"> </span></span>Wszelkie zobowiązani<span class="_ _0"></span>a wynikające z emerytur i świadczeń o podobnym charakterze<span class="_ _0"></span> dla byłych </div><div class="t m0 x14 h13 ya7 ff1 fs3 fc3 sc0 ls0 ws0">członków zarządu, rady nadz<span class="_ _0"></span>orczej </div><div class="t m0 xc h2 y6b1 ff1 fs0 fc0 sc0 ls0 ws0">Według <span class="_ _0"></span>stanu <span class="_ _14"></span>na <span class="_ _0"></span>dzień <span class="_ _14"></span>31 <span class="_ _0"></span>grudni<span class="_ _0"></span>a <span class="_ _14"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span>n<span class="_ _0"></span>ie <span class="_ _0"></span>istnieją <span class="_ _14"></span>żadne <span class="_ _0"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _0"></span>wynikając<span class="_ _0"></span>e <span class="_ _0"></span>z <span class="_ _0"></span>emeryt<span class="_ _0"></span>ur <span class="_ _0"></span>i <span class="_ _14"></span>świadczeń <span class="_ _0"></span>o <span class="_ _14"></span>podobnym <span class="_ _0"></span>char<span class="_ _0"></span>akterze </div><div class="t m0 xc h2 y6b2 ff1 fs0 fc0 sc0 ls0 ws0">dla byłych członków zarządu, rady nadzorczej. </div><div class="t m0 xc h13 y6b3 ff1 fs3 fc3 sc0 ls0 ws0">5.9.<span class="ff5"> <span class="_ _b"> </span></span>Łączna <span class="_ _2"> </span>liczba <span class="_ _1d"> </span>i <span class="_ _1"> </span>wartość <span class="_ _2"> </span>no<span class="_ _0"></span>minalna <span class="_ _2"> </span>wszystkich <span class="_ _1d"> </span>akc<span class="_ _3"></span>ji <span class="_ _2"> </span>emit<span class="_ _0"></span>enta <span class="_ _2"> </span>oraz <span class="_ _2"> </span>akcji <span class="_ _2"> </span>i <span class="_ _2"> </span>udziałów <span class="_ _1d"> </span>odpowiednio  </div><div class="t m0 x14 h13 y6b4 ff1 fs3 fc3 sc0 ls0 ws0">w podmiotach powiązanych emitenta, będących w posia<span class="_ _3"></span>daniu osób zarządzających i nadzorujących<span class="_ _3"></span> </div><div class="t m0 x14 h13 y6b5 ff1 fs3 fc3 sc0 ls0 ws0">emitenta </div><div class="t m0 xc h11 y6b6 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h16 y6b7 ff3 fs9 fc4 sc0 ls0 ws0">Imię i nazwisko </div><div class="t m0 xeb h16 y6b8 ff3 fs9 fc4 sc0 ls0 ws0">Funkcja <span class="_ _12e"> </span>Spółka <span class="_ _12f"> </span>Łączna liczba akcji/udziałów</div><div class="c xc4 y145 w1f h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h16 y6b8 ff3 fs9 fc4 sc0 ls0 ws0">Łączna wartość nominalna</div><div class="c x34 y145 w1e h17"><div class="t m0 x0 h16 yb2 ff3 fs9 fc4 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y6b9 ff1 fs9 fc0 sc0 ls0 ws0">Bartosz Kuźniar </div><div class="t m0 xeb h15 y6ba ff1 fs9 fc0 sc0 ls0 ws0">prezes zarządu Lokum </div><div class="t m0 xeb h15 y6bb ff1 fs9 fc0 sc0 ls0 ws0">Dewelope<span class="_ _3"></span>r S.A. </div><div class="t m0 xec h15 y6bc ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _29"> </span>2 956 597 akcji serii C</div><div class="c xc4 y6bd w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h15 y6bc ff1 fs9 fc0 sc0 ls0 ws0">591 319,40 PLN</div><div class="c x34 y6bd w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6be ff1 fs9 fc0 sc0 ls0 ws0">Apeiron Synthe<span class="_ _3"></span>sis S.A.* <span class="_ _9f"> </span>4 267</div><div class="c xc4 yf1 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h15 y6be ff1 fs9 fc0 sc0 ls0 ws0">4 267,00 PLN</div><div class="c x34 yf1 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y5bd ff1 fs9 fc0 sc0 ls0 ws0">Tomasz Dotkuś </div><div class="c xeb y3a7 w5a h29"><div class="t m0 x0 h15 y149 ff1 fs9 fc0 sc0 ls0 ws0">wiceprezes zarządu ds. </div></div><div class="t m0 xeb h15 y292 ff1 fs9 fc0 sc0 ls0 ws0">finansowy<span class="_ _3"></span>ch </div><div class="t m0 xec h15 y5bd ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _130"> </span>4 000 akcji serii<span class="_ _3"></span> C</div><div class="c xc4 y6bf w1f h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xee h15 y5bd ff1 fs9 fc0 sc0 ls0 ws0">800,00 PLN</div><div class="c x34 y6bf w11 h1e"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y6c0 ff1 fs9 fc0 sc0 ls0 ws0">Dariusz Olczyk </div><div class="t m0 xeb h15 y6c1 ff1 fs9 fc0 sc0 ls0 ws0">przewodniczący r<span class="_ _3"></span>ady </div><div class="t m0 xeb h15 y6c0 ff1 fs9 fc0 sc0 ls0 ws0">nadzorczej Lokum </div><div class="t m0 xeb h15 y335 ff1 fs9 fc0 sc0 ls0 ws0">Dewelope<span class="_ _3"></span>r S.A. </div><div class="t m0 xec h15 y6c2 ff1 fs9 fc0 sc0 ls0 ws0">Halit sp. z o. o. (u<span class="_ _3"></span>przedni Halit <span class="_ _3"></span>S.à r.l. )* <span class="_ _5d"> </span>61 789</div><div class="c xc4 yf4 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h15 y6c2 ff1 fs9 fc0 sc0 ls0 ws0">3 089 450,00PLN</div><div class="c x34 yf4 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6c3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _24"> </span>84 690 akcji <span class="_ _3"></span>serii C</div><div class="c xc4 y6c4 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h15 y6c3 ff1 fs9 fc0 sc0 ls0 ws0">16 938,00 PLN</div><div class="c x34 y6c4 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6c5 ff1 fs9 fc0 sc0 ls0 ws0">Apeiron Synthe<span class="_ _3"></span>sis S.A.* <span class="_ _131"> </span>43 376</div><div class="c xc4 y6c6 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h15 y6c5 ff1 fs9 fc0 sc0 ls0 ws0">43 376,00 PLN</div><div class="c x34 y6c6 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6c7 ff1 fs9 fc0 sc0 ls0 ws0">Nasze Pasaże S.A. *<span class="_ _3"></span> <span class="_ _128"> </span>2 882 250 akcji serii A, D i E</div><div class="c xc4 y6c8 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h15 y6c7 ff1 fs9 fc0 sc0 ls0 ws0">2 882 250,00 PLN</div><div class="c x34 y6c8 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6c9 ff1 fs9 fc0 sc0 ls0 ws0">Pure Energy Systems sp. z o. o<span class="_ _3"></span>. * <span class="_ _132"> </span>200</div><div class="c xc4 y6ca w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h15 y6c9 ff1 fs9 fc0 sc0 ls0 ws0">10 000,00 PLN</div><div class="c x34 y6ca w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y312 ff1 fs9 fc0 sc0 ls0 ws0">Cavita Grou<span class="_ _3"></span>p sp. z o. o. * <span class="_ _133"> </span>15</div><div class="c xc4 y6cb w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xee h15 y312 ff1 fs9 fc0 sc0 ls0 ws0">750,00 PLN</div><div class="c x34 y6cb w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xec y4a4 w5d h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Fundacja na rzecz Edukacji<span class="_ _3"></span> </div></div><div class="t m0 xec h15 y2a1 ff1 fs9 fc0 sc0 ls0 ws0">Przyrodniczej I Och<span class="_ _3"></span>rony Okazów </div><div class="t m0 xec h15 y6cc ff1 fs9 fc0 sc0 ls0 ws0">Zwierząt &quot;Bio<span class="_ _3"></span> Mozaika&quot; </div><div class="t m0 xc9 h15 y2a1 ff1 fs9 fc0 sc0 ls0 ws0">-</div><div class="c xc4 y6cd w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xee h15 y2a1 ff1 fs9 fc0 sc0 ls0 ws0">10 000 PLN</div><div class="c x34 y6cd w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6ce ff1 fs9 fc0 sc0 ls0 ws0">„Unity Fundacja<span class="_ _3"></span> Rodzinna” <span class="_ _b9"> </span>-</div><div class="c xc4 y4cc w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h15 y6ce ff1 fs9 fc0 sc0 ls0 ws0">100 000,00 PLN </div><div class="c xb8 y4cc w5e h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y6cf ff1 fs9 fc0 sc0 ls0 ws0">Jan Olczyk </div><div class="c xeb y6d0 w5f h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">wiceprzewodnic<span class="_ _3"></span>zący </div></div><div class="t m0 xeb h15 y6cf ff1 fs9 fc0 sc0 ls0 ws0">rady nadzorczej Lo<span class="_ _3"></span>kum </div><div class="t m0 xeb h15 y405 ff1 fs9 fc0 sc0 ls0 ws0">Dewelope<span class="_ _3"></span>r S.A. </div><div class="t m0 xec h15 y6cf ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _24"> </span>13 350 akcji <span class="_ _3"></span>serii C</div><div class="c xc4 y6d1 w1f h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h15 y6cf ff1 fs9 fc0 sc0 ls0 ws0">2 670,00 PLN</div><div class="c x34 y6d1 w11 h18"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h15 y506 ff1 fs9 fc0 sc0 ls0 ws0">Arkadiusz Król<span class="_ _3"></span> </div><div class="t m0 xeb h15 y623 ff1 fs9 fc0 sc0 ls0 ws0">sekretar<span class="_ _3"></span>z rady </div><div class="t m0 xeb h15 y506 ff1 fs9 fc0 sc0 ls0 ws0">nadzorczej Lokum </div><div class="t m0 xeb h15 y6d2 ff1 fs9 fc0 sc0 ls0 ws0">Dewelope<span class="_ _3"></span>r S.A. </div><div class="t m0 xec h15 y6d3 ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er S.A. <span class="_ _24"> </span>27 733 akcji <span class="_ _3"></span>serii C</div><div class="c xc4 y6d4 w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h15 y6d3 ff1 fs9 fc0 sc0 ls0 ws0">5 546,60 PLN</div><div class="c x34 y6d4 w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xec y3c3 w60 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 1, </div></div><div class="c x7e y3c3 w61 h1c"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 4, Lokum <span class="_ _3"></span>7, Lokum 8, </div></div><div class="t m0 xec h15 y6d5 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 9, Lokum 10, Lo<span class="_ _3"></span>kum 13, Loku<span class="_ _3"></span>m </div><div class="t m0 xec h15 y6d6 ff1 fs9 fc0 sc0 ls0 ws0">14, Lokum 15, Lokum l<span class="_ _3"></span>a Vida, Lokum </div><div class="t m0 xec h15 y451 ff1 fs9 fc0 sc0 ls0 ws0">Góralska </div><div class="t m0 xef h15 y6d7 ff1 fs9 fc0 sc0 ls0 ws0">wkład umówiony i wni<span class="_ _3"></span>esiony</div><div class="c xc4 y6d8 w1f h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf0 h15 y6d7 ff1 fs9 fc0 sc0 ls0 ws0">11,00 PLN</div><div class="c x34 y6d8 w11 h17"><div class="t m0 x0 h15 yba ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y6d9 ff1 fs9 fc0 sc0 ls0 ws0">Lokum 11 <span class="_ _134"> </span>1 (akcje nie<span class="_ _3"></span>me)</div><div class="c xc4 y6da w1f h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h15 y6d9 ff1 fs9 fc0 sc0 ls0 ws0">1,00 PLN</div><div class="c x34 y6da w11 h17"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h15 y12f ff1 fs9 fc0 sc0 ls0 ws0">Lokum Dewelop<span class="_ _3"></span>er FIZ <span class="_ _135"> </span>2 certyfikaty<span class="_ _3"></span> inwestycyjne</div><div class="c xc4 y6db w1f h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x62 h15 y12f ff1 fs9 fc0 sc0 ls0 ws0">8 357,34 PLN</div><div class="c x34 y6db w11 h1f"><div class="t m0 x0 h15 yb2 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h22 y6dc ff8 fs9 fc0 sc0 ls0 ws0">* pozostałe po<span class="_ _3"></span>dmioty powi<span class="_ _3"></span>ązane poza Grupą <span class="_ _3"></span>Kapitałową  </div><div class="t m0 xc h22 y6dd ff8 fs9 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x20 y13 w12 hb" alt="" 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class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">57</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h13 ya4 ff1 fs3 fc3 sc0 ls0 ws0">5.10.<span class="ff5"> <span class="_ _14"></span></span>Info<span class="_ _0"></span>rmacje o znanych emitentowi umow<span class="_ _0"></span>ach (w tym również zawartych po dniu bi<span class="_ _0"></span>lansowym), </div><div class="t m0 x14 h13 y277 ff1 fs3 fc3 sc0 ls0 ws0">w wyniku któryc<span class="_ _0"></span>h mogą w przyszłości nastąpić zmiany w proporcjach posiadanych akcji p<span class="_ _0"></span>rzez </div><div class="t m0 x14 h13 y6de ff1 fs3 fc3 sc0 ls0 ws0">dotychczasowych a<span class="_ _0"></span>kcjonariuszy i obligatariuszy </div><div class="t m0 xc h2 y6df ff1 fs0 fc5 sc0 ls0 ws0">Emitent <span class="_ _1a"></span>n<span class="_ _0"></span>ie <span class="_ _1b"></span>posiada <span class="_ _1b"></span>i<span class="_ _0"></span>nformacji <span class="_ _1b"></span>na <span class="_ _1b"></span>temat <span class="_ _18"> </span>umów <span class="_ _1b"></span>(w <span class="_ _1b"></span>tym <span class="_ _1b"></span>rów<span class="_ _0"></span>nież <span class="_ _1a"></span>za<span class="_ _0"></span>wartych <span class="_ _1b"></span>po <span class="_ _1b"></span>dniu <span class="_ _1b"></span>bilansow<span class="_ _0"></span>ym), <span class="_ _1b"></span>w <span class="_ _18"> </span>wyniku <span class="_ _1a"></span>których <span class="_ _1b"></span>mo<span class="_ _0"></span>gą <span class="_ _1b"></span>w <span class="_ _1b"></span>prz<span class="_ _0"></span>yszłości </div><div class="t m0 xc h2 y6e0 ff1 fs0 fc5 sc0 ls0 ws0">nastąpić zmiany w proporcjach posiadanych akcji przez dotychczasow<span class="_ _0"></span>ych akcjonariuszy i obligatariuszy. </div><div class="t m0 xc h13 y13b ff1 fs3 fc3 sc0 ls0 ws0">5.11.<span class="ff5"> <span class="_ _14"></span></span>Info<span class="_ _0"></span>rmacje o systemie kontrol<span class="_ _0"></span>i programów akcji pracowni<span class="_ _0"></span>czych </div><div class="t m0 xc h2 y6e1 ff1 fs0 fc5 sc0 ls0 ws0">Decyzją z <span class="_ _3"></span>dni<span class="_ _3"></span>a 31 <span class="_ _7"></span>gr<span class="_ _0"></span>udnia <span class="_ _3"></span>2018 roku, <span class="_ _3"></span>Komisja N<span class="_ _3"></span>adzoru Finansowego zarejestr<span class="_ _3"></span>owała Pracowniczy Pro<span class="_ _3"></span>gram Emerytalny <span class="_ _7"></span>(PPE<span class="_ _0"></span>) dl<span class="_ _3"></span>a <span class="_ _3"></span>pracowników </div><div class="t m0 xc h2 y6e2 ff1 fs0 fc5 sc0 ls0 ws0">Lokum <span class="_ _0"></span>Deweloper <span class="_ _0"></span>S.A., <span class="_ _14"></span>który <span class="_ _0"></span>zar<span class="_ _0"></span>ządzany <span class="_ _0"></span>będzie <span class="_ _14"></span>przez <span class="_ _0"></span>PK<span class="_ _0"></span>O <span class="_ _0"></span>Towarzystwo <span class="_ _14"></span>Funduszy <span class="_ _0"></span>Inwestycyjnych <span class="_ _14"></span>S.A. <span class="_ _0"></span>z <span class="_ _0"></span>siedzibą <span class="_ _14"></span>w <span class="_ _0"></span>Warszaw<span class="_ _0"></span>ie. <span class="_ _0"></span>Uczestnicy </div><div class="t m0 xc h2 y4b8 ff1 fs0 fc5 sc0 ls0 ws0">mają <span class="_ _1b"></span>możliwo<span class="_ _0"></span>ść <span class="_ _1b"></span>uzyskania <span class="_ _1b"></span>szerokiego <span class="_ _1b"></span>zakresu <span class="_ _1b"></span>i<span class="_ _0"></span>nformacji <span class="_ _1b"></span>o <span class="_ _18"></span>PPE <span class="_ _1b"></span>za <span class="_ _1b"></span>pośrednictwem <span class="_ _1b"></span>serwisu <span class="_ _1b"></span>intern<span class="_ _0"></span>etowego <span class="_ _1b"></span>oraz <span class="_ _18"></span>telefonu. <span class="_ _1b"></span>Spółka <span class="_ _1b"></span>co <span class="_ _1b"></span>roku </div><div class="t m0 xc h2 y6e3 ff1 fs0 fc5 sc0 ls0 ws0">przekazuje również informację dotyc<span class="_ _0"></span>zącą realizacji prowadzonego pracowniczego programu emerytalnego do organu nadzoru.  <span class="_ _0"></span> </div><div class="t m0 xc h13 y6e4 ff1 fs3 fc3 sc0 ls0 ws0">5.12.<span class="ff5"> <span class="_ _14"></span></span>Firma a<span class="_ _0"></span>udytorska uprawniona do bada<span class="_ _0"></span>nia sprawozdań </div><div class="t m0 xc h2 y6e5 ff1 fs0 fc5 sc0 ls0 ws0">W dniu 6<span class="_ _0"></span> c<span class="_ _0"></span>zerwca <span class="_ _0"></span>2022 roku <span class="_ _0"></span>rada <span class="_ _0"></span>nadzorcza<span class="_ _0"></span> Spółki do<span class="_ _0"></span>konała w<span class="_ _0"></span>yboru firmy <span class="_ _0"></span>audytorskiej <span class="_ _0"></span>PKF <span class="_ _0"></span>Consult Sp.<span class="_ _0"></span> z <span class="_ _0"></span>o.o. <span class="_ _0"></span>Sp.k. z <span class="_ _0"></span>siedzibą<span class="_ _0"></span> w <span class="_ _0"></span>Warszaw<span class="_ _0"></span>ie </div><div class="t m0 xc h2 y1c0 ff1 fs0 fc5 sc0 ls0 ws0">przy ul. Orzy<span class="_ _0"></span>ckiej 6 <span class="_ _0"></span>lok.1B, <span class="_ _0"></span>02-695 Warszawa <span class="_ _0"></span>(podmiot wpisany na<span class="_ _0"></span> listę Polskiej A<span class="_ _0"></span>gencji Nadzo<span class="_ _0"></span>ru Audytowego <span class="_ _0"></span>pod nr 477)<span class="_ _0"></span> do realizac<span class="_ _0"></span>ji niżej </div><div class="t m0 xc h2 y58c ff1 fs0 fc5 sc0 ls0 ws0">opisanych usług atestacyjnych dla Grupy Kapitałow<span class="_ _0"></span>ej Lokum Deweloper oraz Lokum Deweloper S.A. za lata obrotowe 202<span class="_ _0"></span>2-2024. </div><div class="t m0 xc h2 y58d ff1 fs0 fc5 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>8 <span class="_ _18"> </span>sierpnia <span class="_ _1a"></span>2022 <span class="_ _18"> </span>roku <span class="_ _1a"></span>s<span class="_ _0"></span>pół<span class="_ _0"></span>ka <span class="_ _1b"></span>Lokum <span class="_ _1b"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _1b"></span>po<span class="_ _0"></span>dpisała <span class="_ _1b"></span>ze <span class="_ _1b"></span>spółką <span class="_ _1b"></span>PK<span class="_ _0"></span>F <span class="_ _1b"></span>Consult <span class="_ _1a"></span>s<span class="_ _0"></span>p. <span class="_ _1b"></span>z <span class="_ _18"> </span>o.o. <span class="_ _1a"></span>sp. <span class="_ _1b"></span>k.<span class="_ _0"></span> <span class="_ _1a"></span>umo<span class="_ _0"></span>wę <span class="_ _1b"></span>na <span class="_ _1b"></span>realizację <span class="_ _1b"></span>usług </div><div class="t m0 xc h2 y58e ff1 fs0 fc5 sc0 ls0 ws0">atestacyjnych w zakresie: </div><div class="t m0 x21 h2 y58f ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>badania rocznego jednostkowego sprawozdania finansowego Lo<span class="_ _0"></span>kum Deweloper S.A. za lata obrotowe 2022-2024; </div><div class="t m0 x21 h2 y6e6 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>badania rocznego skonsolidowanego sprawozdania finansowego Grupy Kapitałowej Lok<span class="_ _0"></span>um Deweloper za lata obrotowe 2022-2024; </div><div class="t m0 x21 h2 y6e7 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>przeglądu <span class="_ _15"> </span>półrocznego <span class="_ _15"> </span>skróconego <span class="_ _15"> </span>jedno<span class="_ _0"></span>stkowego <span class="_ _15"> </span>sprawozdania <span class="_ _15"> </span>finansowego <span class="_ _15"> </span>Lokum <span class="_ _15"> </span>Deweloper <span class="_ _15"> </span>S.A. <span class="_ _15"> </span>za <span class="_ _15"> </span>o<span class="_ _0"></span>kres <span class="_ _15"> </span>kończący <span class="_ _15"> </span>się </div><div class="t m0 x14 h2 y6e8 ff1 fs0 fc0 sc0 ls0 ws0">30 czerwca roku: 2022, 2023 o<span class="_ _0"></span>raz 2024; </div><div class="t m0 x21 h2 y6e9 ff1 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _11b"> </span></span>przeglądu <span class="_ _1b"></span>półroc<span class="_ _0"></span>znego <span class="_ _1b"></span>skróconego <span class="_ _1b"></span>sk<span class="_ _0"></span>onsolidowanego <span class="_ _1b"></span>sprawozdania <span class="_ _18"> </span>finansowego <span class="_ _1b"></span>Grupy <span class="_ _1b"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _1b"></span>L<span class="_ _0"></span>okum <span class="_ _1b"></span>Deweloper <span class="_ _1b"></span>za<span class="_ _0"></span> <span class="_ _1b"></span>okres </div><div class="t m0 x14 h2 y225 ff1 fs0 fc0 sc0 ls0 ws0">kończący się 30 czerwca rok<span class="_ _0"></span>u: 2022, 2023 oraz 2024. </div><div class="t m0 x14 h2 y6ea ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y3e1 ff1 fs0 fc5 sc0 ls0 ws0">Informacje o wynagrodzeniu firm<span class="_ _0"></span>y audytorskiej wybranej do <span class="_ _0"></span>badania sprawozdań finansow<span class="_ _0"></span>ych zamieszczono w<span class="_ _0"></span> nocie 43 skonsolidowanego </div><div class="t m0 xc h2 y6eb ff1 fs0 fc5 sc0 ls0 ws0">sprawozdania finansowego Grupy Kapitałowej za<span class="_ _0"></span> 2023 rok. </div><div class="t m0 xc h2 y6ec ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y6ed ff1 fs0 fc5 sc0 ls0 ws0">W <span class="_ _1b"></span>dniu <span class="_ _1a"></span>8 <span class="_ _18"> </span>sierpnia <span class="_ _1a"></span>2022 <span class="_ _18"> </span>roku <span class="_ _1a"></span>s<span class="_ _0"></span>pół<span class="_ _0"></span>ka <span class="_ _1b"></span>Lokum <span class="_ _1b"></span>Deweloper <span class="_ _1a"></span>S.A. <span class="_ _1b"></span>po<span class="_ _0"></span>dpisała <span class="_ _1b"></span>ze <span class="_ _1b"></span>spółką <span class="_ _1b"></span>PK<span class="_ _0"></span>F <span class="_ _1b"></span>Consult <span class="_ _1a"></span>s<span class="_ _0"></span>p. <span class="_ _1b"></span>z <span class="_ _18"> </span>o.o. <span class="_ _1a"></span>sp. <span class="_ _1b"></span>k.<span class="_ _0"></span> <span class="_ _1a"></span>umo<span class="_ _0"></span>wę <span class="_ _1b"></span>na <span class="_ _1b"></span>realizację <span class="_ _1b"></span>usług </div><div class="t m0 xc h2 y4a8 ff1 fs0 fc5 sc0 ls0 ws0">atestacyjnych. <span class="_ _3"></span>Przedmiotem umowy je<span class="_ _3"></span>st <span class="_ _3"></span>przeprowadzenie us<span class="_ _3"></span>ług <span class="_ _3"></span>atestacyjny<span class="_ _0"></span>ch <span class="_ _3"></span>w zakresie <span class="_ _7"></span>oc<span class="_ _0"></span>eny sprawozdania <span class="_ _3"></span>o wynagrodzeniach <span class="_ _7"></span>czł<span class="_ _0"></span>onków </div><div class="t m0 xc h2 y16f ff1 fs0 fc5 sc0 ls0 ws0">zarządu i rady nadzorczej Spółki za lata obrotowe 2022<span class="_ _0"></span>-2024. </div><div class="t m0 xc h2 y651 ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y6ee ff1 fs0 fc5 sc0 ls0 ws0">Firma <span class="_ _14"></span>audytorska <span class="_ _1a"></span>PKF <span class="_ _1a"></span>Consult <span class="_ _1a"></span>sp. <span class="_ _14"></span>z <span class="_ _1b"></span>o.o. <span class="_ _14"></span>sp. <span class="_ _1a"></span>k. <span class="_ _1a"></span>z <span class="_ _1a"></span>siedzibą <span class="_ _14"></span>w <span class="_ _1a"></span>Warszawie <span class="_ _1a"></span>przy <span class="_ _1a"></span>ul. <span class="_ _14"></span>Orzy<span class="_ _0"></span>ckiej <span class="_ _14"></span>6 <span class="_ _1a"></span>lok. <span class="_ _1a"></span>1B, <span class="_ _1a"></span>nie <span class="_ _14"></span>świadczyła <span class="_ _1a"></span>w <span class="_ _1a"></span>minionym <span class="_ _1a"></span>roku <span class="_ _1a"></span>usług </div><div class="t m0 xc h2 y6ef ff1 fs0 fc5 sc0 ls0 ws0">dozwolonych niebędących badaniem i przeglądem dla żadnej ze sp<span class="_ _0"></span>ółek z Grupy Kapitałowej.  </div><div class="t m0 xc h13 y6f0 ff1 fs3 fc3 sc0 ls0 ws0">5.13.<span class="ff5"> <span class="_ _14"></span></span>Poz<span class="_ _0"></span>ostałe zdarzenia istotnie wpływające na<span class="_ _0"></span> działalność jednostki I Grupy Kapitałowej, jakie </div><div class="t m0 x14 h13 y6f1 ff1 fs3 fc3 sc0 ls0 ws0">nastąpiły w roku ob<span class="_ _0"></span>rotowym </div><div class="t m0 xc h2 y23b ff1 fs0 fc0 sc0 ls0 ws0">W okresie dwunastu miesięcy zakończo<span class="_ _0"></span>nym dnia 31 grudnia 2023 roku uzyskano decyzje o pozwo<span class="_ _0"></span>leniu<span class="_ _3"></span> na użytkowanie inwestycji: </div><div class="t m0 x15 h2 y6f2 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">W <span class="_ _7"></span>dniu <span class="_ _7"></span>31 <span class="_ _3"></span>lipca <span class="_ _7"></span>2023 <span class="_ _3"></span>roku <span class="_ _7"></span>spółka <span class="_ _7"></span>L<span class="_ _0"></span>okum <span class="_ _7"></span>15, uzys<span class="_ _3"></span>kała <span class="_ _3"></span>decyzję <span class="_ _7"></span>Powiatowego <span class="_ _7"></span>Inspektora <span class="_ _7"></span>Nadzoru <span class="_ _7"></span>B<span class="_ _0"></span>udowlanego <span class="_ _3"></span>dla <span class="_ _7"></span>miasta <span class="_ _7"></span>Wrocła<span class="_ _0"></span>wia </span></span></div><div class="t m0 x1f h2 y6f3 ff1 fs0 fc0 sc0 ls0 ws0">nr <span class="_ _18"> </span>1484/2023<span class="_ _0"></span> <span class="_ _18"> </span>o<span class="_ _0"></span>  pozwoleniu <span class="_ _18"> </span>na  użytkowanie <span class="_ _18"> </span>dla  inwestycji <span class="_ _1"> </span>Lokum <span class="_ _1"> </span>Verde  – <span class="_ _18"> </span>etap <span class="_ _1"> </span>III,  obejmującej <span class="_ _18"> </span>214  mieszkań. <span class="_ _18"> </span>Decyzja  jest </div><div class="t m0 x1f h2 y6f4 ff1 fs0 fc0 sc0 ls0 ws0">ostateczna. </div><div class="t m0 x15 h2 y6f5 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">W <span class="_ _14"></span>dniu <span class="_ _14"></span>22 <span class="_ _14"></span>w<span class="_ _0"></span>rześnia <span class="_ _14"></span>2023 <span class="_ _1a"></span>roku <span class="_ _14"></span>s<span class="_ _0"></span>półka <span class="_ _14"></span>Lo<span class="_ _0"></span>kum <span class="_ _14"></span>8, <span class="_ _14"></span>uzyskała <span class="_ _1a"></span>decyzję <span class="_ _14"></span>Pow<span class="_ _0"></span>iatowego <span class="_ _14"></span>Inspektora <span class="_ _14"></span>Nadzoru <span class="_ _14"></span>Budow<span class="_ _0"></span>lanego <span class="_ _14"></span>w <span class="_ _1a"></span>Krakowie <span class="_ _14"></span>– </span></span></div><div class="t m0 x1f h2 y6f6 ff1 fs0 fc0 sc0 ls0 ws0">Powiat Grodzki, w<span class="_ _3"></span> sprawie <span class="_ _3"></span>udzielenia p<span class="_ _3"></span>ozwolenia na u<span class="_ _3"></span>żytkowanie d<span class="_ _3"></span>la inwestycji Lokum <span class="_ _3"></span>Vista – <span class="_ _7"></span>Et<span class="_ _0"></span>ap <span class="_ _3"></span>IIIB, obejmującej <span class="_ _3"></span>131 mieszkań </div><div class="t m0 x1f h2 y6f7 ff1 fs0 fc0 sc0 ls0 ws0">i 2 lokale usługowe. Decyzja jest ostateczna. </div><div class="t m0 x15 h2 y6f8 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">W <span class="_ _14"></span>dniu <span class="_ _14"></span>31 <span class="_ _14"></span>października <span class="_ _14"></span>2023 <span class="_ _14"></span>rok<span class="_ _0"></span>u <span class="_ _14"></span>spółka <span class="_ _14"></span>Lokum <span class="_ _14"></span>4, <span class="_ _14"></span>uzyskała <span class="_ _1a"></span>decyzję <span class="_ _0"></span>Pow<span class="_ _0"></span>iatowego <span class="_ _14"></span>Inspektora <span class="_ _14"></span>Nadzoru <span class="_ _14"></span>Budow<span class="_ _0"></span>lanego <span class="_ _14"></span>dla <span class="_ _14"></span>miasta </span></span></div><div class="t m0 x1f h2 y51e ff1 fs0 fc0 sc0 ls0 ws0">Wrocławia nr 2104/2023 o <span class="_ _3"></span>pozwoleniu na <span class="_ _3"></span>użytkowanie dla in<span class="_ _3"></span>westyc<span class="_ _0"></span>ji Lokum Porto – <span class="_ _3"></span>Etap IV-V, obe<span class="_ _3"></span>jmującej sześć <span class="_ _3"></span>budynków z 340 </div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi xc y13 wa hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">58</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 x1f h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">mieszkaniami <span class="_ _18"> </span>oraz <span class="_ _18"> </span>jeden <span class="_ _18"> </span>budynek <span class="_ _18"> </span>biuro<span class="_ _0"></span>wy <span class="_ _18"> </span>z <span class="_ _18"> </span>lokalami <span class="_ _18"> </span>usługowy<span class="_ _0"></span>mi <span class="_ _18"> </span>na <span class="_ _18"> </span>parterze <span class="_ _18"> </span>- <span class="_ _18"> </span>z <span class="_ _18"> </span>wyłąc<span class="_ _0"></span>zeniem <span class="_ _18"> </span>powierzchni <span class="_ _18"> </span>lokali <span class="_ _18"> </span>biurowych </div><div class="t m0 x1f h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">zlokalizowanyc<span class="_ _0"></span>h na piętr<span class="_ _3"></span>ach od 1 do 4.  Decyzja jest ostateczna. </div><div class="t m0 xc h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">W okresie dwunastu miesięcy zakończo<span class="_ _0"></span>nym dnia 31 grudnia 2023 roku uzyskano decyzje pozwolenia na budowę inwestycji: </div><div class="t m0 x21 h2 y84 ff6 fs0 fc0 sc0 ls0 ws0"><span class="ff5"> <span class="_ _17"> </span><span class="ff1">W <span class="_ _7"></span>dniu <span class="_ _7"></span>30 <span class="_ _3"></span>października <span class="_ _7"></span>2023 <span class="_ _7"></span>rok<span class="_ _0"></span>u <span class="_ _7"></span>spół<span class="_ _0"></span>ka <span class="_ _7"></span>Lok<span class="_ _0"></span>um <span class="_ _7"></span>4, <span class="_ _7"></span>uzyskała d<span class="_ _3"></span>ecyzję <span class="_ _7"></span>Prezydenta <span class="_ _7"></span>Miasta <span class="_ _3"></span>Wrocławia, <span class="_ _7"></span>w<span class="_ _0"></span> <span class="_ _7"></span>sprawie <span class="_ _7"></span>zatwierdzenia <span class="_ _7"></span>proj<span class="_ _0"></span>ektu </span></span></div><div class="t m0 xaa h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">zagospodarowania terenu <span class="_ _7"></span>o<span class="_ _0"></span>raz projektu architektoniczno-budowlanego i u<span class="_ _3"></span>dzielenia pozwolenia na <span class="_ _3"></span>budowę inwestycji <span class="_ _3"></span>Lokum Porto </div><div class="t m0 xaa h2 y6f9 ff1 fs0 fc0 sc0 ls0 ws0">– Etap VI-VII obejmującej 245 mieszkań i 5 lokali niemieszkalnych.<span class="_ _0"></span> Decyzja jest ostateczna. </div><div class="t m0 xc h2 y6fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y6fb ff1 fs0 fc0 sc0 ls0 ws0">Wydarzenia po dniu bilansowym: </div><div class="t m0 xc h2 y6fc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1c"> </span>dniu <span class="_ _1c"> </span>10 <span class="_ _1c"> </span>stycznia <span class="_ _1c"> </span>2024 <span class="_ _1c"> </span>roku <span class="_ _1c"> </span>spółka <span class="_ _1c"> </span>Lokum <span class="_ _1c"> </span>9 <span class="_ _1c"> </span>uzyskała <span class="_ _1c"> </span>decyzję <span class="_ _1c"> </span>Prezydenta <span class="_ _1c"> </span>Miasta <span class="_ _1c"> </span>Krakowa <span class="_ _1c"> </span>w <span class="_ _1c"> </span>sprawie <span class="_ _1c"> </span>zatwierdzenia <span class="_ _1c"> </span>projektu </div><div class="t m0 xc h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">zagospodarowania <span class="_ _1b"></span>terenu <span class="_ _1a"></span>ora<span class="_ _0"></span>z <span class="_ _1b"></span>projektu <span class="_ _1b"></span>architektoniczno-budo<span class="_ _0"></span>wlanego <span class="_ _1b"></span>i <span class="_ _1b"></span>udzielenia <span class="_ _1b"></span>pozwolenia <span class="_ _1b"></span>na <span class="_ _1b"></span>budowę <span class="_ _1b"></span>inwestycji <span class="_ _1b"></span>przy <span class="_ _1b"></span>ul. <span class="_ _1b"></span>Rydlów<span class="_ _0"></span>ka </div><div class="t m0 xc h2 y6fd ff1 fs0 fc0 sc0 ls0 ws0">w Krakowie. W<span class="_ _3"></span>ojewoda <span class="_ _3"></span>Małopolski, <span class="_ _7"></span>po przepr<span class="_ _3"></span>owadzeniu <span class="_ _7"></span>post<span class="_ _0"></span>ępowania <span class="_ _3"></span>odwoławczego, <span class="_ _3"></span>w <span class="_ _3"></span>dniu<span class="_ _3"></span> <span class="_ _3"></span>12 <span class="_ _7"></span>marca 2024 <span class="_ _7"></span>roku <span class="_ _3"></span>wydał d<span class="_ _3"></span>ecyzję <span class="_ _3"></span>uchyl<span class="_ _3"></span>ającą </div><div class="t m0 xc h2 y6fe ff1 fs0 fc0 sc0 ls0 ws0">zaskarżoną <span class="_ _16"> </span>decyzję <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>całości <span class="_ _16"> </span>i <span class="_ _16"> </span>przekazującą <span class="_ _16"> </span>sprawę <span class="_ _16"> </span>do <span class="_ _16"> </span>ponownego <span class="_ _16"> </span>rozpatrzenia <span class="_ _16"> </span>organow<span class="_ _0"></span>i <span class="_ _16"> </span>pierwszej <span class="_ _16"> </span>instancji. <span class="_ _16"> </span>Decyzja <span class="_ _16"> </span>Wojewody<span class="_ _0"></span> </div><div class="t m0 xc h1b y6ff ff1 fs0 fc0 sc0 ls0 ws0">Małopolskiego jest ostateczna.<span class="fs5"> </span></div><div class="t m0 xc h13 y4bd ff1 fs3 fc3 sc0 ls0 ws0">5.14.<span class="ff5"> <span class="_ _14"></span></span>Zda<span class="_ _0"></span>rzenia następujące po zakończen<span class="_ _0"></span>iu okresu sprawozdawczego </div><div class="t m0 xc h2 y4e5 ff1 fs0 fc0 sc0 ls0 ws0">Po <span class="_ _14"></span>zakończeniu <span class="_ _14"></span>okresu <span class="_ _14"></span>sprawozdawczego <span class="_ _14"></span>do <span class="_ _14"></span>dnia <span class="_ _0"></span>za<span class="_ _0"></span>twierdzenia <span class="_ _0"></span>s<span class="_ _0"></span>prawozdania <span class="_ _14"></span>zarządu <span class="_ _14"></span>z <span class="_ _14"></span>działalności <span class="_ _14"></span>Emitenta <span class="_ _14"></span>i <span class="_ _14"></span>Grupy <span class="_ _0"></span>Ka<span class="_ _0"></span>pitałow<span class="_ _0"></span>ej <span class="_ _0"></span>L<span class="_ _0"></span>okum </div><div class="t m0 xc h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">Deweloper, <span class="_ _1d"> </span>nie <span class="_ _15"> </span>miały <span class="_ _1d"> </span>miejsca <span class="_ _1d"> </span>i<span class="_ _0"></span>stotne <span class="_ _1d"> </span>dla <span class="_ _15"> </span>Emitenta <span class="_ _1d"> </span>i <span class="_ _15"> </span>Grupy <span class="_ _1d"> </span>wy<span class="_ _0"></span>darzenia, <span class="_ _1d"> </span>które <span class="_ _1d"> </span>nie <span class="_ _15"> </span>byłyby <span class="_ _1d"> </span>opi<span class="_ _0"></span>sane <span class="_ _1d"> </span>w <span class="_ _1d"> </span>ni<span class="_ _0"></span>niejszym <span class="_ _1d"> </span>sprawo<span class="_ _0"></span>zdaniu <span class="_ _1d"> </span>oraz </div><div class="t m0 xc h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0">w jednostkowym i skonsolidowanym sprawozdaniu finansowym za ok<span class="_ _0"></span>res od 1 stycznia do 31 grudnia 2023 roku. </div><div class="t m0 xc h2 y4e8 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi xc y13 we hb" alt="" 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"/><div class="t m0 xc h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y15 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y16 ff1 fs6 fc3 sc0 ls0 ws0">59</div><div class="c x22 y17 w13 hd"><div class="t m0 x0 he y18 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="t m0 xf hf y19 ff1 fs8 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _3"></span>e zarządu z d<span class="_ _3"></span>ziałalności G<span class="_ _3"></span>rupy Kapita<span class="_ _3"></span>łowej Loku<span class="_ _3"></span>m Dewelope<span class="_ _3"></span>r </div><div class="c x10 y1a wc h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 hf y1c ff1 fs8 fc0 sc0 ls0 ws0">za okres od 1 st<span class="_ _3"></span>ycznia do 31 <span class="_ _3"></span>grudnia 20<span class="_ _3"></span>23 roku </div><div class="c x10 y1d wd h10"><div class="t m0 x0 hf y1b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h11 y1e ff1 fs8 fc0 sc0 ls0 ws0">(obejmujące s<span class="_ _3"></span>prawozdani<span class="_ _3"></span>e z działalno<span class="_ _3"></span>ści Lokum <span class="_ _3"></span>Deweloper S.A.)<span class="_ _3"></span><span class="fs4 fc3"> </span></div><div class="t m0 xc h14 y53 ff3 fs2 fc0 sc0 ls0 ws0">6.<span class="ff4"> <span class="_ _a"> </span></span>Zatwierdzenie do publikacji<span class="_ _3"></span> </div><div class="t m0 xc h2 y700 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y701 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie zarządu <span class="_ _3"></span>z działalności Grupy Kapitałowej Lokum <span class="_ _3"></span>Deweloper obejmujące <span class="_ _3"></span>sprawozdanie z d<span class="_ _3"></span>ziałalności Lokum Deweloper S.A<span class="_ _3"></span>. za </div><div class="t m0 xc h2 y702 ff1 fs0 fc0 sc0 ls0 ws0">okres od 1 <span class="_ _0"></span>stycznia 2023 <span class="_ _0"></span>roku do 31 grudnia 2023 rok<span class="_ _0"></span>u został<span class="_ _0"></span>o zatwierdzone do publikacji przez <span class="_ _0"></span>zarząd <span class="_ _0"></span>Spółki dominującej w<span class="_ _0"></span> dniu 26 marca </div><div class="t m0 xc h2 y703 ff1 fs0 fc0 sc0 ls0 ws0">2024 roku. </div><div class="t m0 xc h11 y704 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x73 h15 y705 ff1 fs9 fc4 sc0 ls0 ws0">Data <span class="_ _7f"> </span>Funkcja <span class="_ _f1"> </span>Im<span class="_ _0"></span>ię i Nazwisk<span class="_ _3"></span>o <span class="_ _136"> </span>Podpis </div><div class="t m0 x16 h15 y706 ff1 fs9 fc0 sc0 ls0 ws0">26 marca 2024 roku<span class="_ _3"></span> <span class="_ _137"> </span>prezes zarządu <span class="_ _138"> </span>Bartosz Kuźniar <span class="_ _139"> </span>  </div><div class="t m0 x16 h15 y4bb ff1 fs9 fc0 sc0 ls0 ws0">26 marca 2024 roku<span class="_ _3"></span> </div><div class="t m0 xf1 h15 y707 ff1 fs9 fc0 sc0 ls0 ws0">wiceprezes zarządu ds. <span class="_ _7"></span> </div><div class="t m0 xf1 h15 y708 ff1 fs9 fc0 sc0 ls0 ws0"> finansowy<span class="_ _3"></span>ch </div><div class="t m0 x41 h15 y4bb ff1 fs9 fc0 sc0 ls0 ws0">Tomasz Dotkuś <span class="_ _fa"> </span>  </div><div class="t m0 xc h11 y709 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y70a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y70b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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