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

.ir:hover {
  cursor: pointer;
}

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

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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')format("woff");}.ffb{font-family:ffb;line-height:0.708008;font-style:normal;font-weight:normal;visibility:visible;}
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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="ls1"><span class="fc2 sc0">| </span><span class="_ _0"></span><span class="fc1 ls0"><span class="fc2 sc0">S</span><span class="fc2 sc0">t</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 x2 h3 y6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y8 ff2 fs1 fc0 sc0 ls0 ws0">SPRAWOZDANIE FINANSOWE  </div><div class="t m0 x4 h3 y9 ff2 fs1 fc0 sc0 ls0 ws0">ZA 2024 ROK MEGARON S.A. </div><div class="t m0 x5 h3 ya ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h3 yb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yc w3 h4"><div class="t m0 x6 h3 yd ff2 fs1 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Sz</span><span class="fc2 sc0">cz</span><span class="fc2 sc0">e</span><span class="fc2 sc0">cin,</span><span class="fc2 sc0"> </span></div></div><div class="c x7 yc w4 h4"><div class="t m0 x8 h3 yd ff2 fs1 fc0 sc0 ls0 ws0"><span class="fc2 sc0">23 </span><span class="fc2 sc0">kwi</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a 2025</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h3 ye ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h5 yf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y10 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa h6 y11 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y12 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y13 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y14 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y15 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y16 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y17 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y18 ff3 fs0 fc0 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 x6 y19 w5 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">2 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h8 y20 ff4 fs3 fc0 sc0 ls0 ws0">Spis tre<span class="_ _1"></span>ści<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y21 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y22 ff2 fs0 fc0 sc0 ls0 ws0">Wprowadzeni<span class="_ _0"></span>e<span class="_ _1"></span> do spr<span class="_ _0"></span>awozdania fina<span class="_ _0"></span>nsowe<span class="_ _1"></span>go <span class="_ _2"> </span>3 </div><div class="t m0 x1 h6 y23 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdani<span class="_ _0"></span>e<span class="_ _1"></span> finans<span class="_ _0"></span>owe <span class="_ _3"> </span>22 </div><div class="t m0 xc h6 y24 ff3 fs0 fc0 sc0 ls0 ws0">1. Bilans <span class="_ _4"> </span>22 </div><div class="t m0 xc h6 y25 ff5 fs0 fc0 sc0 ls0 ws0">2. Rachunek <span class="_ _0"></span>zysków i strat<span class="ff3"> <span class="_ _5"> </span>24 </span></div><div class="t m0 xc h6 y26 ff5 fs0 fc0 sc0 ls0 ws0">3. Zestawienie zmi<span class="_ _0"></span>an w kapitale wł<span class="_ _0"></span>a<span class="_ _1"></span>snym<span class="ff3"> <span class="_ _6"> </span>27 </span></div><div class="t m0 xc h6 y27 ff5 fs0 fc0 sc0 ls0 ws0">4. Rachunek <span class="_ _0"></span>p<span class="_ _1"></span>rzepły<span class="_ _0"></span>wów<span class="_ _1"></span> pieniężny<span class="_ _0"></span>ch<span class="ff3"> <span class="_ _7"> </span><span class="ls2">29</span> </span></div><div class="t m0 x1 h6 y28 ff4 fs0 fc0 sc0 ls0 ws0">Noty objaśni<span class="_ _0"></span>ające do sprawozda<span class="_ _0"></span>nia<span class="ff2"> <span class="_ _8"> </span>31 </span></div><div class="t m0 xc h6 y29 ff5 fs0 fc0 sc0 ls0 ws0">1. Noty <span class="_ _0"></span>ob<span class="_ _1"></span>jaśniające do b<span class="_ _0"></span>ilansu<span class="ff3"> <span class="_ _9"> </span>31 </span></div><div class="t m0 xc h6 y2a ff5 fs0 fc0 sc0 ls0 ws0">2. Noty <span class="_ _0"></span>ob<span class="_ _1"></span>jaśniające do r<span class="_ _0"></span>achunku zysków <span class="_ _0"></span>i strat<span class="ff3"> <span class="_ _a"> </span>55 </span></div><div class="t m0 xc h6 y2b ff5 fs0 fc0 sc0 ls0 ws0">3. Noty <span class="_ _0"></span>ob<span class="_ _1"></span>jaśniające do r<span class="_ _0"></span>achunku przepływ<span class="_ _0"></span>ów pi<span class="_ _1"></span>en<span class="_ _0"></span>i<span class="_ _1"></span>ężnych<span class="ff3"> <span class="_ _b"> </span>64 </span></div><div class="t m0 x1 h6 y2c ff4 fs0 fc0 sc0 ls0 ws0">Dodatkowe inf<span class="_ _0"></span>ormacje i objaś<span class="_ _0"></span>nienia do <span class="_ _0"></span>sprawozdania fina<span class="_ _0"></span>nsowego<span class="_ _1"></span><span class="ff2"> <span class="_ _c"> </span>66 </span></div><div class="t m0 x1 h6 y2d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y30 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y31 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y32 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y33 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y34 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y35 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y36 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x6 y19 w5 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">3 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y37 w6 ha"><div class="t m0 xd h6 y38 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div></div><div class="c x2 y39 w6 hb"><div class="t m0 xe h6 y3a ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">P</span><span class="fc2 sc0">RO</span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">D</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">EN</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">E </span><span class="_ _d"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span></div><div class="t m0 xe h6 y3b ff3 fs0 fc0 sc0 ls0 ws0">SPRAWOZDAN<span class="_ _0"></span>IA <span class="_ _e"></span>FIN<span class="_ _0"></span>A<span class="_ _1"></span>NSOWEGO </div><div class="t m0 xe h6 y3c ff3 fs0 fc0 sc0 ls0 ws0">ZA 2024<span class="_ _0"></span> ROK </div></div><div class="c x2 y37 w6 hc"><div class="t m0 xe h6 y3d ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">M</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on </span><span class="fc2 sc0">S</span><span class="fc2 sc0">.</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y3e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y40 ff5 fs0 fc0 sc0 ls0 ws0">Roczne <span class="_ _f"> </span>sprawozdan<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _f"> </span>finansowe <span class="_ _f"> </span>MEGARO<span class="_ _0"></span>N <span class="_ _f"> </span>S.A. <span class="_ _f"> </span>z <span class="_ _f"> </span>si<span class="_ _1"></span>edzibą<span class="_ _0"></span> <span class="_ _10"> </span>w <span class="_ _f"> </span>Szczecinie <span class="_ _f"> </span>zostało<span class="_ _0"></span> </div><div class="t m0 x1 h6 y41 ff5 fs0 fc0 sc0 ls0 ws0">sporządzone zgo<span class="_ _0"></span>dni<span class="_ _1"></span>e z nastę<span class="_ _0"></span>pującymi p<span class="_ _0"></span>r<span class="_ _1"></span>zep<span class="_ _0"></span>i<span class="_ _1"></span>sami:<span class="ff3"> </span></div><div class="t m0 xf h6 y42 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff8">Ustawą z<span class="_ _0"></span> dnia 2<span class="_ _0"></span>9 wrześni<span class="_ _0"></span>a 199<span class="_ _0"></span>4 r. <span class="_ _0"></span>o Rachun<span class="_ _0"></span>kowości<span class="_ _1"></span><span class="ff3"> (te<span class="_ _0"></span>kst je<span class="_ _0"></span>dnol<span class="_ _1"></span>ity D<span class="_ _0"></span>z. U. <span class="_ _0"></span>2023 </span></span></span></div><div class="t m0 xa h6 y43 ff3 fs0 fc0 sc0 ls0 ws0">r. <span class="_ _12"> </span>poz.120 </div><div class="t m0 xa h6 y44 ff5 fs0 fc0 sc0 ls0 ws0">z późniejszym<span class="_ _0"></span>i<span class="_ _1"></span> zmianami),<span class="ff3"> </span></div><div class="t m0 xf hd y45 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff8">Rozporządzeniem <span class="_ _13"></span>Minist<span class="_ _0"></span>ra<span class="_ _1"></span> <span class="_ _13"></span>Finansów <span class="_ _13"></span>z <span class="_ _13"></span>d<span class="_ _1"></span>nia <span class="_ _13"></span>29 <span class="_ _13"></span>m<span class="_ _1"></span>arca <span class="_ _14"></span>2018<span class="_ _0"></span> <span class="_ _14"></span>r. <span class="_ _13"></span>w<span class="_ _1"></span> <span class="_ _13"></span>spr<span class="_ _1"></span>awie <span class="_ _13"></span>informacji<span class="_ _0"></span> </span></span></div><div class="t m0 xa he y46 ff8 fs0 fc0 sc0 ls0 ws0">bieżących <span class="_ _15"> </span>i <span class="_ _16"> </span>okresowych <span class="_ _15"> </span>przekazyw<span class="_ _0"></span>anych <span class="_ _15"> </span>przez <span class="_ _15"> </span>emitentów <span class="_ _15"> </span>papierów </div><div class="t m0 xa he y47 ff8 fs0 fc0 sc0 ls0 ws0">wartościowych <span class="_ _17"> </span>oraz<span class="_ _0"></span> <span class="_ _17"> </span>warunków <span class="_ _17"> </span>uznawania<span class="_ _0"></span> <span class="_ _18"> </span>za <span class="_ _17"> </span>równow<span class="_ _0"></span>ażne <span class="_ _17"> </span>i<span class="_ _1"></span>nfo<span class="_ _0"></span>r<span class="_ _1"></span>macji </div><div class="t m0 xa h6 y48 ff8 fs0 fc0 sc0 ls0 ws0">wymaganych <span class="_ _19"></span>przepisami <span class="_ _19"></span>prawa <span class="_ _19"></span>pa<span class="_ _1"></span>ń<span class="_ _0"></span>stwa <span class="_ _e"> </span>ni<span class="_ _0"></span>ebędącego <span class="_ _19"></span>p<span class="_ _1"></span>ań<span class="_ _1"></span>stwem <span class="_ _19"></span>członkowskim<span class="ff3"> </span></div><div class="t m0 xa h6 y49 ff5 fs0 fc0 sc0 ls0 ws0">(Dz. U. z 201<span class="_ _0"></span>8 r. poz. 757 z późn<span class="_ _0"></span>iejszymi zmianam<span class="_ _0"></span>i<span class="_ _1"></span>),<span class="ff3"> </span></div><div class="t m0 xf hd y4a ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff8">Rozporządzenie <span class="_ _1a"> </span>Ministra <span class="_ _1a"> </span>Finansów <span class="_ _1b"> </span>z <span class="_ _1a"> </span>dnia <span class="_ _1a"> </span>5 <span class="_ _1b"> </span>paździ<span class="_ _1"></span>ernika <span class="_ _1b"> </span>2020 <span class="_ _1a"> </span>r. <span class="_ _1a"> </span>w<span class="_ _1"></span> <span class="_ _1a"> </span>sp<span class="_ _1"></span>rawie<span class="_ _0"></span> </span></span></div><div class="t m0 xa he y4b ff9 fs0 fc0 sc0 ls0 ws0">zakresu <span class="_ _16"> </span>informacji <span class="_ _16"> </span>w<span class="_ _1"></span>ykazy<span class="_ _0"></span>w<span class="_ _1"></span>anych <span class="_ _16"> </span>w <span class="_ _16"> </span>spr<span class="_ _1"></span>awozdaniach <span class="_ _16"> </span>finansowych <span class="_ _15"> </span>i<span class="_ _1"></span> </div><div class="t m0 xa he y4c ff9 fs0 fc0 sc0 ls0 ws0">skonsolidowanych <span class="_ _e"> </span>s<span class="_ _0"></span>prawozdaniach <span class="_ _e"> </span>finanso<span class="_ _0"></span>wych <span class="_ _e"> </span>wymaganych <span class="_ _e"> </span>w <span class="_ _e"></span>prospe<span class="_ _0"></span>kci<span class="_ _1"></span>e <span class="_ _e"> </span>dla<span class="_ _0"></span> </div><div class="t m0 xa he y4d ff8 fs0 fc0 sc0 ls0 ws0">emitentów <span class="_ _10"> </span>z <span class="_ _f"> </span>siedzibą <span class="_ _f"> </span>na <span class="_ _10"> </span>terytorium <span class="_ _f"> </span>Rzeczypospoli<span class="_ _1"></span>tej <span class="_ _f"> </span>Polskiej, <span class="_ _10"> </span>dla <span class="_ _f"> </span>których </div><div class="t m0 xa h6 y4e ff8 fs0 fc0 sc0 ls0 ws0">właściwe <span class="_ _1c"></span>są <span class="_ _1c"></span>p<span class="_ _1"></span>olskie <span class="_ _1c"></span>zasady <span class="_ _1c"></span>rachunko<span class="_ _0"></span>wości <span class="_ _19"></span><span class="ff3">(Dz. <span class="_ _1c"></span>U. <span class="_ _1d"></span>z <span class="_ _1c"></span>2020 <span class="_ _1"></span>r<span class="_ _1"></span>. <span class="_ _1d"></span>poz. <span class="_ _1c"></span>2000 <span class="_ _1c"></span>wraz <span class="_ _1c"></span>ze </span></div><div class="t m0 xa h6 y4f ff3 fs0 fc0 sc0 ls0 ws0">zmianami). </div><div class="t m0 x1 h6 y50 ff5 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _1"></span>fi<span class="_ _1"></span>nansowe <span class="_ _1"></span>sporządzon<span class="_ _0"></span>o <span class="_ _1d"></span>zgod<span class="_ _0"></span>ni<span class="_ _1"></span>e <span class="_ _1c"></span>z <span class="_ _1c"></span>ar<span class="_ _1"></span>t. <span class="_ _1"></span>45 <span class="_ _1c"></span>1ga<span class="_ _1"></span>. <span class="_ _1c"></span>Ustawy <span class="_ _1c"></span>o <span class="_ _1c"></span>rachunkowośc<span class="_ _0"></span>i </div><div class="t m0 x1 h6 y51 ff5 fs0 fc0 sc0 ls0 ws0">natomiast <span class="_ _1d"></span>sprawoz<span class="_ _0"></span>da<span class="_ _1"></span>nie <span class="_ _1c"></span>z <span class="_ _1d"></span>d<span class="_ _1"></span>ziałalnośc<span class="_ _0"></span>i <span class="_ _19"></span>zgod<span class="_ _0"></span>nie <span class="_ _1d"></span>z <span class="_ _19"></span>art. <span class="_ _1d"></span>49.8 <span class="_ _1c"></span>U<span class="_ _1"></span>stawy <span class="_ _1d"></span>o<span class="_ _0"></span> <span class="_ _19"></span>rachunkowo<span class="_ _0"></span>ści <span class="_ _1d"></span>w </div><div class="t m0 x1 h6 y52 ff5 fs0 fc0 sc0 ls0 ws0">formacie, o który<span class="_ _0"></span>m mowa w rozporz<span class="_ _0"></span>ąd<span class="_ _1"></span>zeniu<span class="ff3"> Komis<span class="_ _0"></span>ji<span class="_ _1"></span> (UE) 20<span class="_ _0"></span>19/815. </span></div><div class="t m0 x1 h6 y53 ff5 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _1e"> </span>sporz<span class="_ _0"></span>ąd<span class="_ _1"></span>zaniu <span class="_ _1f"> </span>rocznego <span class="_ _1f"> </span>sprawozdania <span class="_ _1f"> </span>p<span class="_ _1"></span>rzyjęto <span class="_ _1f"> </span>metody <span class="_ _1f"> </span>i<span class="_ _1"></span> <span class="_ _1e"> </span>zasady<span class="_ _0"></span> <span class="_ _1e"> </span>rachunkowo<span class="_ _0"></span>ści </div><div class="t m0 x1 h6 y54 ff5 fs0 fc0 sc0 ls0 ws0">zgodne z polityką r<span class="_ _0"></span>achunkowości obo<span class="_ _0"></span>wiązującą w Spółce<span class="_ _0"></span>.<span class="ff3"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:427.440000px;bottom:220.060000px;width:88.380000px;height:23.000000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x6 y19 w5 hf" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAVXCAIAAAABJQTEAAAACXBIWXMAABYlAAAWJQFJUiTwAAAWj0lEQVR42u3WMQ0AIBAEQSD4F3hmDg/kyxkJW+1uuwAAgAlHAgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvJQAAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2WgIAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgryUAAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9loCAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8lAAAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAAPh1k6gAAAAjHjjREDvNIDw/AAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">4 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Walutą <span class="_ _19"></span>sprawozdaw<span class="_ _0"></span>czą <span class="_ _19"></span>i<span class="_ _1"></span> <span class="_ _1d"></span>pr<span class="_ _1"></span>ezentacj<span class="_ _0"></span>i <span class="_ _19"></span>ni<span class="_ _1"></span>niejszy<span class="_ _0"></span>ch <span class="_ _19"></span>d<span class="_ _1"></span>anych <span class="_ _19"></span>jest <span class="_ _1d"></span>złoty <span class="_ _19"></span>polski, <span class="_ _19"></span>a <span class="_ _19"></span>wszystkie </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">kwoty wyrażone<span class="_ _0"></span> są w tysiącach złoty<span class="_ _0"></span>ch, o ile <span class="_ _0"></span>ni<span class="_ _1"></span>e wskazano inaczej.<span class="ff3"> </span></div><div class="t m0 x1 h8 y56 ff2 fs3 fc0 sc0 ls3 ws0">1.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">DANE O<span class="_ _1"></span>GÓL<span class="_ _1"></span>NE<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h6 y57 ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _1f"> </span>jest <span class="_ _20"> </span>spółką <span class="_ _20"> </span>akcyjną <span class="_ _1f"> </span>z <span class="_ _20"> </span>si<span class="_ _1"></span>edzib<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _20"> </span>w<span class="_ _1"></span> <span class="_ _20"> </span>Szczecinie. <span class="_ _20"> </span>Krajem <span class="_ _1f"> </span>siedziby <span class="_ _20"> </span>Emitenta <span class="_ _20"> </span>jest </div><div class="t m0 x1 h6 y7 ff5 fs0 fc0 sc0 ls0 ws0">Rzeczpospolita <span class="_ _19"></span>Polska. <span class="_ _1d"></span>Em<span class="_ _1"></span>itent <span class="_ _19"></span>został <span class="_ _19"></span>utworzony <span class="_ _1d"></span>i <span class="_ _19"></span>d<span class="_ _1"></span>ziała <span class="_ _19"></span>zgodnie <span class="_ _19"></span>z <span class="_ _19"></span>pr<span class="_ _1"></span>zepisam<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _19"></span>prawa </div><div class="t m0 x1 h6 y58 ff5 fs0 fc0 sc0 ls0 ws0">polski<span class="_ _1"></span>e<span class="_ _0"></span>go, <span class="_ _14"></span>w <span class="_ _13"></span>szczególności <span class="_ _13"></span>przepisami <span class="_ _13"></span>Kodeksu <span class="_ _13"></span>S<span class="_ _0"></span>p<span class="_ _1"></span>ółek <span class="_ _13"></span>Handl<span class="_ _1"></span>owych. <span class="_ _13"></span>Głównym <span class="_ _13"></span>miejsce<span class="_ _0"></span>m </div><div class="t m0 x1 h6 y59 ff3 fs0 fc0 sc0 ls0 ws0">prowadz<span class="ff5">enia dział<span class="_ _0"></span>al<span class="_ _1"></span>ności p<span class="_ _0"></span>r<span class="_ _1"></span>zez Emitenta je<span class="_ _0"></span>st jego siedziba<span class="_ _0"></span>. <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h6 y5a ff9 fs0 fc0 sc0 ls0 ws0">Firma<span class="ff3"> <span class="_ _21"> </span> <span class="_ _22"> </span><span class="ff5">MEGARON S<span class="_ _0"></span>półka Akcyjna<span class="ff3"> </span></span></span></div><div class="t m0 x1 h6 y5b ff9 fs0 fc0 sc0 ls0 ws0">Siedziba<span class="_ _0"></span><span class="ff3"> <span class="_ _23"> </span> <span class="_ _22"> </span>Szcze<span class="_ _0"></span>ci<span class="_ _1"></span>n, Rzeczpospolita Pol<span class="_ _0"></span>ska </span></div><div class="t m0 x1 h6 y5c ff8 fs0 fc0 sc0 ls0 ws0">Województwo<span class="ff3"> <span class="_ _d"> </span> <span class="_ _22"> </span>Zachodniopo<span class="_ _0"></span>mor<span class="_ _1"></span>skie </span></div><div class="t m0 x1 h6 y5d ff9 fs0 fc0 sc0 ls0 ws0">Adres siedziby<span class="_ _0"></span><span class="ff3"> <span class="_ _24"> </span> <span class="_ _22"> </span>ul. Pyrzycka 3 <span class="_ _0"></span>e, f, 70-892 S<span class="_ _0"></span>zczecin <span class="_ _25"> </span> </span></div><div class="t m0 x1 h6 y5e ff8 fs0 fc0 sc0 ls0 ws0">Sąd Rejestrowy<span class="ff3"> <span class="_ _26"> </span><span class="ff5">Sąd <span class="_ _1c"></span>Rejonowy <span class="_ _1c"></span>w <span class="_ _1d"></span>Szcze<span class="_ _0"></span>ci<span class="_ _1"></span>nie <span class="_ _1"></span>X<span class="_ _1"></span>III<span class="_ _0"></span> <span class="_ _1d"></span>Wydział <span class="_ _1"></span>Gospodarczy </span></span></div><div class="t m0 x10 h6 y5f ff5 fs0 fc0 sc0 ls0 ws0">Krajowego Rejest<span class="_ _0"></span>ru Sądowego <span class="ff3">  </span></div><div class="t m0 x1 h6 y60 ff9 fs0 fc0 sc0 ls0 ws0">Numer KRS <span class="_ _27"> </span><span class="ff3 ls2">0000301201 <span class="_ _1"></span></span> <span class="_ _28"> </span> </div><div class="t m0 x1 h6 y61 ff8 fs0 fc0 sc0 ls0 ws0">Przeważająca dz<span class="_ _0"></span>iałalność wg PKD<span class="ff9"> <span class="_ _22"> </span><span class="ff3 ls2">2352Z<span class="_ _1"></span></span> </span></div><div class="t m0 x1 h8 y62 ff2 fs3 fc0 sc0 ls3 ws0">2.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff2">CZAS T<span class="_ _1c"></span>RWANIA EMI<span class="_ _1"></span>TENTA<span class="_ _1c"></span> </span></span></div><div class="t m0 x1 h6 y63 ff5 fs0 fc0 sc0 ls0 ws0">Emitent, zgodnie z<span class="_ _0"></span> § 3 Statutu, z<span class="_ _0"></span>osta<span class="_ _1"></span>ł utwo<span class="_ _0"></span>rzony na czas nieozn<span class="_ _0"></span>aczony.<span class="ff3"> </span></div><div class="t m0 x1 h8 y64 ff2 fs3 fc0 sc0 ls3 ws0">3.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">OKRES<span class="_ _1"></span>, <span class="_ _29"> </span>ZA <span class="_ _29"> </span>KTÓ<span class="_ _1"></span>RY <span class="_ _29"> </span>SPOR<span class="_ _1"></span>ZĄDZ<span class="_ _1"></span>ONE <span class="_ _29"> </span>JEST <span class="_ _29"> </span>SP<span class="_ _1"></span>RA<span class="_ _1"></span>WOZDANI<span class="_ _1"></span>E </span></span></div><div class="t m0 x11 h8 y65 ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWE I P<span class="_ _1"></span>ORÓ<span class="_ _1"></span>WNYWAL<span class="_ _1"></span>NOŚĆ DA<span class="_ _1"></span>NYCH<span class="_ _1"></span>  <span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y66 ff3 fs0 fc0 sc0 ls0 ws0">Roczne <span class="_ _1f"> </span>sp<span class="_ _1"></span>rawozdan<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1e"> </span>fin<span class="_ _0"></span>ansow<span class="_ _1"></span>e <span class="_ _1f"> </span>obejmuje <span class="_ _1f"> </span>okres <span class="_ _1e"> </span>od <span class="_ _1e"> </span>dn<span class="_ _0"></span>ia<span class="_ _1"></span> <span class="_ _1e"> </span>1<span class="_ _0"></span> <span class="_ _1e"> </span>stycznia <span class="_ _1e"> </span>202<span class="_ _0"></span>4 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>do <span class="_ _1e"> </span>31<span class="_ _0"></span> </div><div class="t m0 x1 h6 y67 ff3 fs0 fc0 sc0 ls0 ws0">grudnia <span class="_ _2a"> </span>2024<span class="_ _0"></span> <span class="_ _2b"> </span>r.,<span class="_ _1"></span> </div><div class="t m0 x1 h6 y68 ff5 fs0 fc0 sc0 ls0 ws0">a prezentowane<span class="_ _0"></span> da<span class="_ _1"></span>ne po<span class="_ _0"></span>równywalne są: <span class="ff3"> </span></div><div class="t m0 xf h6 y69 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff3">za okres od 1 styczn<span class="_ _14"></span>i<span class="_ _1"></span>a 2023 r. do 3<span class="_ _0"></span>1 grudnia 2023 r. <span class="ff5">–</span> <span class="ff5">Rachune<span class="_ _0"></span>k zysków <span class="_ _0"></span>i<span class="_ _1"></span> strat,<span class="_ _0"></span> </span></span></span></div><div class="t m0 xa h6 y6a ff5 fs0 fc0 sc0 ls0 ws0">Rachunek przepły<span class="_ _0"></span>wów pieniężnych or<span class="_ _0"></span>az Zestawienie zm<span class="_ _0"></span>i<span class="_ _1"></span>an w kap<span class="_ _0"></span>i<span class="_ _1"></span>tale własny<span class="_ _0"></span>m,<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h6 y6b ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">na dzień 31 gru<span class="_ _0"></span>dnia 202<span class="ff3">3 r. </span>–<span class="ff3"> Bilans.<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h6 y6c ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie z <span class="_ _1"></span>ustawą z <span class="_ _1"></span>dni<span class="_ _1"></span>a <span class="_ _1"></span>6 grudnia 2024 r.<span class="_ _1"></span> o <span class="_ _1"></span>zmia<span class="_ _1"></span>nie ustawy o <span class="_ _1"></span>rachunkowości, ustawy </div><div class="t m0 x1 h6 y4d ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _14"></span>biegłych <span class="_ _14"></span>rewident<span class="_ _0"></span>ach, <span class="_ _14"></span>firmach <span class="_ _14"></span>audytorskich <span class="_ _13"></span>oraz <span class="_ _14"></span>nadzorze <span class="_ _14"></span>publicznym <span class="_ _13"></span>oraz <span class="_ _14"></span>niektórych </div><div class="t m0 x1 h6 y4e ff5 fs0 fc0 sc0 ls0 ws0">innych <span class="_ _1d"></span>ustaw, <span class="_ _1d"></span>dane <span class="_ _1d"></span>prezentowane <span class="_ _1d"></span>jako <span class="_ _1c"></span>p<span class="_ _1"></span>orównyw<span class="_ _0"></span>a<span class="_ _1"></span>lne <span class="_ _1d"></span>zostały <span class="_ _1d"></span>zmienione <span class="_ _1d"></span>analogicznie<span class="_ _0"></span> </div><div class="t m0 x1 h6 y6d ff3 fs0 fc0 sc0 ls0 ws0">do roku 2024.<span class="_ _0"></span> </div><div class="t m0 x1 h8 y6e ff2 fs3 fc0 sc0 ls3 ws0">4.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">I<span class="_ _1"></span>NFORMAC<span class="_ _1"></span>JE <span class="_ _2c"> </span>DOTYCZĄCE<span class="_ _1"></span> <span class="_ _2c"> </span>SKŁADU <span class="_ _2d"> </span>ZAR<span class="_ _1"></span>ZĄDU <span class="_ _2c"> </span>I <span class="_ _2c"> </span>RADY </span></span></div><div class="t m0 x11 h8 y6f ff2 fs3 fc0 sc0 ls0 ws0">NADZO<span class="_ _1"></span>RCZEJ<span class="_ _1"></span> </div><div class="t m0 x1 h6 y70 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1c"></span>okresie <span class="_ _1"></span>sprawozdawczym <span class="_ _1"></span>oraz <span class="_ _1"></span>w <span class="_ _1c"></span>okresie<span class="_ _0"></span> <span class="_ _1"></span>od<span class="_ _1"></span> <span class="_ _1"></span>dni<span class="_ _1"></span>a <span class="_ _1"></span>bilansowego <span class="_ _1"></span>do <span class="_ _1"></span>dni<span class="_ _1"></span>a <span class="_ _1c"></span>sporz<span class="_ _0"></span>ąd<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="_ _1"></span> </div><div class="t m0 x1 h6 y71 ff5 fs0 fc0 sc0 ls0 ws0">niniejszego spr<span class="_ _0"></span>aw<span class="_ _1"></span>ozdan<span class="_ _0"></span>ia<span class="_ _1"></span> Zarz<span class="_ _0"></span>ą<span class="_ _1"></span>d Spółk<span class="_ _0"></span>i<span class="_ _1"></span> pra<span class="_ _0"></span>cow<span class="_ _1"></span>ał w następuj<span class="_ _0"></span>ącym składz<span class="_ _0"></span>ie:<span class="_ _1c"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">5 <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">St<span class="_ _1"></span>rona<span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff3 fs0 fc0 sc0 ls0 ws0">W okresie od dni<span class="_ _0"></span>a 05 lipca 2021 r.: </div></div><div class="c x12 y72 w7 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Piotr Sikora </div></div><div class="c x14 y72 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Prezes Zarzą<span class="_ _0"></span>du<span class="ff3"> </span></div></div><div class="c x12 y74 w7 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Kasper Zaziemski </div></div><div class="c x14 y74 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Z<span class="_ _1"></span>arządu<span class="ff3"> </span></div></div><div class="c x12 y75 w7 h11"><div class="t m0 x13 h6 y76 ff3 fs0 fc0 sc0 ls0 ws0">Kajetan Zazie<span class="_ _0"></span>mski </div><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Sikora<span class="_ _0"></span> </div></div><div class="c x14 y75 w8 h11"><div class="t m0 x13 h6 y76 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Z<span class="_ _1"></span>arządu<span class="ff3"> </span></div><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Z<span class="_ _1"></span>arządu<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y77 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1d"></span>okr<span class="_ _1"></span>es<span class="_ _0"></span>ie <span class="_ _1d"></span>od<span class="_ _1"></span> <span class="_ _1d"></span>27 <span class="_ _1d"></span>kwietni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _1d"></span>do <span class="_ _1d"></span>31 <span class="_ _1d"></span>grudnia <span class="_ _1d"></span>20<span class="_ _0"></span>24 <span class="_ _1d"></span>r. <span class="_ _19"></span>oraz <span class="_ _1c"></span>do <span class="_ _1d"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _1d"></span>sporządzeni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _1d"></span>niniejszej </div><div class="t m0 x1 h6 y78 ff5 fs0 fc0 sc0 ls0 ws0">informacji Zarzą<span class="_ _0"></span>d<span class="_ _1"></span> Spółki <span class="_ _0"></span>pracował w nastę<span class="_ _0"></span>pującym składzie:<span class="ff3"> </span></div></div><div class="c x15 y79 w9 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Piotr Sikora </div></div><div class="c x16 y79 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Prezes Zarzą<span class="_ _0"></span>du<span class="ff3"> </span></div></div><div class="c x15 y7a w9 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Kasper Zaziemski </div></div><div class="c x16 y7a w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Z<span class="_ _1"></span>arządu<span class="ff3"> </span></div></div><div class="c x15 y7b w9 h12"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Sikora<span class="_ _0"></span> </div></div><div class="c x16 y7b w8 h12"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Z<span class="_ _1"></span>arządu <span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y7c ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1c"></span>okresie <span class="_ _1"></span>sprawozdawczym <span class="_ _1"></span>oraz <span class="_ _1"></span>w <span class="_ _1c"></span>okresie<span class="_ _0"></span> <span class="_ _1"></span>od<span class="_ _1"></span> <span class="_ _1"></span>dni<span class="_ _1"></span>a <span class="_ _1"></span>bilansowego <span class="_ _1"></span>do <span class="_ _1"></span>dni<span class="_ _1"></span>a <span class="_ _1c"></span>sporz<span class="_ _0"></span>ąd<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="_ _1"></span> </div><div class="t m0 x1 h6 y7d ff5 fs0 fc0 sc0 ls0 ws0">niniejszego spr<span class="_ _0"></span>aw<span class="_ _1"></span>ozdan<span class="_ _0"></span>ia<span class="_ _1"></span> Rada Na<span class="_ _0"></span>dzorcza pracował<span class="_ _0"></span>a<span class="_ _1"></span> w nastę<span class="_ _0"></span>pują<span class="_ _1"></span>cy<span class="_ _0"></span>m składzie:<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x12 y26 w7 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Andrzej Malec </div></div><div class="c x14 y26 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Przewodnicz<span class="_ _0"></span>ą<span class="_ _1"></span>cy Rady Na<span class="_ _0"></span>dzorczej<span class="ff3"> </span></div></div><div class="c x12 y7e w7 h13"><div class="t m0 x13 h6 y7f ff3 fs0 fc0 sc0 ls0 ws0">Iwona Kowa<span class="_ _0"></span>l<span class="_ _1"></span>czyk </div><div class="t m0 x13 h6 y80 ff3 fs0 fc0 sc0 ls0 ws0">Arkadiusz </div><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Mielczarek </div></div><div class="c x14 y7e w8 h13"><div class="t m0 x13 h6 y7f ff5 fs0 fc0 sc0 ls0 ws0">Wiceprzewodnicz<span class="_ _0"></span>ący Rady Nadzorcze<span class="_ _0"></span>j<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x13 h6 y80 ff3 fs0 fc0 sc0 ls0 ws0">Sek<span class="_ _0"></span>r<span class="_ _1"></span>etarz Rady Na<span class="_ _0"></span>d<span class="_ _1"></span>zorczej </div></div><div class="c x12 y81 w7 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Adam Kra<span class="_ _0"></span>w<span class="_ _1"></span>iec </div></div><div class="c x14 y81 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Rad<span class="_ _1"></span>y Nadzo<span class="_ _0"></span>r<span class="_ _1"></span>czej<span class="ff3"> </span></div></div><div class="c x12 y82 w7 h10"><div class="t m0 x13 h6 y73 ff3 fs0 fc0 sc0 ls0 ws0">Artur Gibas </div></div><div class="c x14 y82 w8 h10"><div class="t m0 x13 h6 y73 ff5 fs0 fc0 sc0 ls0 ws0">Członek <span class="_ _0"></span>Rad<span class="_ _1"></span>y Nadzo<span class="_ _0"></span>r<span class="_ _1"></span>czej<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y83 ff5 fs0 fc0 sc0 ls0 ws0">Zasady f<span class="_ _0"></span>unkcjonow<span class="_ _0"></span>ani<span class="_ _1"></span>a <span class="_ _0"></span>Zarządu <span class="_ _0"></span>oraz <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _14"></span>r<span class="_ _1"></span>egulują <span class="_ _0"></span>odpowiedn<span class="_ _0"></span>io re<span class="_ _0"></span>gulami<span class="_ _1"></span>n </div><div class="t m0 x1 h6 y84 ff5 fs0 fc0 sc0 ls0 ws0">zarządu <span class="_ _2e"> </span>oraz <span class="_ _2e"> </span>regulam<span class="_ _0"></span>i<span class="_ _1"></span>n <span class="_ _2e"> </span>rady <span class="_ _2e"> </span>nadzorczej<span class="_ _0"></span> <span class="_ _2f"> </span><span class="ff3">- <span class="_ _2e"> </span></span>dokumenty <span class="_ _2e"> </span>dostępne <span class="_ _2e"> </span>są <span class="_ _2e"> </span>na <span class="_ _2e"> </span>stron<span class="_ _0"></span>ie </div><div class="t m0 x1 h6 y85 ff3 fs0 fc0 sc0 ls0 ws0">internetowej Em<span class="_ _0"></span>itenta (www.meg<span class="_ _0"></span>ar<span class="_ _1"></span>on.com<span class="_ _0"></span>.pl). </div><div class="t m0 x1 h8 y86 ff2 fs3 fc0 sc0 ls3 ws0">5.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff2">WSKA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE,  CZY <span class="_ _10"> </span>SPRA<span class="_ _1"></span>WOZD<span class="_ _1"></span>ANIE  F<span class="_ _1"></span>INANSOWE  I<span class="_ _1"></span>  DANE<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y87 ff4 fs3 fc0 sc0 ls0 ws0">PORÓWNY<span class="_ _1"></span>WALNE <span class="_ _1e"> </span>ZAWIE<span class="_ _1"></span>RAJ<span class="_ _1"></span>Ą<span class="_ _1"></span> <span class="_ _1f"> </span>DANE <span class="_ _1e"> </span>ŁĄCZNE <span class="_ _1a"> </span>–<span class="ff2"> <span class="_ _1e"> </span></span>JEŻELI <span class="_ _1e"> </span>W </div><div class="t m0 x11 h8 y88 ff4 fs3 fc0 sc0 ls0 ws0">SKŁAD <span class="_ _30"> </span>PRZED<span class="_ _1"></span>SIĘBIO<span class="_ _1"></span>RSTWA<span class="_ _1"></span> <span class="_ _30"> </span>EMITE<span class="_ _1"></span>NTA <span class="_ _30"> </span>WCHODZĄ </div><div class="t m0 x11 h8 y89 ff4 fs3 fc0 sc0 ls0 ws0">WEWNĘT<span class="_ _1"></span>RZNE <span class="_ _31"> </span>JEDNO<span class="_ _1"></span>S<span class="_ _1"></span>TKI <span class="_ _31"> </span>ORGANIZA<span class="_ _1"></span>CYJNE<span class="_ _1"></span> </div><div class="t m0 x11 h8 y8a ff4 fs3 fc0 sc0 ls0 ws0">SPORZĄD<span class="_ _1"></span>ZAJĄCE <span class="_ _32"> </span>SAMODZ<span class="_ _1"></span>IELNE <span class="_ _33"> </span>SPRAW<span class="_ _1"></span>OZDANI<span class="_ _1"></span>A<span class="_ _1"></span> </div><div class="t m0 x11 h8 y8b ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWE </div><div class="t m0 x1 h6 y8c ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>skła<span class="_ _0"></span>d <span class="_ _e"></span>przedsięb<span class="_ _0"></span>i<span class="_ _1"></span>orstw<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _e"></span>Emitent<span class="_ _0"></span>a <span class="_ _e"></span>nie <span class="_ _19"></span>wchodzą <span class="_ _19"></span>wewnętrzne <span class="_ _19"></span>jednostki <span class="_ _19"></span>organizacyjne<span class="_ _0"></span> </div><div class="t m0 x1 h6 y8d ff5 fs0 fc0 sc0 ls0 ws0">sporządzające <span class="_ _f"> </span>sam<span class="_ _0"></span>odzi<span class="_ _1"></span>elne <span class="_ _f"> </span>spr<span class="_ _0"></span>a<span class="_ _1"></span>wozdan<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _f"> </span>finansowe. <span class="_ _f"> </span>Spra<span class="_ _0"></span>wozdanie <span class="_ _10"> </span>f<span class="_ _0"></span>inansowe <span class="_ _f"> </span>nie </div><div class="t m0 x1 h6 y8e ff5 fs0 fc0 sc0 ls0 ws0">zawiera danych łączny<span class="_ _0"></span>ch.<span class="ff3"> </span></div><div class="t m0 x1 h8 y8f ff2 fs3 fc0 sc0 ls3 ws0">6.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">WSKA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE, <span class="_ _22"> </span>CZY <span class="_ _34"> </span>EMIT<span class="_ _1"></span>ENT <span class="_ _22"> </span>J<span class="_ _0"></span>EST<span class="_ _1"></span> <span class="_ _34"> </span>JE<span class="_ _1"></span>DNO<span class="_ _1"></span>STKĄ<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y90 ff4 fs3 fc0 sc0 ls0 ws0">DOMINUJ<span class="_ _1"></span>ĄCĄ, <span class="_ _24"> </span>WSPÓLNIKI<span class="_ _1"></span>EM <span class="_ _24"> </span>JEDNOSTKI<span class="_ _1"></span> </div><div class="t m0 x11 h8 y91 ff4 fs3 fc0 sc0 ls0 ws0">WSPÓŁZ<span class="_ _1"></span>ALEŻNE<span class="_ _1"></span>J <span class="_ _35"> </span>LUB <span class="_ _35"> </span>ZNACZĄCY<span class="_ _1"></span>M <span class="_ _35"> </span>INWEST<span class="_ _1"></span>OREM <span class="_ _35"> </span>ORAZ<span class="_ _1"></span> </div><div class="t m0 x11 h8 y92 ff4 fs3 fc0 sc0 ls0 ws0">CZY <span class="_ _18"> </span>SP<span class="_ _1"></span>OR<span class="_ _1"></span>ZĄDZA <span class="_ _15"> </span>SKO<span class="_ _1"></span>NSOLI<span class="_ _1"></span>DO<span class="_ _1"></span>WANE<span class="_ _1"></span> <span class="_ _18"> </span>SPR<span class="_ _1"></span>A<span class="_ _1"></span>WOZDA<span class="_ _1"></span>NIE </div><div class="t m0 x11 h8 y93 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWE </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">6 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _f"> </span>nie <span class="_ _f"> </span>jest <span class="_ _f"> </span>jednostk<span class="_ _0"></span>ą <span class="_ _10"> </span>dominując<span class="_ _0"></span>ą, <span class="_ _f"> </span>wsp<span class="_ _1"></span>ólnikie<span class="_ _0"></span>m <span class="_ _10"> </span>jedno<span class="_ _0"></span>stki <span class="_ _f"> </span>wsp<span class="_ _1"></span>ółz<span class="_ _0"></span>a<span class="_ _1"></span>leżnej <span class="_ _f"> </span>lub<span class="_ _0"></span> </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">znaczącym <span class="_ _17"> </span>i<span class="_ _1"></span>nwestore<span class="_ _0"></span>m <span class="_ _18"> </span>wobec <span class="_ _17"> </span>innych<span class="_ _0"></span> <span class="_ _18"> </span>podmiotów, <span class="_ _17"> </span>Emi<span class="_ _1"></span>tent <span class="_ _17"> </span>nie <span class="_ _17"> </span>sporządza </div><div class="t m0 x1 h6 y94 ff3 fs0 fc0 sc0 ls0 ws0">skonsolidowanego s<span class="_ _0"></span>prawozdania fin<span class="_ _0"></span>a<span class="_ _1"></span>nsowe<span class="_ _0"></span>g<span class="_ _1"></span>o. </div><div class="t m0 x1 h8 y95 ff2 fs3 fc0 sc0 ls3 ws0">7.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff2">W <span class="_ _34"> </span>P<span class="_ _1"></span>RZYPADK<span class="_ _1"></span>U <span class="_ _22"> </span>S<span class="_ _0"></span>P<span class="_ _1"></span>RAW<span class="_ _1"></span>OZDANI<span class="_ _1"></span>A <span class="_ _34"> </span>FINA<span class="_ _1"></span>NS<span class="_ _1"></span>OWEGO<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y96 ff4 fs3 fc0 sc0 ls0 ws0">SPORZĄD<span class="_ _1"></span>ZONEGO <span class="_ _25"> </span>ZA <span class="_ _36"> </span>OKRES, <span class="_ _36"> </span>W <span class="_ _36"> </span>CZA<span class="_ _1"></span>SIE <span class="_ _36"> </span>KT<span class="_ _1"></span>ÓREGO<span class="_ _1"></span> </div><div class="t m0 x11 h8 y39 ff4 fs3 fc0 sc0 ls0 ws0">NASTĄPIŁ<span class="_ _1"></span>O <span class="_ _e"></span>P<span class="_ _1"></span>OŁĄCZENIE<span class="_ _1"></span> <span class="_ _e"></span>SP<span class="_ _1"></span>Ó<span class="_ _1"></span>ŁEK <span class="_ _1f"> </span>–<span class="ff2"> <span class="_ _e"></span></span>WSKAZ<span class="_ _1"></span>ANIE, <span class="_ _20"></span>ŻE <span class="_ _20"></span>JEST<span class="_ _1"></span> </div><div class="t m0 x11 h8 y97 ff4 fs3 fc0 sc0 ls0 ws0">TO <span class="_ _37"> </span>SPRAW<span class="_ _1"></span>OZDANIE<span class="_ _1"></span> <span class="_ _37"> </span>FIN<span class="_ _1"></span>ANSO<span class="_ _1"></span>WE <span class="_ _37"> </span>SP<span class="_ _1"></span>ORZĄD<span class="_ _1"></span>ZONE <span class="_ _37"> </span>P<span class="_ _1"></span>O </div><div class="t m0 x11 h8 y98 ff4 fs3 fc0 sc0 ls0 ws0">POŁĄCZENI<span class="_ _1"></span>U <span class="_ _1d"></span>ORAZ <span class="_ _19"></span>WSKAZANI<span class="_ _1"></span>E<span class="_ _1"></span> <span class="_ _1c"></span>ZASTO<span class="_ _1"></span>SO<span class="_ _1"></span>WANEJ <span class="_ _1d"></span>METO<span class="_ _1"></span>DY<span class="_ _1"></span> </div><div class="t m0 x11 h8 y99 ff4 fs3 fc0 sc0 ls0 ws0">ROZLICZENIA P<span class="_ _1c"></span>OŁĄCZENIA<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y9a ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _19"></span>nie <span class="_ _19"></span>połączył <span class="_ _19"></span>się <span class="_ _19"></span>z <span class="_ _19"></span>innym <span class="_ _19"></span>podmiotem, <span class="_ _19"></span>przedstaw<span class="_ _0"></span>i<span class="_ _1"></span>one <span class="_ _1d"></span>sp<span class="_ _1"></span>rawozdan<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1d"></span>fi<span class="_ _1"></span>nansowe </div><div class="t m0 x1 h6 y9b ff5 fs0 fc0 sc0 ls0 ws0">nie zostało sporzą<span class="_ _0"></span>dzone za okres, <span class="_ _0"></span>w którym nastąpiłoby <span class="_ _0"></span>połą<span class="_ _1"></span>czenie.<span class="ff3"> </span></div><div class="t m0 x1 h8 y9c ff2 fs3 fc0 sc0 ls3 ws0">8.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">WSKA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE, <span class="_ _20"></span>CZY <span class="_ _20"></span>SPRA<span class="_ _1"></span>WOZD<span class="_ _1"></span>ANIE <span class="_ _e"></span>F<span class="_ _1"></span>INAN<span class="_ _1"></span>SOWE <span class="_ _e"></span>Z<span class="_ _1"></span>OST<span class="_ _1"></span>AŁ<span class="_ _1"></span>O </span></span></div><div class="t m0 x11 h8 y9d ff4 fs3 fc0 sc0 ls0 ws0">SPORZĄD<span class="_ _1"></span>ZONE <span class="_ _38"> </span>PRZY <span class="_ _38"> </span>ZAŁOŻENIU <span class="_ _38"> </span>KONTYN<span class="_ _1"></span>UOWA<span class="_ _1"></span>NIA<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9e ff4 fs3 fc0 sc0 ls0 ws0">DZIAŁALN<span class="_ _1"></span>OŚCI <span class="_ _16"> </span>G<span class="_ _1"></span>OSPODA<span class="_ _1"></span>RCZE<span class="_ _1"></span>J <span class="_ _16"> </span>PRZEZ <span class="_ _16"> </span>EMIT<span class="_ _1"></span>ENTA <span class="_ _16"> </span>W<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9f ff4 fs3 fc0 sc0 ls0 ws0">DAJĄCEJ <span class="_ _1f"> </span>SIĘ <span class="_ _20"></span>PR<span class="_ _1"></span>ZEWID<span class="_ _1"></span>ZIEĆ <span class="_ _20"></span>P<span class="_ _1"></span>RZYSZŁ<span class="_ _1"></span>OŚCI <span class="_ _1f"> </span>ORAZ <span class="_ _20"></span>C<span class="_ _1"></span>ZY <span class="_ _20"></span>NIE<span class="_ _1c"></span> </div><div class="t m0 x11 h8 ya0 ff4 fs3 fc0 sc0 ls0 ws0">ISTNIE<span class="_ _1"></span>JĄ <span class="_ _1e"> </span>OK<span class="_ _1"></span>OLICZ<span class="_ _1"></span>NO<span class="_ _1"></span>ŚCI <span class="_ _1b"> </span>WSKAZUJ<span class="_ _1"></span>ĄCE <span class="_ _1a"> </span>NA <span class="_ _1b"> </span>ZAGRO<span class="_ _1"></span>ŻENIE<span class="_ _1"></span> </div><div class="t m0 x11 h8 ya1 ff4 fs3 fc0 sc0 ls0 ws0">KONTYNU<span class="_ _1"></span>OWANI<span class="_ _1"></span>A DZIA<span class="_ _1"></span>ŁALNO<span class="_ _1"></span>ŚCI<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 ya2 ff5 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _39"> </span>finansowe <span class="_ _39"> </span>zostało <span class="_ _39"> </span>sporz<span class="_ _0"></span>ądzone <span class="_ _2d"> </span>przy <span class="_ _39"> </span>założeniu <span class="_ _39"> </span>kontynuowani<span class="_ _0"></span>a </div><div class="t m0 x1 h6 ya3 ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _29"> </span>gos<span class="_ _0"></span>podarczej.  Z<span class="_ _0"></span>ar<span class="_ _1"></span>ząd<span class="_ _0"></span>  przeana<span class="_ _0"></span>li<span class="_ _1"></span>zował  ot<span class="_ _0"></span>oczenie, <span class="_ _29"> </span>w  k<span class="_ _0"></span>tórym  funk<span class="_ _0"></span>cjonuje </div><div class="t m0 x1 h6 ya4 ff5 fs0 fc0 sc0 ls0 ws0">Spółka i stwierdza, iż nie istniej<span class="_ _0"></span>ą pr<span class="_ _1"></span>zesł<span class="_ _0"></span>anki do stwierdzenia<span class="_ _0"></span>, ab<span class="_ _1"></span>y dz<span class="_ _0"></span>i<span class="_ _1"></span>ałalność S<span class="_ _0"></span>półki ni<span class="_ _1"></span>e </div><div class="t m0 x1 h6 ya5 ff5 fs0 fc0 sc0 ls0 ws0">mogła być kontynuow<span class="_ _0"></span>ana w dającej s<span class="_ _0"></span>ię przewidzieć przyszłoś<span class="_ _0"></span>ci.<span class="ff3"> </span></div><div class="t m0 x1 h6 ya6 ff5 fs0 fc0 sc0 ls0 ws0">Począwszy <span class="_ _1c"></span>od <span class="_ _1d"></span>maja <span class="_ _1c"></span>2022 <span class="_ _1"></span>r<span class="_ _1"></span>oku <span class="_ _1d"></span>Spółka <span class="_ _1c"></span>ob<span class="_ _1"></span>serwuje <span class="_ _1c"></span>i<span class="_ _1"></span>stotne <span class="_ _1c"></span>spowolnienie <span class="_ _1c"></span>koniunktury <span class="_ _1c"></span>na </div><div class="t m0 x1 h6 ya7 ff5 fs0 fc0 sc0 ls0 ws0">krajowym <span class="_ _19"></span>rynku <span class="_ _1d"></span>nieruchomości, <span class="_ _1d"></span>które <span class="_ _19"></span>bezpośrednio <span class="_ _1d"></span>pr<span class="_ _1"></span>zyczyn<span class="_ _0"></span>ia <span class="_ _19"></span>się <span class="_ _19"></span>do <span class="_ _19"></span>spadku <span class="_ _1d"></span>pop<span class="_ _1"></span>ytu<span class="_ _0"></span> </div><div class="t m0 x1 h6 ya8 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _2e"> </span>m<span class="_ _0"></span>ateriały <span class="_ _2e"> </span>bu<span class="_ _0"></span>dowlane <span class="_ _10"> </span>i <span class="_ _10"> </span>w<span class="_ _1"></span>ykończenio<span class="_ _0"></span>we. <span class="_ _10"> </span>Doda<span class="_ _1"></span>tko<span class="_ _0"></span>wo <span class="_ _2e"> </span>Spółk<span class="_ _0"></span>a <span class="_ _2e"> </span>w <span class="_ _f"> </span>d<span class="_ _1"></span>alszym <span class="_ _10"> </span>ciągu </div><div class="t m0 x1 h6 ya9 ff3 fs0 fc0 sc0 ls0 ws0">odnotowuje <span class="_ _0"></span>relatywnie <span class="_ _0"></span><span class="ff5">wysoki<span class="_ _1"></span> <span class="_ _14"></span>p<span class="_ _1"></span>oziom <span class="_ _0"></span>kosztów <span class="_ _0"></span>finansowych. <span class="_ _0"></span>Czynniki <span class="_ _0"></span>te <span class="_ _0"></span>skutkują <span class="_ _0"></span>m.<span class="_ _1"></span>in. </span></div><div class="t m0 x1 h6 yaa ff5 fs0 fc0 sc0 ls0 ws0">obniżeniem <span class="_ _2f"> </span>rentown<span class="_ _0"></span>ości <span class="_ _2f"> </span>Spółki. <span class="_ _2f"> </span>W <span class="_ _2f"> </span>2024 <span class="_ _2f"> </span>Spółka <span class="_ _2f"> </span>odnotował<span class="_ _0"></span>a <span class="_ _3a"> </span>n<span class="_ _0"></span>i<span class="_ _1"></span>eznaczny <span class="_ _2f"> </span>wzrost<span class="_ _0"></span> </div><div class="t m0 x1 h6 yab ff5 fs0 fc0 sc0 ls0 ws0">zapotrzebowani<span class="_ _0"></span>a <span class="_ _1e"> </span>na <span class="_ _1e"> </span>jej <span class="_ _1e"> </span>główne <span class="_ _1e"> </span>prod<span class="_ _1"></span>ukty,<span class="_ _0"></span> <span class="_ _1e"> </span>czego <span class="_ _1e"> </span>przyczyną <span class="_ _1e"> </span>był <span class="_ _1e"> </span>spadek <span class="_ _1e"> </span>inflacji <span class="_ _1e"> </span>oraz </div><div class="t m0 x1 h6 yac ff5 fs0 fc0 sc0 ls0 ws0">spadek <span class="_ _0"></span>stó<span class="_ _0"></span>p<span class="_ _1"></span> <span class="_ _14"></span>p<span class="_ _1"></span>rocentowych. <span class="_ _13"></span>Z<span class="_ _1"></span>arówno <span class="_ _14"></span>bliż<span class="_ _1"></span>sze <span class="_ _14"></span>ja<span class="_ _1"></span>k <span class="_ _14"></span>i<span class="_ _1"></span> <span class="_ _0"></span>dalsze <span class="_ _14"></span>otoczenie <span class="_ _14"></span>Spółki <span class="_ _0"></span>uznaw<span class="_ _0"></span>a<span class="_ _1"></span>ne <span class="_ _14"></span>jest </div><div class="t m0 x1 h6 yad ff5 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _19"></span>Zar<span class="_ _1"></span>z<span class="_ _0"></span>ą<span class="_ _1"></span>d <span class="_ _e"></span>n<span class="_ _0"></span>adal <span class="_ _e"></span>z<span class="_ _0"></span>a <span class="_ _e"></span>niestabilne<span class="_ _0"></span>,<span class="_ _1"></span> <span class="_ _19"></span>w <span class="_ _e"></span>zw<span class="_ _0"></span>i<span class="_ _1"></span>ązku <span class="_ _19"></span>z <span class="_ _19"></span>czym <span class="_ _e"></span>Spółka<span class="_ _0"></span> <span class="_ _e"></span>spodziew<span class="_ _0"></span>a <span class="_ _e"></span>się <span class="_ _19"></span>nasilenia </div><div class="t m0 x1 h6 yae ff5 fs0 fc0 sc0 ls0 ws0">zjawisk <span class="_ _0"></span>mogących wyw<span class="_ _0"></span>rzeć ne<span class="_ _0"></span>gatywny w<span class="_ _0"></span>pływ <span class="_ _0"></span>na jej <span class="_ _0"></span>dzia<span class="_ _1"></span>ł<span class="_ _0"></span>a<span class="_ _1"></span>lność <span class="_ _0"></span>po dn<span class="_ _0"></span>iu bilansowym<span class="_ _0"></span>, w </div><div class="t m0 x1 h6 yaf ff5 fs0 fc0 sc0 ls0 ws0">szczególności:<span class="ff3"> </span></div><div class="t m0 x1 h6 yb0 ff5 fs0 fc0 sc0 ls0 ws0">•<span class="ff3 ls4">      </span>dal<span class="_ _1"></span>szy <span class="_ _1f"> </span>utrzy<span class="_ _0"></span>mują<span class="_ _1"></span>cy <span class="_ _20"> </span>si<span class="_ _1"></span>ę <span class="_ _20"> </span>w<span class="_ _1"></span>ysoki <span class="_ _1f"> </span>pozio<span class="_ _0"></span>m <span class="_ _1e"> </span>stóp<span class="_ _0"></span> <span class="_ _1e"> </span>p<span class="_ _0"></span>rocentowych <span class="_ _1f"> </span>mogący<span class="_ _0"></span> <span class="_ _1e"> </span>wpłyn<span class="_ _0"></span>ąć <span class="_ _1e"> </span>n<span class="_ _0"></span>a </div><div class="t m0 x11 h6 yb1 ff5 fs0 fc0 sc0 ls0 ws0">wzrost kosztów f<span class="_ _0"></span>i<span class="_ _1"></span>nansow<span class="_ _0"></span>ania obcego i w ko<span class="_ _0"></span>nsekwencji na spadek rento<span class="_ _0"></span>wności;<span class="ff3"> </span></div><div class="t m0 x1 h6 yb2 ff5 fs0 fc0 sc0 ls0 ws0">•<span class="ff3 ls4">     <span class="ls0"> <span class="_ _1f"> </span></span></span>osłab<span class="_ _1"></span>ianie <span class="_ _1f"> </span>się <span class="_ _1f"> </span>kursu <span class="_ _20"> </span>EU<span class="_ _1"></span>R <span class="_ _1f"> </span>wz<span class="_ _0"></span>g<span class="_ _1"></span>lędem <span class="_ _20"> </span>PLN, <span class="_ _1e"> </span>c<span class="_ _0"></span>o <span class="_ _1f"> </span>skutkować <span class="_ _20"> </span>b<span class="_ _1"></span>ędzie <span class="_ _1f"> </span>obniżaniem<span class="_ _0"></span> <span class="_ _1f"> </span>si<span class="_ _1"></span>ę </div><div class="t m0 x11 h6 yb3 ff5 fs0 fc0 sc0 ls0 ws0">rentowności na sp<span class="_ _0"></span>rzedaży eksporto<span class="_ _0"></span>wej;<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x6 y19 w5 h14" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAABCAIAAACJysCJAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAHUlEQVRIx+3BMQEAAAjAIO2fcG0s4QlsNQAAwIcD/eECjTMdSrkAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">7 <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">S<span class="_ _1"></span>tron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">•<span class="ff3 ls4">      </span>ponowne <span class="_ _35"> </span>spowoln<span class="_ _0"></span>i<span class="_ _1"></span>enie <span class="_ _3a"> </span>koniunktury <span class="_ _3a"> </span>na <span class="_ _35"> </span>rynku <span class="_ _3a"> </span>nieruchomości <span class="_ _3a"> </span>i <span class="_ _35"> </span>w <span class="_ _35"> </span>sek<span class="_ _0"></span>torze </div><div class="t m0 x11 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">budowlanym, <span class="_ _20"> </span>które <span class="_ _1f"> </span>bezpośre<span class="_ _0"></span>dni<span class="_ _1"></span>o <span class="_ _1f"> </span>przyczy<span class="_ _0"></span>ni<span class="_ _1"></span> <span class="_ _20"> </span>si<span class="_ _1"></span>ę <span class="_ _20"> </span>d<span class="_ _1"></span>o <span class="_ _20"> </span>sp<span class="_ _1"></span>adku <span class="_ _1f"> </span>popytu <span class="_ _20"> </span>krajowego <span class="_ _1f"> </span>na<span class="_ _0"></span> </div><div class="t m0 x11 h6 yb6 ff5 fs0 fc0 sc0 ls0 ws0">materiały bu<span class="_ _0"></span>dowla<span class="_ _1"></span>ne i <span class="_ _0"></span>wykończeniowe. <span class="ff3"> </span></div><div class="t m0 x1 h6 yb7 ff5 fs0 fc0 sc0 ls0 ws0">•<span class="ff3 ls4">      </span>utrzymująca <span class="_ _1d"></span>się <span class="_ _1"></span>ni<span class="_ _1"></span>estabilna <span class="_ _1c"></span>sytuacja <span class="_ _1"></span>m<span class="_ _1"></span>iędzynarod<span class="_ _0"></span>owa, <span class="_ _1d"></span>mogąca <span class="_ _1c"></span>w <span class="_ _1c"></span>i<span class="_ _1"></span>stotny <span class="_ _1c"></span>sposób </div><div class="t m0 x11 h6 yb8 ff5 fs0 fc0 sc0 ls0 ws0">przyczynić <span class="_ _29"> </span>s<span class="_ _0"></span>ię <span class="_ _29"> </span>do <span class="_ _3b"> </span>zakłóceni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _3b"> </span>możliwośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _3b"> </span>eksportu  p<span class="_ _0"></span>roduktów <span class="_ _3b"> </span>Spółki <span class="_ _3b"> </span>i  c<span class="_ _0"></span>iągłości </div><div class="t m0 x11 h6 y39 ff5 fs0 fc0 sc0 ls0 ws0">łańcuchów dosta<span class="_ _0"></span>w komponentów <span class="_ _0"></span>do i<span class="_ _1"></span>ch <span class="_ _0"></span>pr<span class="_ _1"></span>odukcji,<span class="ff3"> </span></div><div class="t m0 x1 h6 yb9 ff5 fs0 fc0 sc0 ls0 ws0">•<span class="ff3 ls4">   <span class="ls0"> <span class="_ _e"></span></span></span>wzrost<span class="_ _0"></span> <span class="_ _e"></span>zadłużeni<span class="_ _0"></span>a <span class="_ _e"></span>k<span class="_ _0"></span>r<span class="_ _1"></span>ótkoterm<span class="_ _0"></span>i<span class="_ _1"></span>nowego <span class="_ _1d"></span>or<span class="_ _1"></span>az <span class="_ _19"></span>dalsze <span class="_ _19"></span>p<span class="_ _1"></span>oga<span class="_ _0"></span>rsza<span class="_ _1"></span>nie <span class="_ _19"></span>się <span class="_ _19"></span>podstawowych<span class="_ _0"></span> </div><div class="t m0 x11 h6 yba ff5 fs0 fc0 sc0 ls0 ws0">wskaźników finansowych Sp<span class="_ _0"></span>ółki, a<span class="_ _1"></span> także nieprzestrze<span class="_ _0"></span>ganie ni<span class="_ _1"></span>ektó<span class="_ _0"></span>rych <span class="_ _1"></span>ko<span class="_ _0"></span>w<span class="_ _1"></span>enantów </div><div class="t m0 x11 h6 ybb ff5 fs0 fc0 sc0 ls0 ws0">wyszczególnionych <span class="_ _35"> </span>w <span class="_ _3c"> </span>umowa<span class="_ _0"></span>ch <span class="_ _3c"> </span>kredytowych <span class="_ _35"> </span>Spółki <span class="_ _3c"> </span>(Zarz<span class="_ _0"></span>ą<span class="_ _1"></span>d <span class="_ _35"> </span>ocenia <span class="_ _3c"> </span>ryzyko<span class="_ _0"></span> </div><div class="t m0 x11 h6 ybc ff5 fs0 fc0 sc0 ls0 ws0">wypowiedzeni<span class="_ _0"></span>a<span class="_ _1"></span> umów banko<span class="_ _0"></span>wy<span class="_ _1"></span><span class="ff3">ch jako z<span class="_ _0"></span>ni<span class="_ _1"></span>k<span class="_ _0"></span>ome).<span class="_ _1"></span>  <span class="_ _0"></span> </span></div><div class="t m0 x1 h6 ybd ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3d"> </span>celu <span class="_ _2c"> </span>przeciw<span class="_ _0"></span>d<span class="_ _1"></span>ziałania <span class="_ _2c"> </span>ww. <span class="_ _2c"> </span>zjawiskom <span class="_ _2c"> </span>Spółka <span class="_ _2c"> </span>przeprowadził<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _2c"> </span>i <span class="_ _3d"> </span>planuje<span class="_ _0"></span> </div><div class="t m0 x1 h6 ybe ff5 fs0 fc0 sc0 ls0 ws0">wprowadzić<span class="ff3"> </span>niezbędne<span class="_ _0"></span> działania w pon<span class="_ _0"></span>iższych obszarach:<span class="ff3"> </span></div><div class="t m0 x1 h6 ybf ff3 fs0 fc0 sc0 ls0 ws0">- <span class="_ _f"> </span><span class="ff5">kontynu<span class="_ _0"></span>a<span class="_ _1"></span>cja <span class="_ _f"> </span>programu <span class="_ _f"> </span>moty<span class="_ _0"></span>wacyjnego<span class="_ _0"></span> <span class="_ _f"> </span>„Specjalista”. <span class="_ _f"> </span>Spółka <span class="_ _f"> </span>w <span class="_ _f"> </span>ma<span class="_ _0"></span>rcu <span class="_ _f"> </span>2023 <span class="_ _3e"> </span>r.<span class="_ _1"></span> </span></div><div class="t m0 x1 h6 yc0 ff5 fs0 fc0 sc0 ls0 ws0">wprowadziła <span class="_ _0"></span>na ryne<span class="_ _0"></span>k inno<span class="_ _0"></span>wa<span class="_ _1"></span>cyjny <span class="_ _0"></span>klej ce<span class="_ _0"></span>mentowy <span class="_ _0"></span>wysokiej k<span class="_ _0"></span>lasy norm<span class="_ _0"></span>owej C2T<span class="_ _0"></span>ES1 <span class="_ _0"></span>o </div><div class="t m0 x1 h6 yc1 ff3 fs0 fc0 sc0 ls0 ws0">nazwie <span class="_ _f"> </span>S-<span class="ff5">8 <span class="_ _10"> </span>C<span class="_ _0"></span>ontact <span class="_ _f"> </span>Max <span class="_ _10"> </span>z<span class="_ _0"></span>apewniający <span class="_ _3e"> </span>ma<span class="_ _1"></span>ksym<span class="_ _0"></span>a<span class="_ _1"></span>lny <span class="_ _f"> </span>kontakt <span class="_ _f"> </span>płytek <span class="_ _3e"> </span>z <span class="_ _f"> </span>podłożem.<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 yc2 ff5 fs0 fc0 sc0 ls0 ws0">Sprzedaż <span class="_ _3f"> </span>kleju <span class="_ _3f"> </span>wspart<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _3f"> </span>została <span class="_ _3f"> </span>przez <span class="_ _3f"> </span>najnowocześniej<span class="_ _0"></span>szy <span class="_ _3f"> </span>na <span class="_ _3f"> </span>rynku <span class="_ _3f"> </span>program </div><div class="t m0 x1 h6 yc3 ff5 fs0 fc0 sc0 ls0 ws0">lojalnościowy <span class="_ _0"></span>dla <span class="_ _14"></span>w<span class="_ _1"></span>ykon<span class="_ _0"></span>aw<span class="_ _1"></span>ców. <span class="_ _14"></span>Rozwiązania<span class="_ _0"></span> <span class="_ _0"></span>zastosowane <span class="_ _14"></span>w<span class="_ _1"></span> <span class="_ _0"></span>programie <span class="_ _14"></span>są <span class="_ _0"></span>wyjątko<span class="_ _0"></span>w<span class="_ _1"></span>e <span class="_ _14"></span>w </div><div class="t m0 x1 h6 yc4 ff5 fs0 fc0 sc0 ls0 ws0">branży, <span class="_ _1d"></span>natomi<span class="_ _0"></span>a<span class="_ _1"></span>st <span class="_ _1d"></span>kleje <span class="_ _1d"></span>ce<span class="_ _0"></span>mentowe <span class="_ _1d"></span>są <span class="_ _1d"></span>zupełn<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1d"></span>nowym <span class="_ _1c"></span>segm<span class="_ _1"></span>entem <span class="_ _1"></span>r<span class="_ _1"></span>ynku <span class="_ _1c"></span>dla<span class="_ _1"></span> <span class="_ _1d"></span>Spółki.<span class="_ _0"></span> </div><div class="t m0 x1 h6 yc5 ff5 fs0 fc0 sc0 ls0 ws0">W 2024 Pr<span class="_ _0"></span>ogram lojalnościo<span class="_ _0"></span>wy Specjalista z<span class="_ _0"></span>ostał <span class="_ _1"></span>znacząco <span class="_ _0"></span>rozbudowany. D<span class="_ _0"></span>o programu<span class="_ _0"></span> </div><div class="t m0 x1 h6 yc6 ff5 fs0 fc0 sc0 ls0 ws0">włączono kolejne<span class="_ _0"></span> produkty<span class="_ _0"></span>: Megaron D<span class="_ _0"></span>v<span class="_ _1"></span><span class="ff3">-21,<span class="_ _0"></span> Megaron Gv-15, <span class="_ _0"></span>Megaron Dv-<span class="ff5">2<span class="_ _0"></span>0, ŚMI<span class="_ _0"></span>G<span class="_ _1"></span> A<span class="ff3">-</span></span></span></div><div class="t m0 x1 h6 yc7 ff5 fs0 fc0 sc0 ls0 ws0">11 <span class="_ _e"></span>oraz <span class="_ _e"></span>nowość <span class="_ _e"> </span>ŚMIG <span class="_ _e"> </span>C<span class="_ _1"></span><span class="ff3">-</span>50s. <span class="_ _e"></span>Rozszerzon<span class="_ _0"></span>o <span class="_ _e"></span>równi<span class="_ _1"></span>eż <span class="_ _e"></span>ofertę<span class="_ _0"></span> <span class="_ _e"> </span>na<span class="_ _1"></span>gród <span class="_ _e"></span>o <span class="_ _e"> </span>wysokiej <span class="_ _e"></span>jakości </div><div class="t m0 x1 h6 yc8 ff3 fs0 fc0 sc0 ls0 ws0">ubrania <span class="_ _1a"> </span>robocze <span class="_ _1e"> </span>z <span class="_ _1e"> </span>l<span class="_ _1"></span>ogo <span class="_ _1a"> </span>programu <span class="_ _1e"> </span>Specjalista <span class="_ _1e"> </span>or<span class="_ _1"></span>az <span class="_ _1a"> </span>profesjona<span class="_ _0"></span>lne <span class="_ _1b"> </span><span class="ff5">na<span class="_ _1"></span>rzędzia, <span class="_ _1e"> </span>w<span class="_ _1"></span> <span class="_ _1e"> </span>tym </span></div><div class="t m0 x1 h6 yc9 ff5 fs0 fc0 sc0 ls0 ws0">wysokiej klasy noże<span class="_ _0"></span> do gład<span class="_ _1"></span>zi. W 2025<span class="_ _0"></span> r. Spółka planuje <span class="_ _0"></span>d<span class="_ _1"></span>alsze rozsze<span class="_ _0"></span>r<span class="_ _1"></span>zanie <span class="_ _0"></span>p<span class="_ _1"></span>rogramu </div><div class="t m0 x1 h6 yca ff5 fs0 fc0 sc0 ls0 ws0">Specjalista, <span class="_ _1"></span>obejmując <span class="_ _1"></span>nim <span class="_ _1c"></span>kolejne <span class="_ _1"></span>produkty<span class="_ _0"></span> <span class="_ _1c"></span>z <span class="_ _1"></span>oferty <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1c"></span>poszerzając <span class="_ _1c"></span>katalog <span class="_ _1"></span>nagród </div><div class="t m0 x1 h6 ycb ff5 fs0 fc0 sc0 ls0 ws0">dostępnych w <span class="_ _0"></span>pr<span class="_ _1"></span>ogr<span class="_ _0"></span>am<span class="_ _1"></span>ie.<span class="ff3"> </span></div><div class="t m0 x1 h6 ycc ff3 fs0 fc0 sc0 ls0 ws0">- <span class="_ _1c"></span><span class="ff5">r<span class="_ _1"></span>oz<span class="_ _0"></span>w<span class="_ _1"></span>ój <span class="_ _1c"></span>sprzedaży <span class="_ _1"></span>d<span class="_ _1"></span>eko<span class="_ _0"></span>ra<span class="_ _1"></span>cyjnych<span class="_ _0"></span> <span class="_ _1c"></span>pap <span class="_ _1c"></span>w <span class="_ _1c"></span>płynie <span class="_ _1"></span>M<span class="_ _1"></span>egaron <span class="_ _1"></span>Uv<span class="_ _1"></span><span class="ff3">-<span class="_ _1"></span>213 <span class="_ _1"></span>/ <span class="_ _1c"></span>Uv-<span class="_ _1"></span>715 <span class="_ _1"></span>/ <span class="_ _1c"></span>Uv-811 <span class="_ _1c"></span>/ </span></span></div><div class="t m0 x1 h6 ycd ff3 fs0 fc0 sc0 ls5 ws0">Uv<span class="ls0">-<span class="ff5">903<span class="_ _0"></span>. <span class="_ _1a"> </span>Rok <span class="_ _1a"> </span>2024<span class="_ _0"></span> <span class="_ _1a"> </span>był <span class="_ _1a"> </span>kolejnym <span class="_ _1e"> </span>r<span class="_ _1"></span>okiem <span class="_ _1e"> </span>wzrostu <span class="_ _1a"> </span>sprzedaży <span class="_ _1e"> </span>papy <span class="_ _1e"> </span>w <span class="_ _1e"> </span>p<span class="_ _1"></span>łynie. <span class="_ _1e"> </span>Spółka </span></span></div><div class="t m0 x1 h6 yce ff5 fs0 fc0 sc0 ls0 ws0">pla<span class="_ _1"></span>nu<span class="_ _0"></span>je <span class="_ _14"></span>zintensyfikować <span class="_ _13"></span>działania <span class="_ _13"></span>mające <span class="_ _14"></span>na <span class="_ _13"></span>celu <span class="_ _14"></span>wzrost <span class="_ _13"></span>udziału <span class="_ _13"></span>w<span class="_ _1"></span> <span class="_ _13"></span>rynku <span class="_ _14"></span>sprzedaży <span class="_ _13"></span>tego </div><div class="t m0 x1 h6 ycf ff3 fs0 fc0 sc0 ls0 ws0">Asortymentu <span class="ff5">w 2<span class="_ _0"></span>025 r., a także<span class="_ _0"></span> pozyskać nowe miejsc<span class="_ _0"></span>a odbioru,<span class="ff3"> </span></span></div><div class="t m0 x1 h6 yd0 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="_ _1c"></span><span class="ff5">r<span class="_ _1"></span>oz<span class="_ _0"></span>w<span class="_ _1"></span>ój <span class="_ _1c"></span>sprzedaży <span class="_ _1"></span>jasnoszarej <span class="_ _1c"></span>gładzi <span class="_ _1c"></span>polim<span class="_ _0"></span>erowej <span class="_ _1d"></span>FIN<span class="_ _0"></span>ISZ <span class="_ _1c"></span>Dv<span class="_ _1"></span><span class="ff3">-</span>21. <span class="_ _1c"></span>G<span class="_ _1"></span>otowa <span class="_ _1"></span>szara <span class="_ _1c"></span>gładź </span></div><div class="t m0 x1 h6 yd1 ff5 fs0 fc0 sc0 ls0 ws0">typu <span class="_ _19"></span>smart <span class="_ _19"></span>jest <span class="_ _1c"></span>j<span class="_ _1"></span>edyną <span class="_ _19"></span>n<span class="_ _0"></span>a <span class="_ _19"></span>rynku <span class="_ _19"></span>gładzią <span class="_ _1d"></span>zmieniającą <span class="_ _1d"></span>kolor <span class="_ _1d"></span>w<span class="_ _1"></span> <span class="_ _19"></span>trakcie <span class="_ _1d"></span>pracy. <span class="_ _19"></span>T<span class="_ _0"></span>a <span class="_ _19"></span>cecha </div><div class="t m0 x1 h6 yd2 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _0"></span>pozostałe <span class="_ _0"></span>parametry <span class="_ _14"></span>dobrane <span class="_ _0"></span>przez <span class="_ _0"></span>okres <span class="_ _0"></span>ponad <span class="_ _0"></span>3<span class="_ _1"></span><span class="ff3">-</span>letnich <span class="_ _0"></span>badań <span class="_ _0"></span>znajduj<span class="_ _0"></span>ą wysok<span class="_ _0"></span>ie </div><div class="t m0 x1 h6 yd3 ff3 fs0 fc0 sc0 ls0 ws0">uznan<span class="ff5">ie <span class="_ _1e"> </span>w<span class="_ _1"></span>śród <span class="_ _1e"> </span>wykona<span class="_ _0"></span>wców. <span class="_ _1e"> </span>W <span class="_ _1a"> </span>latach <span class="_ _1a"> </span>20<span class="_ _0"></span>23 <span class="_ _1a"> </span><span class="ff3">- <span class="_ _1a"> </span></span>2024 <span class="_ _1e"> </span>r. <span class="_ _1a"> </span>Spółka <span class="_ _1a"> </span>odnotow<span class="_ _0"></span>ała<span class="_ _1"></span> <span class="_ _1e"> </span>wysok<span class="_ _0"></span>ą<span class="_ _1"></span> </span></div><div class="t m0 x1 h6 yd4 ff5 fs0 fc0 sc0 ls0 ws0">dynamikę <span class="_ _1a"> </span>sp<span class="_ _1"></span>rzedaży. <span class="_ _1a"> </span>Wysokie <span class="_ _1a"> </span>p<span class="_ _1"></span>aramet<span class="_ _0"></span>ry <span class="_ _3b"> </span>połączone <span class="_ _1b"> </span>z <span class="_ _1b"> </span>dzia<span class="_ _1"></span>ł<span class="_ _0"></span>a<span class="_ _1"></span>niami <span class="_ _1b"> </span>marketing<span class="_ _0"></span>ow<span class="_ _1"></span>ymi<span class="_ _0"></span> </div><div class="t m0 x1 h6 yd5 ff5 fs0 fc0 sc0 ls0 ws0">wpłyną na dalszy <span class="_ _0"></span>w<span class="_ _1"></span>z<span class="_ _0"></span>r<span class="_ _1"></span>ost sprze<span class="_ _0"></span>d<span class="_ _1"></span>aży tego <span class="_ _0"></span>produktu.<span class="_ _1"></span><span class="ff3 ls4">                            <span class="_ _1"></span>         <span class="_ _1"></span>  <span class="ls0"> <span class="_ _1"></span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x6 y19 w5 h15" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">8 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="_ _10"> </span><span class="ff5">rozwój<span class="_ _1"></span> <span class="_ _10"> </span>sprzed<span class="_ _0"></span>aży <span class="_ _10"> </span>Supermocnej <span class="_ _10"> </span>masy <span class="_ _10"> </span>szpachlowej <span class="_ _10"> </span>Śmig <span class="_ _10"> </span>C<span class="_ _1"></span><span class="ff3">-50s <span class="_ _10"> </span>o <span class="_ _10"> </span>standardach<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">szpachlowania <span class="_ _3a"> </span>Q1 <span class="_ _35"> </span>i <span class="_ _3a"> </span>Q2. <span class="_ _35"> </span>Po <span class="_ _3a"> </span>sukcesach <span class="_ _3a"> </span>zwią<span class="_ _1"></span>zanych <span class="_ _3a"> </span>ze <span class="_ _3a"> </span>spr<span class="_ _1"></span>zedażą <span class="_ _3a"> </span>dyspersy<span class="_ _0"></span>jnej </div><div class="t m0 x1 h6 yb6 ff5 fs0 fc0 sc0 ls0 ws0">Supermocnej <span class="_ _20"> </span>masy <span class="_ _20"> </span>szpachlowej <span class="_ _20"> </span>Śmig <span class="_ _1f"> </span>C<span class="ff3">-</span>50, <span class="_ _20"> </span>Emi<span class="_ _1"></span>tent <span class="_ _20"> </span>wprowadził <span class="_ _20"> </span>w <span class="_ _20"> </span>d<span class="_ _1"></span>rugi<span class="_ _0"></span>m <span class="_ _1f"> </span>kwartale </div><div class="t m0 x1 h6 yd6 ff5 fs0 fc0 sc0 ls0 ws0">2024<span class="_ _0"></span> <span class="_ _e"> </span>r<span class="_ _1"></span>. <span class="_ _e"> </span>produkt <span class="_ _e"></span>suchy<span class="_ _0"></span>. <span class="_ _20"> </span>Spółk<span class="_ _0"></span>a <span class="_ _e"> </span>spo<span class="_ _1"></span>dziewa <span class="_ _e"></span>się <span class="_ _e"></span>dyna<span class="_ _0"></span>mi<span class="_ _1"></span>czneg<span class="_ _0"></span>o <span class="_ _20"> </span>wzrostu <span class="_ _e"></span>s<span class="_ _0"></span>przedaży <span class="_ _e"></span>tego<span class="_ _0"></span> </div><div class="t m0 x1 h6 yd7 ff3 fs0 fc0 sc0 ls0 ws0">Asortymentu <span class="_ _0"></span>w 2025 r.. </div><div class="t m0 x1 h6 yd8 ff5 fs0 fc0 sc0 ls0 ws0">Dodatkowo, <span class="_ _13"></span>w <span class="_ _13"></span>celu <span class="_ _14"></span>zabezpiecze<span class="_ _0"></span>nia<span class="_ _1"></span> <span class="_ _13"></span>płynności<span class="_ _0"></span> <span class="_ _14"></span>finansowej <span class="_ _13"></span>w<span class="_ _1"></span> <span class="_ _13"></span>2025 <span class="_ _13"></span>r., <span class="_ _13"></span>Spółka <span class="_ _14"></span>zawarła <span class="_ _13"></span>nową </div><div class="t m0 x1 h6 yd9 ff5 fs0 fc0 sc0 ls0 ws0">umowę kredyto<span class="_ _0"></span>wą<span class="_ _1"></span>,<span class="ff3"> </span>która o<span class="_ _0"></span>pi<span class="_ _1"></span>sana zost<span class="_ _0"></span>ała w <span class="_ _0"></span>p<span class="_ _1"></span>kt. 34.<span class="ff3 ls4">                  <span class="_ _1"></span>      <span class="ls0"> <span class="_ _1"></span> </span></span></div><div class="t m0 x1 h8 yda ff2 fs3 fc0 sc0 ls3 ws0">9.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">ST<span class="_ _1"></span>WIERDZENI<span class="_ _1"></span>E, <span class="_ _40"> </span>ŻE <span class="_ _40"> </span>SPRA<span class="_ _1"></span>WOZDA<span class="_ _1"></span>NIA <span class="_ _40"> </span>FINA<span class="_ _1"></span>NSO<span class="_ _1"></span>WE<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 ydb ff4 fs3 fc0 sc0 ls0 ws0">PODLEGA<span class="_ _1"></span>ŁY <span class="_ _3a"> </span>P<span class="_ _1"></span>RZEKSZT<span class="_ _1"></span>AŁCE<span class="_ _1"></span>NI<span class="_ _1"></span>U <span class="_ _35"> </span>W <span class="_ _3a"> </span>CEL<span class="_ _1"></span>U <span class="_ _3a"> </span>Z<span class="_ _1"></span>APEWNIE<span class="_ _1"></span>NI<span class="_ _1"></span>A </div><div class="t m0 x11 h8 ydc ff4 fs3 fc0 sc0 ls0 ws0">PORÓWNY<span class="_ _1"></span>WALN<span class="_ _1"></span>OŚCI <span class="_ _41"> </span>DANYCH<span class="_ _1"></span>, <span class="_ _41"> </span>A <span class="_ _42"> </span>ZESTAWIENIE<span class="_ _1"></span> <span class="_ _42"> </span>I </div><div class="t m0 x11 h8 ydd ff4 fs3 fc0 sc0 ls0 ws0">OBJAŚNIE<span class="_ _1"></span>NIE<span class="_ _1"></span> <span class="_ _1a"> </span>RÓŻ<span class="_ _1"></span>NIC, <span class="_ _1b"> </span>BĘDĄC<span class="_ _1"></span>YCH <span class="_ _1b"> </span>WYNIKI<span class="_ _1"></span>EM <span class="_ _1b"> </span>KOREKT <span class="_ _1b"> </span>Z<span class="_ _1"></span> </div><div class="t m0 x11 h8 yde ff4 fs3 fc0 sc0 ls0 ws0">TYTUŁU <span class="_ _1"></span>ZMIA<span class="_ _1"></span>N <span class="_ _1"></span>ZAS<span class="_ _1"></span>AD (<span class="_ _1"></span>POLIT<span class="_ _1c"></span>YKI)<span class="_ _1"></span> <span class="_ _1"></span>RACHUNK<span class="_ _1"></span>OWOŚCI<span class="_ _1"></span> <span class="_ _1"></span>LUB </div><div class="t m0 x11 h8 ydf ff4 fs3 fc0 sc0 ls0 ws0">KOREKT <span class="_ _43"> </span>BŁĘDÓ<span class="_ _1"></span>W <span class="_ _43"> </span>POD<span class="_ _1"></span>STAWO<span class="_ _1"></span>WYCH, <span class="_ _43"> </span>ZOSTA<span class="_ _1"></span>ŁO<span class="_ _1"></span> </div><div class="t m0 x11 h8 ye0 ff4 fs3 fc0 sc0 ls0 ws0">ZAMIESZ<span class="_ _1"></span>CZONE W <span class="_ _1"></span>DO<span class="_ _1"></span>DATKO<span class="_ _1"></span>WEJ NOCIE<span class="_ _1"></span> <span class="_ _1"></span>OBJAŚNI<span class="_ _1"></span>AJĄCE<span class="_ _1"></span>J<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 ye1 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>ujęła w <span class="_ _14"></span>wyniku z <span class="_ _0"></span>lat <span class="_ _0"></span>poprzednich <span class="_ _0"></span>skutki <span class="_ _0"></span>korekt <span class="_ _0"></span>błędów<span class="_ _1"></span> <span class="_ _14"></span>l<span class="_ _1"></span>at p<span class="_ _0"></span>oprzednich <span class="_ _0"></span>w łączne<span class="_ _0"></span>j </div><div class="t m0 x1 h6 ye2 ff5 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _2f"> </span>119 <span class="_ _2f"> </span>tys. <span class="_ _2f"> </span>zł. <span class="_ _2f"> </span>Kierując <span class="_ _2f"> </span>się <span class="_ _2f"> </span>zasa<span class="_ _0"></span>dą <span class="_ _2f"> </span>i<span class="_ _1"></span>stotnośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _2f"> </span>nie <span class="_ _3a"> </span>ko<span class="_ _0"></span>rygowano <span class="_ _2f"> </span> <span class="_ _2f"> </span>danych </div><div class="t m0 x1 h6 ye3 ff5 fs0 fc0 sc0 ls0 ws0">porównawczych. <span class="_ _2f"> </span>P<span class="_ _1"></span>onadto <span class="_ _3a"> </span>spółka <span class="_ _35"> </span>zm<span class="_ _0"></span>i<span class="_ _1"></span>enił<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _35"> </span>sposób <span class="_ _3a"> </span>prezent<span class="_ _0"></span>a<span class="_ _1"></span>cji <span class="_ _3a"> </span>śr<span class="_ _1"></span>odków <span class="_ _3a"> </span>trwałych </div><div class="t m0 x1 h6 ye4 ff3 fs0 fc0 sc0 ls0 ws0">zakwalifikowanych<span class="_ _0"></span> <span class="_ _1c"></span><span class="ff5">d<span class="_ _1"></span>o g<span class="_ _1"></span>rupy <span class="_ _1"></span>8 <span class="_ _1"></span>klasyfikacji środków <span class="_ _1"></span>trwałych <span class="_ _1"></span></span>- <span class="_ _1c"></span>w <span class="_ _1"></span>poprzedn<span class="_ _0"></span>i<span class="_ _1"></span>ch <span class="_ _1"></span>okresach </div><div class="t m0 x1 h6 ye5 ff5 fs0 fc0 sc0 ls0 ws0">część uję<span class="_ _0"></span>tych w tej grupie środków trwałych<span class="_ _0"></span> prezentowano jako maszyny <span class="_ _0"></span>i<span class="_ _1"></span> u<span class="_ _0"></span>r<span class="_ _1"></span>ządzenia.<span class="_ _0"></span> </div><div class="t m0 x1 h6 ye6 ff5 fs0 fc0 sc0 ls0 ws0">Począwszy <span class="_ _e"> </span>od<span class="_ _1"></span> <span class="_ _20"> </span>roku <span class="_ _20"> </span>2024<span class="_ _0"></span> <span class="_ _20"> </span>uznano, <span class="_ _20"> </span>kierując <span class="_ _e"> </span>się <span class="_ _20"> </span>wzgl<span class="_ _1"></span>ędami <span class="_ _e"> </span>pr<span class="_ _1"></span>aktyczny<span class="_ _0"></span>mi <span class="_ _20"> </span>i<span class="_ _1"></span> <span class="_ _20"> </span>wymog<span class="_ _0"></span>ami </div><div class="t m0 x1 h6 ye7 ff5 fs0 fc0 sc0 ls0 ws0">kontroli wewnęt<span class="_ _0"></span>rznej, że wszystk<span class="_ _0"></span>ie środki t<span class="_ _0"></span>rwałe zakwa<span class="_ _0"></span>l<span class="_ _1"></span>ifikowane <span class="_ _0"></span>do grupy 8<span class="_ _0"></span> KŚT będ<span class="_ _0"></span>ą </div><div class="t m0 x1 h6 ye8 ff5 fs0 fc0 sc0 ls0 ws0">prezentowane <span class="_ _20"> </span>w <span class="_ _1f"> </span>pozycji <span class="_ _20"> </span>&quot;i<span class="_ _1"></span>nne <span class="_ _20"> </span>środki <span class="_ _1f"> </span>trwał<span class="_ _0"></span>e&quot;. <span class="_ _1f"> </span>Wobec <span class="_ _1f"> </span>tej <span class="_ _20"> </span>zmia<span class="_ _1"></span>ny <span class="_ _20"> </span>skorygowano <span class="_ _20"> </span>dane </div><div class="t m0 x1 h6 ye9 ff5 fs0 fc0 sc0 ls0 ws0">porównawcze <span class="_ _2e"> </span>w <span class="_ _2f"> </span>zakresie <span class="_ _2e"> </span>dodatko<span class="_ _0"></span>wych <span class="_ _2e"> </span>not <span class="_ _2f"> </span>objaśniających <span class="_ _2e"> </span>dotyczących <span class="_ _2e"> </span>środków </div><div class="t m0 x1 h6 yea ff5 fs0 fc0 sc0 ls0 ws0">trwałych. <span class="_ _e"></span>Zestawienie <span class="_ _19"></span>i <span class="_ _20"> </span>objaśnienie <span class="_ _19"></span>różni<span class="_ _1"></span>c <span class="_ _e"></span>zostało <span class="_ _20"> </span>zamieszczone<span class="_ _0"></span> <span class="_ _e"> </span>w <span class="_ _20"> </span>dod<span class="_ _0"></span>atkowej <span class="_ _e"> </span>nocie </div><div class="t m0 x1 h6 yeb ff5 fs0 fc0 sc0 ls0 ws0">objaśniającej.<span class="ff3"> </span></div><div class="t m0 x1 h8 yec ff2 fs3 fc0 sc0 ls3 ws0">10.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff2">WS<span class="_ _0"></span>KA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE, <span class="_ _44"> </span>CZY <span class="_ _44"> </span>W <span class="_ _45"> </span>PRZEDSTA<span class="_ _1"></span>WIONY<span class="_ _1"></span>M<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 yed ff2 fs3 fc0 sc0 ls0 ws0">SPRAWO<span class="_ _1"></span>ZDANIU <span class="_ _46"> </span>FINA<span class="_ _1"></span>NSO<span class="_ _1"></span>WYM <span class="_ _46"> </span>LUB <span class="_ _46"> </span>DANYCH </div><div class="t m0 x11 h8 yee ff4 fs3 fc0 sc0 ls0 ws0">PORÓWNY<span class="_ _1"></span>WALNY<span class="_ _1"></span>CH DOKONA<span class="_ _1"></span>NO KOREKT WYNIKAJĄCY<span class="_ _1"></span>CH<span class="_ _1c"></span>  </div><div class="t m0 x11 h8 yef ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _43"> </span>ZAS<span class="_ _0"></span>T<span class="_ _1c"></span>RZEŻE<span class="_ _1"></span>Ń <span class="_ _43"> </span>W <span class="_ _43"> </span>OPINIACH<span class="_ _1"></span> <span class="_ _43"> </span>PODMIOT<span class="_ _1"></span>ÓW<span class="_ _1"></span> </div><div class="t m0 x11 h8 yf0 ff2 fs3 fc0 sc0 ls0 ws0">UPRAWNI<span class="_ _1"></span>ONYCH  DO <span class="_ _3e"> </span>BA<span class="_ _1"></span>DA<span class="_ _1"></span>NIA <span class="_ _3e"> </span>  O <span class="_ _3e"> </span>SPRA<span class="_ _1"></span>WO-<span class="_ _1"></span>  ZDANIACH<span class="_ _1c"></span> </div><div class="t m0 x11 h8 yf1 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYCH ZA L<span class="_ _1"></span>AT<span class="_ _1"></span>A 2022 i<span class="_ _1"></span> 2023<span class="_ _1c"></span> </div><div class="t m0 x1 h6 yf2 ff5 fs0 fc0 sc0 ls0 ws0">Firma <span class="_ _19"></span>a<span class="_ _1"></span>udytorsk<span class="_ _0"></span>a <span class="_ _19"></span>nie <span class="_ _19"></span>wyra<span class="_ _1"></span>ziła <span class="_ _19"></span>zastrzeżeń <span class="_ _1d"></span>w <span class="_ _19"></span>sp<span class="_ _1"></span>rawozdaniach <span class="_ _1d"></span>z <span class="_ _19"></span>ba<span class="_ _1"></span>dania <span class="_ _19"></span>sprawozdani<span class="_ _0"></span>a </div><div class="t m0 x1 h6 yf3 ff5 fs0 fc0 sc0 ls0 ws0">finansowego <span class="_ _3c"> </span>za <span class="_ _3f"> </span>2022<span class="_ _0"></span> <span class="_ _3f"> </span>i <span class="_ _3c"> </span>2023 <span class="_ _3f"> </span>rok. <span class="_ _3f"> </span>F<span class="_ _0"></span>i<span class="_ _1"></span>rma <span class="_ _3f"> </span>audyto<span class="_ _0"></span>r<span class="_ _1"></span>ska <span class="_ _3f"> </span>p<span class="_ _0"></span>rzeprowadziła <span class="_ _3c"> </span>badanie </div><div class="t m0 x1 h6 yf4 ff5 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _0"></span>finanso<span class="_ _0"></span>wego z<span class="_ _0"></span>a 202<span class="_ _0"></span>4 r.<span class="_ _0"></span> i <span class="_ _14"></span>w<span class="_ _1"></span> <span class="_ _0"></span>projekcie <span class="_ _0"></span>sprawozd<span class="_ _0"></span>ania z<span class="_ _0"></span> b<span class="_ _0"></span>a<span class="_ _1"></span>dania <span class="_ _0"></span>nie <span class="_ _0"></span>zawarła </div><div class="t m0 x1 h6 yf5 ff5 fs0 fc0 sc0 ls0 ws0">żadnych zast<span class="_ _0"></span>r<span class="_ _1"></span>zeże<span class="_ _0"></span>ń<span class="ff3">.<span class="_ _1"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x6 y19 w5 h16" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">9 <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y1c ff2 fs3 fc0 sc0 ls3 ws0">11.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff4">POZIOM ZA<span class="_ _1"></span>OKRĄGLEŃ<span class="_ _1c"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h6 yf6 ff5 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _1"></span>fi<span class="_ _1"></span>nanso<span class="_ _0"></span>we <span class="_ _1c"></span>sp<span class="_ _1"></span>orzą<span class="_ _0"></span>dzono <span class="_ _1c"></span>w <span class="_ _1d"></span>zaokrągleniu <span class="_ _1"></span>do <span class="_ _1c"></span>tysięcy <span class="_ _1c"></span>złotych. <span class="_ _1"></span>Przyjęto <span class="_ _1c"></span>taki </div><div class="t m0 x1 h6 yf7 ff5 fs0 fc0 sc0 ls0 ws0">poziom <span class="_ _10"> </span>zaokrągleń, <span class="_ _f"> </span>g<span class="_ _1"></span>dyż <span class="_ _10"> </span>zdaniem <span class="_ _f"> </span>Za<span class="_ _1"></span>rzą<span class="_ _0"></span>du <span class="_ _10"> </span>ni<span class="_ _1"></span>e <span class="_ _10"> </span>zniekształci <span class="_ _10"> </span>to <span class="_ _10"> </span>obrazu <span class="_ _10"> </span>Spółki <span class="_ _f"> </span>w </div><div class="t m0 x1 h6 yf8 ff5 fs0 fc0 sc0 ls0 ws0">sprawozdaniu, <span class="_ _1e"> </span>a <span class="_ _1a"> </span>może <span class="_ _1e"> </span>pr<span class="_ _1"></span>zyczynić <span class="_ _1e"> </span>się <span class="_ _1a"> </span>do <span class="_ _1a"> </span>lepszego <span class="_ _1a"> </span>wypełnienia <span class="_ _1e"> </span>postulatu <span class="_ _1e"> </span>j<span class="_ _1"></span>asnego <span class="_ _1e"> </span>i </div><div class="t m0 x1 h6 yf9 ff3 fs0 fc0 sc0 ls0 ws0">rzetelnego <span class="_ _13"></span>za<span class="_ _1"></span>pre<span class="ff5">zentowania <span class="_ _13"></span>sytuacji<span class="_ _1"></span> <span class="_ _14"></span>majątkowej <span class="_ _13"></span>i<span class="_ _1"></span> <span class="_ _14"></span>finansowej <span class="_ _13"></span>or<span class="_ _1"></span>az <span class="_ _14"></span>wyniku <span class="_ _14"></span>finansowego.<span class="_ _0"></span> <span class="ff3"> </span></span></div><div class="t m0 x1 h8 y58 ff2 fs3 fc0 sc0 ls3 ws0">12.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff4">OPIS <span class="_ _47"> </span>PRZY<span class="_ _1"></span>JĘTYCH<span class="_ _1"></span> <span class="_ _47"> </span>ZASA<span class="_ _1"></span>D <span class="_ _47"> </span>(P<span class="_ _1"></span>OLITYKI<span class="_ _1c"></span>) </span></span></div><div class="t m0 x11 h8 y59 ff4 fs3 fc0 sc0 ls0 ws0">RACHUNKO<span class="_ _1"></span>W<span class="_ _1"></span>OŚCI, <span class="_ _1a"> </span>W <span class="_ _1e"> </span>T<span class="_ _1"></span>YM <span class="_ _1e"> </span>ME<span class="_ _1"></span>TOD <span class="_ _1a"> </span>WYCENY<span class="_ _1"></span> <span class="_ _1e"> </span>AKT<span class="_ _1"></span>YWÓ<span class="_ _1"></span>W <span class="_ _1e"> </span>I<span class="_ _1"></span> </div><div class="t m0 x11 h8 yfa ff4 fs3 fc0 sc0 ls0 ws0">PASYWÓ<span class="_ _1"></span>W <span class="_ _48"> </span>(TAK<span class="_ _1"></span>ŻE <span class="_ _48"> </span>AM<span class="_ _1"></span>ORTYZACJI)<span class="_ _1"></span>, <span class="_ _48"> </span>USTA<span class="_ _1"></span>LENIA<span class="_ _1"></span> </div><div class="t m0 x11 h8 yfb ff4 fs3 fc0 sc0 ls0 ws0">PRZYCHO<span class="_ _1"></span>DÓW, <span class="_ _0"></span>KO<span class="_ _1"></span>SZTÓW <span class="_ _0"></span>I <span class="_ _0"></span>WY<span class="_ _1"></span>NIKU FINANSOWEGO ORAZ </div><div class="t m0 x11 h8 y9a ff4 fs3 fc0 sc0 ls0 ws0">SPOSOB<span class="_ _1"></span>U <span class="_ _49"> </span>SPORZĄ<span class="_ _1"></span>DZE<span class="_ _1"></span>NIA <span class="_ _49"> </span>SPRA<span class="_ _1"></span>WOZDANI<span class="_ _1"></span>A </div><div class="t m0 x11 h8 y9b ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWEGO I D<span class="_ _1"></span>ANYCH<span class="_ _1"></span> PO<span class="_ _1"></span>RÓWNY<span class="_ _1"></span>WALNY<span class="_ _1"></span>CH<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y37 ff5 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _19"></span>finansowe <span class="_ _19"></span>sp<span class="_ _1"></span>orządzone <span class="_ _19"></span>zostało <span class="_ _19"></span>w <span class="_ _e"></span>zgodzie <span class="_ _19"></span>z <span class="_ _e"></span>praktyką <span class="_ _19"></span>stosowaną <span class="_ _19"></span>p<span class="_ _1"></span>rzez </div><div class="t m0 x1 h6 yfc ff5 fs0 fc0 sc0 ls0 ws0">jednostki <span class="_ _f"> </span>działające <span class="_ _f"> </span>w <span class="_ _f"> </span>Pol<span class="_ _1"></span>sce, <span class="_ _3e"> </span>w<span class="_ _1"></span> <span class="_ _f"> </span>oparciu <span class="_ _3e"> </span>o <span class="_ _10"> </span>zasady <span class="_ _10"> </span>rachunk<span class="_ _0"></span>owości <span class="_ _f"> </span>wynikające <span class="_ _f"> </span>z </div><div class="t m0 x1 h6 yfd ff5 fs0 fc0 sc0 ls0 ws0">przepisów <span class="_ _1"></span>ustawy <span class="_ _1"></span>z <span class="_ _1c"></span>dnia<span class="_ _1"></span> <span class="_ _1"></span>29 <span class="_ _1"></span>w<span class="_ _1"></span>rześn<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>1994 <span class="_ _1"></span>r.<span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _1c"></span>o <span class="_ _1c"></span>rachunkowości <span class="_ _1"></span>(Dz. <span class="_ _1c"></span>U. <span class="_ _1"></span>z <span class="_ _1"></span>2023 <span class="_ _1"></span>r. <span class="_ _1c"></span>poz. </div><div class="t m0 x1 h6 yfe ff5 fs0 fc0 sc0 ls0 ws0">120 <span class="_ _0"></span>z <span class="_ _0"></span>późniejsz<span class="ff3">ymi<span class="_ _1"></span> z<span class="_ _0"></span>mianami) <span class="_ _0"></span>i <span class="_ _0"></span>wydanymi n<span class="_ _0"></span>a jej <span class="_ _0"></span>podsta<span class="_ _0"></span>w<span class="_ _1"></span>ie <span class="_ _0"></span>przepisami <span class="_ _0"></span>wykonawczym<span class="_ _0"></span>i<span class="_ _1"></span>.  </span></div><div class="t m0 x1 h6 yff ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1f"> </span>sprawozd<span class="_ _0"></span>ani<span class="_ _1"></span>u <span class="_ _20"> </span>fi<span class="_ _1"></span>nanso<span class="_ _0"></span>wym <span class="_ _1f"> </span>Spółka <span class="_ _20"> </span>wykazuje<span class="_ _0"></span> <span class="_ _1f"> </span>zdarzenia <span class="_ _20"> </span>g<span class="_ _1"></span>ospod<span class="_ _0"></span>a<span class="_ _1"></span>rcze <span class="_ _20"> </span>zgodnie <span class="_ _1f"> </span>z <span class="_ _20"> </span>ich </div><div class="t m0 x1 h6 y100 ff5 fs0 fc0 sc0 ls0 ws0">treścią <span class="_ _20"> </span>ekonomiczn<span class="_ _0"></span>ą. <span class="_ _20"> </span>Rokiem <span class="_ _20"> </span>o<span class="_ _0"></span>b<span class="_ _1"></span>rotowym<span class="_ _0"></span> <span class="_ _e"> </span>d<span class="_ _1"></span>la <span class="_ _e"> </span>M<span class="_ _1"></span>EGARON <span class="_ _e"> </span>S.A. <span class="_ _20"> </span>jest <span class="_ _e"></span>rok <span class="_ _20"> </span>kalend<span class="_ _0"></span>arzowy. </div><div class="t m0 x1 h6 y101 ff5 fs0 fc0 sc0 ls0 ws0">Okresami spr<span class="_ _0"></span>a<span class="_ _1"></span>wozdawczy<span class="_ _0"></span>mi są kolejne mie<span class="_ _0"></span>siące w roku ob<span class="_ _0"></span>rotow<span class="_ _1"></span>y<span class="_ _0"></span>m.<span class="_ _1"></span>     <span class="ff3"> </span></div><div class="t m0 x1 h6 y102 ff2 fs0 fc0 sc0 ls0 ws0">Wynik <span class="_ _1a"> </span>finansowy<span class="ff3"> <span class="_ _1b"> </span><span class="ff5">Spółki <span class="_ _1b"> </span>za <span class="_ _1a"> </span>okr<span class="_ _1"></span>es <span class="_ _1a"> </span>sprawozd<span class="_ _0"></span>a<span class="_ _1"></span>wczy <span class="_ _1a"> </span>obejmuje <span class="_ _1a"> </span>wszystkie <span class="_ _1a"> </span>osi<span class="_ _1"></span>ągnięte<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 y103 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">przypadające <span class="_ _13"></span>na <span class="_ _14"></span>jej <span class="_ _14"></span>rzecz <span class="_ _14"></span>przychody <span class="_ _14"></span>ora<span class="_ _1"></span>z <span class="_ _14"></span>związane <span class="_ _14"></span>z <span class="_ _13"></span>tymi<span class="_ _1"></span> <span class="_ _14"></span>przychodami <span class="_ _14"></span>koszty <span class="_ _14"></span>zgodnie </span></div><div class="t m0 x1 h6 y104 ff5 fs0 fc0 sc0 ls0 ws0">z zasadami memo<span class="_ _0"></span>riału, współmiernośc<span class="_ _0"></span>i przychodów i kosztów o<span class="_ _0"></span>ra<span class="_ _1"></span>z o<span class="_ _0"></span>str<span class="_ _1"></span>ożnej wyceny<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y105 ff5 fs0 fc0 sc0 ls0 ws0">Spółka sporzą<span class="_ _0"></span>dza rachunek zysk<span class="_ _0"></span>ów<span class="_ _1"></span> i strat w<span class="_ _0"></span> wersji<span class="_ _1"></span> k<span class="_ _0"></span>al<span class="_ _1"></span>kulacyjnej.<span class="ff3"> </span></div><div class="t m0 x1 h6 y106 ff5 fs0 fc0 sc0 ls0 ws0">Spółka sporzą<span class="_ _0"></span>dza rachunek przepły<span class="_ _0"></span>wów pienięż<span class="_ _0"></span>nych metodą pośredn<span class="_ _0"></span>i<span class="_ _1"></span>ą.<span class="ff3"> </span></div><div class="t m0 x1 h6 y107 ff5 fs0 fc0 sc0 ls0 ws0">Walutą <span class="_ _11"> </span>funkcj<span class="_ _0"></span>onalną <span class="_ _4a"> </span>i <span class="_ _11"> </span>spra<span class="_ _0"></span>wozdawczą <span class="_ _4a"> </span>jednostki <span class="_ _4a"> </span>jest <span class="_ _4a"> </span>złoty <span class="_ _11"> </span>po<span class="_ _0"></span>l<span class="_ _1"></span>ski. <span class="_ _4a"> </span>Jednostką </div><div class="t m0 x1 h6 y108 ff5 fs0 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _1d"></span>są <span class="_ _1c"></span>tysiące <span class="_ _1d"></span>złotych<span class="_ _0"></span> <span class="_ _19"></span>(PLN). <span class="_ _1c"></span>Należ<span class="_ _0"></span>y <span class="_ _1d"></span>zw<span class="_ _1"></span>rócić <span class="_ _1d"></span>uwagę, <span class="_ _1c"></span>że <span class="_ _1d"></span>kwoty <span class="_ _1c"></span>w<span class="_ _1"></span>ynikające<span class="_ _0"></span> <span class="_ _1d"></span>z </div><div class="t m0 x1 h6 y109 ff5 fs0 fc0 sc0 ls0 ws0">ksiąg <span class="_ _20"> </span>rachunkowych <span class="_ _20"> </span>zaokrą<span class="_ _0"></span>gl<span class="_ _1"></span>ono <span class="_ _e"> </span>do <span class="_ _20"> </span>pełnych <span class="_ _20"> </span>tysięcy <span class="_ _e"> </span>złotych, <span class="_ _20"> </span>dl<span class="_ _1"></span>atego <span class="_ _20"> </span>mogą <span class="_ _20"> </span>wynikać </div><div class="t m0 x1 h6 y10a ff5 fs0 fc0 sc0 ls0 ws0">różnice <span class="_ _3b"> </span>wynikające<span class="ff3"> <span class="_ _3b"> </span>z </span>zaokrąg<span class="_ _0"></span>l<span class="_ _1"></span>eń <span class="_ _3b"> </span>pomiędz<span class="_ _0"></span>y <span class="_ _3b"> </span>wa<span class="_ _1"></span>rtością <span class="_ _1b"> </span>ujawnionych <span class="_ _3b"> </span>w <span class="_ _3b"> </span>sprawoz<span class="_ _0"></span>da<span class="_ _1"></span>niu </div><div class="t m0 x1 h6 y10b ff5 fs0 fc0 sc0 ls0 ws0">finansowym sum <span class="_ _0"></span>a łączną wartośc<span class="_ _0"></span>ią<span class="_ _1"></span> ich skła<span class="_ _0"></span>dowych w tysiącach z<span class="_ _0"></span>łotych.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y10c ff4 fs0 fc0 sc0 ls0 ws0">Wartości n<span class="_ _1"></span>iemate<span class="_ _0"></span>ri<span class="_ _1"></span>aln<span class="_ _0"></span>e<span class="_ _1"></span> <span class="_ _1"></span>i <span class="_ _1c"></span>prawn<span class="_ _0"></span>e<span class="_ _1"></span><span class="ff3"> <span class="_ _1"></span><span class="ff5">w<span class="_ _1"></span>yceni<span class="_ _0"></span>a <span class="_ _1c"></span>się <span class="_ _1"></span>według <span class="_ _1"></span>cen <span class="_ _1"></span>nabycia, <span class="_ _1"></span>pomniejszony<span class="_ _0"></span>ch </span></span></div><div class="t m0 x1 h6 y10d ff3 fs0 fc0 sc0 ls0 ws0">o skumulowane <span class="_ _1c"></span>odpi<span class="_ _1"></span>sy <span class="_ _1d"></span>umorzenio<span class="_ _0"></span>we <span class="_ _1d"></span>oraz <span class="_ _1d"></span>o <span class="ff5">ewentualne <span class="_ _1d"></span>odpisy <span class="_ _1d"></span>z <span class="_ _19"></span>tytułu <span class="_ _1c"></span>trw<span class="_ _1"></span>ałej <span class="_ _1d"></span>utraty </span></div><div class="t m0 x1 h6 y10e ff5 fs0 fc0 sc0 ls0 ws0">wartości. <span class="ff3"> </span></div><div class="t m0 x1 h6 y10f ff5 fs0 fc0 sc0 ls0 ws0">Wartości <span class="_ _35"> </span>niem<span class="_ _0"></span>aterialne <span class="_ _35"> </span>i <span class="_ _3a"> </span>prawne <span class="_ _3a"> </span>amortyzowane <span class="_ _3a"> </span>są <span class="_ _35"> </span>metod<span class="_ _0"></span>ą <span class="_ _35"> </span>li<span class="_ _1"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>ową <span class="_ _3a"> </span>w <span class="_ _35"> </span>okresie<span class="_ _0"></span> </div><div class="t m0 x1 h6 y110 ff5 fs0 fc0 sc0 ls0 ws0">przewidywanej <span class="_ _4b"> </span>ekonomiczn<span class="_ _0"></span>ej <span class="_ _4c"> </span>użyte<span class="_ _0"></span>czności<span class="_ _1"></span>, <span class="_ _4b"> </span>według <span class="_ _4c"> </span>n<span class="_ _0"></span>a<span class="_ _1"></span>stępuj<span class="_ _0"></span>ą<span class="_ _1"></span>cych <span class="_ _4b"> </span>zasad: </div><div class="t m0 x1 h6 y111 ff5 fs0 fc0 sc0 ls0 ws0">oprogramowan<span class="_ _0"></span>ie <span class="_ _19"></span>komputerów <span class="_ _1d"></span>2 <span class="_ _19"></span>lub <span class="_ _19"></span>5 <span class="_ _19"></span>lat <span class="_ _1d"></span>(aktualnie <span class="_ _19"></span>używane <span class="_ _1c"></span>w<span class="_ _1"></span>artośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _19"></span>amortyzo<span class="_ _0"></span>wa<span class="_ _1"></span>ne<span class="_ _0"></span> </div><div class="t m0 x1 h6 y112 ff5 fs0 fc0 sc0 ls0 ws0">są <span class="_ _e"> </span>w <span class="_ _e"> </span>okr<span class="_ _1"></span>esie <span class="_ _e"></span>2 <span class="_ _e"></span>lat).Wartości <span class="_ _e"> </span>niemat<span class="_ _1"></span>erialne<span class="_ _0"></span> <span class="_ _e"> </span>i<span class="_ _1"></span> <span class="_ _e"></span>pra<span class="_ _1"></span>wne, <span class="_ _e"></span>których <span class="_ _e"></span>wartość <span class="_ _e"></span>przekr<span class="_ _0"></span>acza <span class="_ _20"> </span>10 </div><div class="t m0 x1 h6 y113 ff5 fs0 fc0 sc0 ls0 ws0">000,00<span class="_ _0"></span> <span class="_ _2e"> </span>P<span class="_ _1"></span>LN <span class="_ _2e"> </span>podle<span class="_ _0"></span>ga<span class="_ _1"></span>ją <span class="_ _2e"> </span>o<span class="_ _0"></span>dpisom <span class="_ _2e"> </span>amortyz<span class="_ _0"></span>acyjnym <span class="_ _2e"> </span>od <span class="_ _2e"> </span>miesiąca<span class="_ _0"></span> <span class="_ _2e"> </span>na<span class="_ _1"></span>stępu<span class="_ _0"></span>jącego <span class="_ _2e"> </span>po </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">10<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">przyjęciu <span class="_ _20"> </span>według <span class="_ _e"> </span>planu <span class="_ _20"> </span>am<span class="_ _1"></span>ortyz<span class="_ _0"></span>a<span class="_ _1"></span>cji, <span class="_ _20"> </span>okreś<span class="_ _0"></span>lającego <span class="_ _20"> </span>stawki <span class="_ _e"> </span>i<span class="_ _1"></span> <span class="_ _20"> </span>kwoty <span class="_ _20"> </span>rocznych <span class="_ _e"> </span>odpi<span class="_ _1"></span>sów </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _35"> </span>w<span class="_ _0"></span>a<span class="_ _1"></span>rtości <span class="_ _35"> </span>niemater<span class="_ _0"></span>ia<span class="_ _1"></span>lnych <span class="_ _35"> </span>i <span class="_ _35"> </span>prawnych. <span class="_ _35"> </span>Kwoty <span class="_ _35"> </span>roczny<span class="_ _0"></span>ch <span class="_ _35"> </span>odpi<span class="_ _1"></span>sów<span class="_ _0"></span> </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">amortyzacyjnych <span class="_ _20"> </span>ustal<span class="_ _0"></span>a <span class="_ _1f"> </span>si<span class="_ _1"></span>ę <span class="_ _20"> </span>drogą <span class="_ _20"> </span>systema<span class="_ _0"></span>tycznego <span class="_ _20"> </span>r<span class="_ _1"></span>ozłożeni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _20"> </span>wartości <span class="_ _1f"> </span>początko<span class="_ _0"></span>wej </div><div class="t m0 x1 h6 y114 ff5 fs0 fc0 sc0 ls0 ws0">danej <span class="_ _2e"> </span>wartośc<span class="_ _0"></span>i <span class="_ _2e"> </span>niematerialnej <span class="_ _10"> </span>i<span class="_ _1"></span> <span class="_ _2e"> </span>pr<span class="_ _0"></span>aw<span class="_ _1"></span>nej<span class="_ _0"></span> <span class="_ _2e"> </span>na <span class="_ _2e"> </span>przewidywane <span class="_ _10"> </span>lata <span class="_ _2e"> </span>jej <span class="_ _10"> </span>użytkowania </div><div class="t m0 x1 h6 y1f ff5 fs0 fc0 sc0 ls0 ws0">uwzględniając <span class="_ _3b"> </span>okres  ekonom<span class="_ _0"></span>icznej  użyte<span class="_ _0"></span>czności. <span class="_ _3b"> </span>Wartości  nie<span class="_ _0"></span>materialne  i  p<span class="_ _0"></span>rawne, </div><div class="t m0 x1 h6 y115 ff5 fs0 fc0 sc0 ls0 ws0">których <span class="_ _19"></span>wartość <span class="_ _19"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _19"></span>przekr<span class="_ _0"></span>a<span class="_ _1"></span>cza <span class="_ _19"></span>1 <span class="_ _19"></span>000,00 <span class="_ _1d"></span>PLN, <span class="_ _19"></span>są <span class="_ _19"></span>odpisyw<span class="_ _0"></span>ane <span class="_ _19"></span>bezpośrednio <span class="_ _1d"></span>w <span class="_ _19"></span>koszty </div><div class="t m0 x1 h6 y116 ff5 fs0 fc0 sc0 ls0 ws0">zużycia <span class="_ _19"></span>materiałów. <span class="_ _19"></span>Wartości <span class="_ _19"></span>niemate<span class="ff3">rialne <span class="_ _19"></span>i<span class="_ _1"></span> <span class="_ _19"></span>prawne <span class="_ _19"></span>od <span class="_ _e"></span>1 <span class="_ _19"></span>000,00 <span class="_ _1d"></span>do <span class="_ _e"></span>10 <span class="_ _19"></span>000,00<span class="_ _0"></span> <span class="_ _e"></span>PLN<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y117 ff5 fs0 fc0 sc0 ls0 ws0">wprowadza <span class="_ _4d"> </span>się <span class="_ _4d"> </span>d<span class="_ _1"></span>o <span class="_ _4d"> </span>ewidencji <span class="_ _4d"> </span>bila<span class="_ _1"></span>ns<span class="_ _0"></span>owej <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y118 ff5 fs0 fc0 sc0 ls0 ws0">i umarza według okre<span class="_ _0"></span>su ustalonego przez<span class="_ _0"></span> kierownika jednostki<span class="_ _0"></span>.<span class="ff3"> </span></div><div class="t m0 x1 h6 y119 ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _1c"></span>trwałe<span class="ff3"> <span class="_ _1"></span><span class="ff5">są<span class="_ _1"></span> <span class="_ _1"></span>wycenianie <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z <span class="_ _1c"></span>Ustawą<span class="_ _1"></span> <span class="_ _1"></span>o <span class="_ _1c"></span>Rachunkowośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span>edług <span class="_ _1"></span>cen <span class="_ _1"></span>nab<span class="_ _1"></span>ycia<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 y11a ff5 fs0 fc0 sc0 ls0 ws0">lub kosztów <span class="_ _0"></span>wytworzeni<span class="_ _0"></span>a,<span class="_ _1"></span> <span class="_ _0"></span>pom<span class="_ _1"></span>niejszony<span class="_ _0"></span>ch o<span class="_ _0"></span> odpisy am<span class="_ _0"></span>ortyzacyjne <span class="_ _0"></span>l<span class="_ _1"></span>ub um<span class="_ _0"></span>orzeniowe, <span class="_ _0"></span>a </div><div class="t m0 x1 h6 y11b ff5 fs0 fc0 sc0 ls0 ws0">także <span class="_ _14"></span>o <span class="_ _0"></span>odpi<span class="_ _1"></span>sy <span class="_ _14"></span>z <span class="_ _0"></span>tytułu <span class="_ _14"></span>trw<span class="_ _1"></span>ałej <span class="_ _0"></span>utraty <span class="_ _14"></span>w<span class="_ _1"></span>artości. <span class="_ _0"></span>Do <span class="_ _14"></span>ceny <span class="_ _0"></span>nabycia <span class="_ _0"></span>lub<span class="_ _1"></span> <span class="_ _14"></span>kosztu <span class="_ _0"></span>wytworzenia<span class="_ _0"></span> </div><div class="t m0 x1 h6 y11c ff5 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _19"></span>trwałych <span class="_ _e"></span>zalicza <span class="_ _19"></span>się <span class="_ _e"></span>różn<span class="_ _0"></span>i<span class="_ _1"></span>ce <span class="_ _19"></span>kursowe <span class="_ _19"></span>z <span class="_ _e"></span>wyceny <span class="_ _19"></span>powstałe <span class="_ _19"></span>na <span class="_ _e"></span>dzień <span class="_ _e"></span>b<span class="_ _0"></span>i<span class="_ _1"></span>lansowy </div><div class="t m0 x1 h6 y11d ff5 fs0 fc0 sc0 ls0 ws0">oraz odsetki od zo<span class="_ _0"></span>bowiązań finansu<span class="_ _0"></span>ją<span class="_ _1"></span>cych <span class="_ _0"></span>wytworzenie lub n<span class="_ _0"></span>ab<span class="_ _1"></span>ycie <span class="_ _0"></span>śr<span class="_ _1"></span>odków tr<span class="_ _0"></span>wa<span class="_ _1"></span>łych<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y11e ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _1f"> </span>z <span class="_ _1f"> </span>Ustawą <span class="_ _1f"> </span>o <span class="_ _1f"> </span>Rachunkow<span class="_ _0"></span>ości <span class="_ _1f"> </span>wartość <span class="_ _1f"> </span>początkowa <span class="_ _1f"> </span>i <span class="_ _1f"> </span>dotychcz<span class="_ _0"></span>as <span class="_ _1f"> </span>dokonane <span class="_ _1f"> </span>od </div><div class="t m0 x1 h6 y11f ff5 fs0 fc0 sc0 ls0 ws0">środków tr<span class="_ _0"></span>w<span class="_ _1"></span>ałych <span class="_ _0"></span>odpisy amortyz<span class="_ _0"></span>a<span class="_ _1"></span>cyjne (u<span class="_ _0"></span>morzeniowe) m<span class="_ _0"></span>ogą na pod<span class="_ _0"></span>stawie odrębnych<span class="_ _0"></span> </div><div class="t m0 x1 h6 y120 ff5 fs0 fc0 sc0 ls0 ws0">przepisów, ulegać <span class="_ _1"></span>aktualizacji wyceny. Ustalona <span class="_ _1"></span>w <span class="_ _1"></span>wyni<span class="_ _1"></span>ku aktualizacj<span class="_ _0"></span>i<span class="_ _1"></span> w<span class="_ _1"></span>yceny wartość </div><div class="t m0 x1 h6 y121 ff5 fs0 fc0 sc0 ls0 ws0">księgowa <span class="_ _e"></span>netto<span class="ff3"> <span class="_ _e"></span></span>środka <span class="_ _e"> </span>trwałego <span class="_ _e"> </span>ni<span class="_ _1"></span>e <span class="_ _e"></span>powinna <span class="_ _e"></span>być <span class="_ _e"></span>wyższa <span class="_ _e"></span>od <span class="_ _e"> </span>realnej <span class="_ _e"></span>wartości, <span class="_ _e"> </span>której </div><div class="t m0 x1 h6 y122 ff3 fs0 fc0 sc0 ls0 ws0">odpisanie <span class="_ _2f"> </span>w <span class="ff5">pr<span class="_ _1"></span>ze<span class="_ _0"></span>wi<span class="_ _1"></span>dywany<span class="_ _0"></span>m <span class="_ _2f"> </span>okr<span class="_ _1"></span>esie <span class="_ _2f"> </span>jego <span class="_ _2f"> </span>dalszego <span class="_ _2f"> </span>używania <span class="_ _2f"> </span>jest <span class="_ _2f"> </span>ekonomicznie </span></div><div class="t m0 x1 h6 y83 ff3 fs0 fc0 sc0 ls0 ws0">uzasadnione. <span class="_ _0"></span> </div><div class="t m0 x1 h6 y123 ff5 fs0 fc0 sc0 ls0 ws0">Składniki <span class="_ _e"> </span>majątku <span class="_ _20"> </span>o <span class="_ _e"></span>przewidywany<span class="_ _0"></span>m <span class="_ _20"> </span>okresie <span class="_ _e"> </span>użytkowania <span class="_ _e"></span>dłuższym <span class="_ _20"> </span>n<span class="_ _0"></span>i<span class="_ _1"></span>ż <span class="_ _20"> </span>rok, <span class="_ _e"> </span>których </div><div class="t m0 x1 h6 y124 ff5 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _20"> </span>ni<span class="_ _1"></span>e <span class="_ _e"> </span>p<span class="_ _1"></span>rzekracza <span class="_ _20"> </span>1 <span class="_ _1f"> </span>000<span class="_ _0"></span>,00 <span class="_ _20"> </span>PLN, <span class="_ _1f"> </span>są <span class="_ _e"> </span>za<span class="_ _1"></span>liczane <span class="_ _20"> </span>do <span class="_ _1f"> </span>kosztów <span class="_ _20"> </span>zużyc<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _20"> </span>materiałów. </div><div class="t m0 x1 h6 y125 ff5 fs0 fc0 sc0 ls0 ws0">Przedmioty <span class="_ _1d"></span>o <span class="_ _1c"></span>wartości <span class="_ _1c"></span>p<span class="_ _1"></span>oczątkowej <span class="_ _1c"></span>od <span class="_ _1d"></span>1 <span class="_ _1d"></span>000<span class="_ _0"></span>,00 <span class="_ _1d"></span>d<span class="_ _1"></span>o <span class="_ _1d"></span>10 <span class="_ _1d"></span>000,00 <span class="_ _1"></span>P<span class="_ _1"></span>LN <span class="_ _1c"></span>wprowadza <span class="_ _1d"></span>się <span class="_ _1c"></span>d<span class="_ _1"></span>o </div><div class="t m0 x1 h6 y126 ff3 fs0 fc0 sc0 ls0 ws0">ewidencji <span class="_ _3b"> </span>bilan<span class="ff5">sowej <span class="_ _3b"> </span>środ<span class="_ _1"></span>ków <span class="_ _1b"> </span>tr<span class="_ _1"></span>wałych <span class="_ _3b"> </span>i<span class="_ _1"></span> <span class="_ _1b"> </span>umar<span class="_ _1"></span>za <span class="_ _1b"> </span>w<span class="_ _1"></span>edług <span class="_ _3b"> </span>okresu <span class="_ _3b"> </span>ustalonego <span class="_ _3b"> </span>przez </span></div><div class="t m0 x1 h6 y127 ff5 fs0 fc0 sc0 ls0 ws0">kierownika <span class="_ _e"></span>jednostk<span class="_ _0"></span>i<span class="_ _1"></span>. <span class="_ _e"> </span>Środki <span class="_ _e"></span>trw<span class="_ _0"></span>ałe, <span class="_ _e"> </span>których <span class="_ _e"></span>wartość <span class="_ _e"></span>jest <span class="_ _e"></span>wyższ<span class="_ _0"></span>a <span class="_ _e"> </span>ni<span class="_ _1"></span>ż <span class="_ _e"></span>10 <span class="_ _e"></span>000,00<span class="_ _0"></span> <span class="_ _e"> </span>P<span class="_ _1"></span>LN<span class="_ _0"></span> </div><div class="t m0 x1 h6 y128 ff5 fs0 fc0 sc0 ls0 ws0">podlegają <span class="_ _e"></span>odpisom <span class="_ _e"></span>amortyzacyjnym <span class="_ _e"></span>o<span class="_ _0"></span>d <span class="_ _e"> </span>miesiąca<span class="_ _1"></span> <span class="_ _e"></span>nastę<span class="_ _0"></span>p<span class="_ _1"></span>ującego <span class="_ _e"></span>po <span class="_ _e"></span>przyjęciu <span class="_ _e"></span>według<span class="_ _0"></span> </div><div class="t m0 x1 h6 y129 ff5 fs0 fc0 sc0 ls0 ws0">pla<span class="_ _1"></span>nu <span class="_ _1b"> </span>amortyzacji, <span class="_ _3b"> </span>określające<span class="_ _0"></span>g<span class="_ _1"></span><span class="ff3">o  st<span class="_ _0"></span>aw<span class="_ _1"></span>k<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _3b"> </span>i <span class="ff5">kwoty <span class="_ _3b"> </span>rocznych <span class="_ _3b"> </span>odpisów <span class="_ _3b"> </span>poszczególnych<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 y12a ff5 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _3a"> </span>trwałych. <span class="_ _3a"> </span>Kwoty <span class="_ _35"> </span>rocznych <span class="_ _3a"> </span>odpi<span class="_ _0"></span>sów<span class="_ _1"></span> <span class="_ _35"> </span>a<span class="_ _0"></span>mor<span class="_ _1"></span>tyz<span class="_ _0"></span>acyjnych <span class="_ _35"> </span>ustala <span class="_ _3a"> </span>się <span class="_ _35"> </span>d<span class="_ _0"></span>rogą </div><div class="t m0 x1 h6 y12b ff5 fs0 fc0 sc0 ls0 ws0">systematyczne<span class="_ _0"></span>go <span class="_ _3f"> </span>rozłoże<span class="_ _0"></span>nia<span class="_ _1"></span> <span class="_ _3c"> </span>wartości <span class="_ _3c"> </span>początkowej <span class="_ _3c"> </span>danego <span class="_ _3f"> </span>ś<span class="_ _0"></span>rodka <span class="_ _3c"> </span>trwałego <span class="_ _3c"> </span>na </div><div class="t m0 x1 h6 y12c ff5 fs0 fc0 sc0 ls0 ws0">przewidywane <span class="_ _19"></span>lata <span class="_ _e"></span>je<span class="_ _0"></span>go <span class="_ _e"></span>uży<span class="_ _0"></span>tkowania <span class="_ _19"></span>uwzględniając <span class="_ _19"></span>okres <span class="_ _19"></span>ekon<span class="_ _1"></span>omicznej <span class="_ _e"></span>uż<span class="_ _0"></span>yteczności </div><div class="t m0 x1 h6 y12d ff5 fs0 fc0 sc0 ls0 ws0">środka trwałego, z z<span class="_ _0"></span>astosowan<span class="_ _0"></span>i<span class="_ _1"></span>em metody l<span class="_ _0"></span>ini<span class="_ _1"></span>owej lub <span class="_ _0"></span>degresywnej.<span class="ff3"> </span></div><div class="t m0 x1 h6 y12e ff5 fs0 fc0 sc0 ls0 ws0">Zastosowane <span class="_ _0"></span>r<span class="_ _1"></span>oczne sta<span class="_ _0"></span>wki amortyzacyjne<span class="_ _0"></span> są następujące:<span class="ff3"> </span></div><div class="t m0 xf h6 y12f ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff3">budynki i budo<span class="_ _0"></span>w<span class="_ _1"></span>le <span class="_ _4e"> </span>2,5 - 10%  </span></span></div><div class="t m0 xf h6 y130 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">urządzenia techn<span class="_ _0"></span>i<span class="_ _1"></span>czne i m<span class="_ _0"></span>aszyny <span class="ff3"> </span></span></span></div><div class="t m0 xa h6 y131 ff5 fs0 fc0 sc0 ls0 ws0">(z wyłączeniem s<span class="_ _0"></span>przętu kompute<span class="_ _0"></span>row<span class="_ _1"></span>ego) <span class="ff3"> <span class="_ _4f"> </span>5-20%  </span></div><div class="t m0 xf h6 y132 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">sprzęt kompute<span class="_ _0"></span>row<span class="_ _1"></span>y<span class="ff3"> <span class="_ _50"> </span><span class="ls2">20 </span>- 33,33%  </span></span></span></div><div class="t m0 xf h6 y70 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">środki transportu<span class="ff3"> <span class="_ _51"> </span><span class="ls2">12 </span>- 29%  </span></span></span></div><div class="t m0 xf h6 y133 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">inne środki trw<span class="_ _0"></span>a<span class="_ _1"></span>łe<span class="ff3"> <span class="_ _52"> </span><span class="ls2">10 </span>- <span class="ls2">20%</span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">11<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _14"></span>ujmuje <span class="_ _14"></span>w <span class="_ _14"></span>swoi<span class="_ _1"></span>ch <span class="_ _14"></span>aktywach <span class="_ _13"></span>śr<span class="_ _1"></span>odki <span class="_ _14"></span>trwałe, <span class="_ _13"></span>z <span class="_ _14"></span>których <span class="_ _14"></span>korzysta <span class="_ _14"></span>na <span class="_ _14"></span>pod<span class="_ _1"></span>stawie <span class="_ _14"></span>umów </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">leasingu <span class="_ _e"></span>lub <span class="_ _19"></span>pod<span class="_ _1"></span>obnych <span class="_ _e"></span>u<span class="_ _0"></span>mów, <span class="_ _e"></span>jeżeli <span class="_ _e"></span>umo<span class="_ _0"></span>wy <span class="_ _e"> </span>l<span class="_ _1"></span>easingu<span class="_ _0"></span> <span class="_ _e"> </span>l<span class="_ _1"></span>ub <span class="_ _e"></span>p<span class="_ _0"></span>od<span class="_ _1"></span>obne<span class="_ _0"></span> <span class="_ _e"> </span>umowy <span class="_ _e"> </span>spełniają<span class="_ _0"></span> </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">przynajmniej jeden <span class="_ _0"></span>z warunków określ<span class="_ _0"></span>onych <span class="_ _0"></span>w<span class="_ _1"></span> art. 3 ust<span class="_ _0"></span>. 4 Ustawy o rachunk<span class="_ _0"></span>owości. <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y134 ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _1d"></span>trwałe <span class="_ _1d"></span>w <span class="_ _19"></span>b<span class="_ _0"></span>udowie<span class="_ _1"></span><span class="ff3"> <span class="_ _1c"></span><span class="ff5">w<span class="_ _1"></span>ycenia <span class="_ _1d"></span>się <span class="_ _1d"></span>w <span class="_ _1d"></span>w<span class="_ _1"></span>ysokości <span class="_ _1d"></span>ogółu <span class="_ _1d"></span>kosztó<span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>pozostających <span class="_ _1c"></span>w </span></span></div><div class="t m0 x1 h6 y135 ff5 fs0 fc0 sc0 ls0 ws0">bezpośrednim <span class="_ _1d"></span>związku <span class="_ _1d"></span>z <span class="_ _1d"></span>ich <span class="_ _19"></span>nabyciem <span class="_ _1c"></span>l<span class="_ _1"></span>ub <span class="_ _1d"></span>wytworzenie<span class="_ _0"></span>m,<span class="_ _1"></span> <span class="_ _1d"></span>pomniejszonych <span class="_ _1d"></span>o <span class="_ _1d"></span>odpisy <span class="_ _1d"></span>z </div><div class="t m0 x1 h6 y77 ff5 fs0 fc0 sc0 ls0 ws0">tytułu <span class="_ _3b"> </span>trw<span class="_ _1"></span>ałej  utr<span class="_ _0"></span>aty  wartości.  Do <span class="_ _3b"> </span>ceny  nabycia <span class="_ _3b"> </span>l<span class="_ _1"></span>ub <span class="_ _3b"> </span>kosztu  wytworze<span class="_ _0"></span>nia<span class="_ _1"></span>  ś<span class="_ _0"></span>r<span class="_ _1"></span>odków<span class="_ _0"></span> </div><div class="t m0 x1 h6 y78 ff5 fs0 fc0 sc0 ls0 ws0">trwałych <span class="_ _3a"> </span>w <span class="_ _3a"> </span>budowie <span class="_ _3a"> </span>zalicza <span class="_ _3a"> </span>się <span class="_ _3a"> </span>różnice<span class="_ _0"></span> <span class="_ _3a"> </span>kur<span class="_ _1c"></span>sowe <span class="_ _3a"> </span>oraz <span class="_ _3a"> </span>odsetki <span class="_ _3a"> </span>od <span class="_ _3a"> </span>zobowiązań </div><div class="t m0 x1 h6 y136 ff5 fs0 fc0 sc0 ls0 ws0">finansujących wytw<span class="_ _0"></span>orzenie lub nabyc<span class="_ _0"></span>i<span class="_ _1"></span>e śro<span class="_ _0"></span>dków trwałych.<span class="ff3"> </span></div><div class="t m0 x1 h6 y99 ff4 fs0 fc0 sc0 ls0 ws0">Długoterminow<span class="_ _0"></span>e <span class="_ _14"></span>aktywa <span class="_ _14"></span>finansowe<span class="ff3"> <span class="_ _14"></span><span class="ff5">w <span class="_ _14"></span>postaci <span class="_ _14"></span>a<span class="_ _1"></span>kc<span class="_ _0"></span>ji<span class="_ _1"></span> <span class="_ _14"></span>i <span class="_ _14"></span>ud<span class="_ _1"></span>z<span class="_ _0"></span>i<span class="_ _1"></span>ałów <span class="_ _14"></span>ujmu<span class="_ _0"></span>je <span class="_ _14"></span>si<span class="_ _1"></span>ę <span class="_ _13"></span>w<span class="_ _1"></span> <span class="_ _14"></span>księgach </span></span></div><div class="t m0 x1 h6 y137 ff5 fs0 fc0 sc0 ls0 ws0">rachunkowych <span class="_ _1c"></span>na <span class="_ _19"></span>dzień <span class="_ _1d"></span>nabycia <span class="_ _1d"></span>według <span class="_ _1c"></span>ceny <span class="_ _1d"></span>nab<span class="_ _1"></span>ycia <span class="_ _1d"></span>albo <span class="_ _1d"></span>ceny <span class="_ _1d"></span>zakupu, <span class="_ _1d"></span>jeżeli <span class="_ _19"></span>koszty<span class="_ _0"></span> </div><div class="t m0 x1 h6 y138 ff5 fs0 fc0 sc0 ls0 ws0">przeprowadzeni<span class="_ _0"></span>a <span class="_ _1"></span>i <span class="_ _1"></span>rozliczenia transakcji nie są <span class="_ _1"></span>istotne. <span class="_ _1"></span>Na dzień bila<span class="_ _1"></span>nsowy wyce<span class="_ _0"></span>nia<span class="_ _1"></span> się </div><div class="t m0 x1 h6 y139 ff5 fs0 fc0 sc0 ls0 ws0">je według ceny<span class="_ _0"></span> nab<span class="_ _1"></span>ycia lub ceny rynkowej (wartości godzi<span class="_ _0"></span>wej),<span class="_ _1"></span> zależnie od tego, któr<span class="_ _0"></span>a </div><div class="t m0 x1 h6 y13a ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1e"> </span>nich <span class="_ _1a"> </span>jest <span class="_ _1a"> </span>niższa. <span class="_ _1a"> </span>Udzi<span class="_ _1"></span>elone <span class="_ _1e"> </span>pożyczki <span class="_ _1a"> </span>i <span class="_ _1a"> </span>nabyte <span class="_ _1e"> </span>i<span class="_ _1"></span>nstrumenty <span class="_ _1e"> </span>dłużne <span class="_ _1e"> </span>wycenia <span class="_ _1a"> </span>si<span class="_ _1"></span>ę <span class="_ _1e"> </span>w </div><div class="t m0 x1 h6 y13b ff3 fs0 fc0 sc0 ls0 ws0">zamortyzowanej cenie<span class="_ _0"></span> nabycia. </div><div class="t m0 x1 h6 y13c ff4 fs0 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _19"></span>krótkot<span class="_ _0"></span>e<span class="_ _1"></span>rmin<span class="_ _0"></span>o<span class="_ _1"></span>we<span class="ff3"> <span class="_ _e"></span><span class="ff5">w<span class="_ _0"></span> <span class="_ _e"></span>aktyw<span class="_ _0"></span>a<span class="_ _1"></span>ch <span class="_ _19"></span>w <span class="_ _19"></span>postaci <span class="_ _19"></span>akcji <span class="_ _e"></span>i <span class="_ _19"></span>udziałów <span class="_ _19"></span>ujmuje <span class="_ _19"></span>się <span class="_ _19"></span>w </span></span></div><div class="t m0 x1 h6 y13d ff5 fs0 fc0 sc0 ls0 ws0">księgach r<span class="_ _0"></span>achunkowych na <span class="_ _0"></span>dzień <span class="_ _14"></span>na<span class="_ _1"></span>bycia <span class="_ _0"></span>według <span class="_ _0"></span>ceny <span class="_ _0"></span>nab<span class="_ _1"></span>ycia a<span class="_ _0"></span>l<span class="_ _1"></span>bo ce<span class="_ _0"></span>ny zakupu, <span class="_ _0"></span>jeżeli </div><div class="t m0 x1 h6 y13e ff5 fs0 fc0 sc0 ls0 ws0">koszty <span class="_ _1a"> </span>przeprowadzeni<span class="_ _0"></span>a <span class="_ _1b"> </span>i <span class="_ _1a"> </span>rozliczenia <span class="_ _1a"> </span>tran<span class="_ _0"></span>sa<span class="_ _1"></span>kcji <span class="_ _1a"> </span>nie <span class="_ _1a"> </span>są <span class="_ _1a"> </span>i<span class="_ _1"></span>stotne. <span class="_ _1a"> </span>N<span class="_ _0"></span>a <span class="_ _1b"> </span>dzień <span class="_ _1a"> </span>bilansowy </div><div class="t m0 x1 h6 y13f ff5 fs0 fc0 sc0 ls0 ws0">wycenia się je<span class="_ _0"></span> według<span class="_ _0"></span> ceny na<span class="_ _0"></span>bycia lub ceny<span class="_ _0"></span> rynkowej (w<span class="_ _0"></span>ar<span class="_ _1"></span>tości <span class="_ _0"></span>god<span class="_ _1"></span>z<span class="_ _0"></span>i<span class="_ _1"></span>wej), za<span class="_ _0"></span>leżnie od </div><div class="t m0 x1 h6 y140 ff5 fs0 fc0 sc0 ls0 ws0">tego, która<span class="_ _1"></span> z <span class="_ _1"></span>nich jest ni<span class="_ _1"></span>ższa. Udzielone pożyczki i <span class="_ _1"></span>nabyte i<span class="_ _1"></span>nstrument<span class="_ _0"></span>y <span class="_ _1"></span>dłużne wycenia </div><div class="t m0 x1 h6 y141 ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _e"></span>w <span class="_ _e"> </span>zam<span class="_ _1"></span>ortyz<span class="_ _0"></span>owanej <span class="_ _e"></span>cenie <span class="_ _e"></span>nabycia. <span class="_ _e"> </span>Instrument<span class="_ _0"></span>y <span class="_ _e"> </span>pochod<span class="_ _1"></span>ne <span class="_ _e"></span>wyceni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _e"></span>się <span class="_ _e"> </span>w <span class="_ _e"> </span>wartości </div><div class="t m0 x1 h6 y123 ff5 fs0 fc0 sc0 ls0 ws0">godziwej na <span class="_ _0"></span>dzi<span class="_ _1"></span>eń bilansowy.<span class="ff3"> </span></div><div class="t m0 x1 h6 y142 ff4 fs0 fc0 sc0 ls0 ws0">Rzeczowe składn<span class="_ _0"></span>iki aktywów<span class="_ _0"></span> o<span class="_ _1"></span>brot<span class="_ _0"></span>owych<span class="ff2"> </span></div><div class="t m0 x1 h6 y143 ff2 fs0 fc0 sc0 ls0 ws0">Zapasy<span class="ff3"> <span class="_ _3b"> </span><span class="ff5">s<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _1a"> </span>wyceniane <span class="_ _1b"> </span>według <span class="_ _1a"> </span>ni<span class="_ _1"></span>ższej <span class="_ _1b"> </span>z <span class="_ _1e"> </span>d<span class="_ _1"></span>wóch <span class="_ _1b"> </span>wartości: <span class="_ _1b"> </span>ceny <span class="_ _1b"> </span>n<span class="_ _0"></span>a<span class="_ _1"></span>bycia <span class="_ _1a"> </span>lub <span class="_ _1b"> </span>kosztu </span></span></div><div class="t m0 x1 h6 y2e ff5 fs0 fc0 sc0 ls0 ws0">wytworzenia i ceny <span class="_ _0"></span>sprzedaży netto.<span class="ff3"> </span></div><div class="t m0 x1 h6 y128 ff5 fs0 fc0 sc0 ls0 ws0">Koszty ponies<span class="_ _0"></span>i<span class="_ _1"></span>one w celu d<span class="_ _0"></span>oprowadzenia skł<span class="_ _0"></span>adników wy<span class="_ _0"></span>mi<span class="_ _1"></span>enionych n<span class="_ _0"></span>iżej pozycji do ich </div><div class="t m0 x1 h6 y129 ff5 fs0 fc0 sc0 ls0 ws0">aktualnego miejsc<span class="_ _0"></span>a i<span class="_ _1"></span> st<span class="_ _0"></span>a<span class="_ _1"></span>nu ujmowane <span class="_ _0"></span>są w nastę<span class="_ _0"></span>pujący sposób:<span class="ff3"> </span></div><div class="t m0 xf h6 y4a ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">materiały <span class="_ _e"></span>–<span class="ff3"> <span class="_ _e"></span></span>według <span class="_ _e"></span>ceny <span class="_ _e"></span>nabyc<span class="_ _0"></span>ia<span class="_ _1"></span> <span class="_ _e"></span>ustalonej<span class="_ _0"></span> <span class="_ _e"> </span>metodą <span class="_ _e"></span>pierwsze <span class="_ _e"></span>weszło, <span class="_ _e"></span>pier<span class="_ _0"></span>wsze </span></span></div><div class="t m0 xa h6 y4b ff5 fs0 fc0 sc0 ls0 ws0">wyszło (FIF<span class="_ _0"></span>O),<span class="ff3"> </span></div><div class="t m0 xf h6 y4c ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff3">produkty <span class="_ _20"> </span>gotowe <span class="_ _20"> </span><span class="ff5">–</span> <span class="_ _1f"> </span><span class="ff5">według <span class="_ _1f"> </span>koszt<span class="_ _0"></span>u <span class="_ _1f"> </span>bezpośr<span class="_ _0"></span>ednich <span class="_ _1f"> </span>materiałów <span class="_ _e"> </span>i<span class="_ _1"></span> <span class="_ _1f"> </span>roboc<span class="_ _0"></span>i<span class="_ _1"></span>zny <span class="_ _20"> </span>oraz </span></span></span></div><div class="t m0 xa h6 y4d ff5 fs0 fc0 sc0 ls0 ws0">uzasadnionej <span class="_ _1f"> </span>części <span class="_ _1f"> </span>pośrednich <span class="_ _1f"> </span>kosztó<span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _1f"> </span>produkcji, <span class="_ _1f"> </span>ustalonej <span class="_ _20"> </span>p<span class="_ _1"></span>rzy <span class="_ _1f"> </span>normalnym<span class="_ _0"></span> </div><div class="t m0 xa h6 y4e ff5 fs0 fc0 sc0 ls0 ws0">wykorzystaniu zdo<span class="_ _0"></span>lności<span class="_ _1"></span> <span class="_ _0"></span>pr<span class="_ _1"></span>odukcyjny<span class="_ _0"></span>ch (techn<span class="_ _0"></span>i<span class="_ _1"></span>czny koszt <span class="_ _0"></span>w<span class="_ _1"></span>ytworze<span class="_ _0"></span>nia<span class="_ _1"></span>). <span class="ff3"> </span></div><div class="t m0 x1 h6 y144 ff5 fs0 fc0 sc0 ls0 ws0">Cena sprzedaży nett<span class="_ _0"></span>o jest to możliwa do uzysk<span class="_ _0"></span>a<span class="_ _1"></span>nia na dzień bilanso<span class="_ _0"></span>wy cena sprzedaży </div><div class="t m0 x1 h6 y145 ff5 fs0 fc0 sc0 ls0 ws0">bez podatku <span class="_ _0"></span>od<span class="_ _1"></span> towar<span class="_ _0"></span>ów<span class="_ _1"></span> i usłu<span class="_ _0"></span>g<span class="_ _1"></span> i pod<span class="_ _0"></span>atku akcyzowego, <span class="_ _0"></span>pomniejszona o <span class="_ _0"></span>r<span class="_ _1"></span>abaty, o<span class="_ _0"></span>pusty </div><div class="t m0 x1 h6 y146 ff5 fs0 fc0 sc0 ls0 ws0">i <span class="_ _1a"> </span>tym <span class="_ _1e"> </span>p<span class="_ _1"></span>odobne <span class="_ _1e"> </span>oraz <span class="_ _1a"> </span>koszty <span class="_ _1e"> </span>związane <span class="_ _1e"> </span>z <span class="_ _1a"> </span>przystosowaniem <span class="_ _1a"> </span>składnik<span class="_ _0"></span>a <span class="_ _1a"> </span>do <span class="_ _1a"> </span>sprzedaży <span class="_ _1e"> </span>i </div><div class="t m0 x1 h6 y147 ff3 fs0 fc0 sc0 ls0 ws0">dokonaniem <span class="ff5">tej sprzed<span class="_ _0"></span>aży. <span class="ff3"> </span></span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAW3CAIAAAAXYR9GAAAACXBIWXMAABYlAAAWJQFJUiTwAAAYMUlEQVR42uzWMQEAAAjDMMC/580EZyKhVzfJAAAAH04CAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8lAAAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPZaAgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvJQAAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2WgIAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgryUAAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hqg7dYhAQAACMAwQ/+AT0MJcFuEqwOAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwDAv6lUAACAEwum+BD74WxlEgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">12<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Odpisy <span class="_ _e"> </span>a<span class="_ _1"></span>ktualizuj<span class="_ _0"></span>ące <span class="_ _20"> </span>wartość <span class="_ _e"> </span>r<span class="_ _1"></span>zeczowych <span class="_ _e"> </span>składników <span class="_ _e"> </span>majątku <span class="_ _20"> </span>obrot<span class="_ _0"></span>ow<span class="_ _1"></span>ego <span class="_ _e"></span>dokonane </div><div class="t m0 x1 h6 y55 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">związku <span class="_ _1d"></span>z <span class="_ _1d"></span>trwa<span class="_ _1"></span>łą <span class="_ _1d"></span>utra<span class="_ _1"></span>tą <span class="_ _1c"></span>i<span class="_ _1"></span>ch <span class="_ _1d"></span>wartości <span class="_ _1d"></span>lub<span class="_ _1"></span> <span class="_ _1d"></span>spow<span class="_ _1"></span>odo<span class="_ _0"></span>wa<span class="_ _1"></span>ne <span class="_ _1d"></span>wyceną <span class="_ _1d"></span>doprowadzaj<span class="_ _0"></span>ącą<span class="_ _1"></span> <span class="_ _1d"></span>ich </span></div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">wartość do <span class="_ _1c"></span>cen <span class="_ _1"></span>sprzedaży netto <span class="_ _1"></span>możliwych d<span class="_ _1"></span>o <span class="_ _1"></span>uzyskania p<span class="_ _1"></span>omniejsza<span class="_ _0"></span>ją <span class="_ _1"></span>wartość <span class="_ _1"></span>pozycji<span class="_ _0"></span> </div><div class="t m0 x1 h6 y114 ff3 fs0 fc0 sc0 ls0 ws0">w bilansie i <span class="ff5">zalicza się je<span class="_ _0"></span> do pozostałych kos<span class="_ _0"></span>ztów operacyjnych.<span class="ff3"> </span></span></div><div class="t m0 x1 h6 y135 ff5 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _1d"></span>ujętych <span class="_ _1d"></span>w <span class="_ _1d"></span>wycenie <span class="_ _1d"></span>wyrobó<span class="_ _0"></span>w <span class="_ _19"></span>gotowych <span class="_ _1c"></span>p<span class="_ _1"></span>ośrednich <span class="_ _1d"></span>koszt<span class="_ _0"></span>ów <span class="_ _19"></span>produkc<span class="_ _0"></span>ji<span class="_ _1"></span> <span class="_ _1d"></span>nie <span class="_ _1d"></span>j<span class="_ _1"></span>est<span class="_ _0"></span> </div><div class="t m0 x1 h6 y77 ff5 fs0 fc0 sc0 ls0 ws0">istotna <span class="_ _1d"></span>ze <span class="_ _1"></span>w<span class="_ _1"></span>zględu <span class="_ _1d"></span>na <span class="_ _1c"></span>i<span class="_ _1"></span>ch <span class="_ _1c"></span>niski <span class="_ _1c"></span>ud<span class="_ _1"></span>ział <span class="_ _1c"></span>w <span class="_ _1d"></span>koszcie <span class="_ _1c"></span>wytworzenia <span class="_ _1c"></span>wyr<span class="_ _1"></span>obó<span class="_ _0"></span>w <span class="_ _1d"></span>gotowych <span class="_ _1c"></span>oraz </div><div class="t m0 x1 h6 y78 ff5 fs0 fc0 sc0 ls0 ws0">niewielką <span class="_ _1b"> </span>war<span class="_ _1"></span>tość <span class="_ _1a"> </span>skład<span class="_ _1"></span>owanych <span class="_ _1b"> </span>wyrobó<span class="_ _0"></span>w <span class="_ _1b"> </span>gotow<span class="_ _1"></span>ych, <span class="_ _1b"> </span>z <span class="_ _3b"> </span>tego <span class="_ _1b"> </span>wzgl<span class="_ _1"></span>ędu, <span class="_ _1b"> </span>kierując <span class="_ _1b"> </span>si<span class="_ _1"></span>ę </div><div class="t m0 x1 h6 y136 ff5 fs0 fc0 sc0 ls0 ws0">zasadą istotności, S<span class="_ _0"></span>półka nie szacuje poz<span class="_ _0"></span>iomu wykorzyst<span class="_ _0"></span>ania<span class="_ _1"></span> z<span class="_ _0"></span>dol<span class="_ _1"></span>ności <span class="_ _0"></span>pr<span class="_ _1"></span>odukcy<span class="_ _0"></span>jnych.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y99 ff4 fs0 fc0 sc0 ls0 ws0">Należności<span class="ff3"> <span class="_ _3e"> </span><span class="ff5">wycenia <span class="_ _3e"> </span>się <span class="_ _3e"> </span>w <span class="_ _f"> </span>kwotach  w<span class="_ _1"></span>y<span class="_ _0"></span>ma<span class="_ _1"></span>ganej <span class="_ _3e"> </span>zapłaty,<span class="_ _0"></span> <span class="_ _f"> </span>z <span class="_ _3e"> </span>zachowaniem <span class="_ _3e"> </span>zasady </span></span></div><div class="t m0 x1 h6 y137 ff5 fs0 fc0 sc0 ls0 ws0">ostrożnej wyceny <span class="_ _0"></span>(p<span class="_ _1"></span>o pomn<span class="_ _0"></span>iejszeniu o odpisy<span class="_ _0"></span> aktualizujące).<span class="ff3"> </span></div><div class="t m0 x1 h6 y7c ff5 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _1f"> </span>w<span class="_ _1"></span>yrażone<span class="_ _0"></span> <span class="_ _1e"> </span>w <span class="_ _1e"> </span>walut<span class="_ _0"></span>ach <span class="_ _1e"> </span>obcych <span class="_ _1f"> </span>wycenia <span class="_ _1e"> </span>się <span class="_ _1e"> </span>n<span class="_ _0"></span>a <span class="_ _1e"> </span>dzień <span class="_ _1f"> </span>bilansowy <span class="_ _1e"> </span>po<span class="_ _0"></span> <span class="_ _1e"> </span>kursie </div><div class="t m0 x1 h6 y7d ff5 fs0 fc0 sc0 ls0 ws0">średnim ustalony<span class="_ _0"></span>m dla danej waluty p<span class="_ _0"></span>rzez Narodowy Bank <span class="_ _0"></span>Polski na ten dz<span class="_ _0"></span>i<span class="_ _1"></span>eń.<span class="ff3"> </span></div><div class="t m0 x1 h6 y11d ff5 fs0 fc0 sc0 ls0 ws0">Różnice <span class="_ _1a"> </span>kursowe <span class="_ _1a"> </span>od <span class="_ _1a"> </span>należności <span class="_ _1e"> </span>wyr<span class="_ _1"></span>ażony<span class="_ _0"></span>ch <span class="_ _1a"> </span>w <span class="_ _1b"> </span>walutach <span class="_ _1a"> </span>obcych <span class="_ _1e"> </span>powstałe <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dzień </div><div class="t m0 x1 h6 y148 ff5 fs0 fc0 sc0 ls0 ws0">wyceny <span class="_ _3b"> </span>i<span class="_ _1"></span>  przy  zapłacie <span class="_ _3b"> </span>od<span class="_ _1"></span>nosi  się <span class="_ _3b"> </span>w  rachu<span class="_ _0"></span>nek  zysk<span class="_ _0"></span>ów<span class="_ _1"></span>  i  strat.  W  uzasadn<span class="_ _0"></span>i<span class="_ _1"></span>onych </div><div class="t m0 x1 h6 y149 ff5 fs0 fc0 sc0 ls0 ws0">przypadkach <span class="_ _3e"> </span>od<span class="_ _1"></span>nosi <span class="_ _3e"> </span>się <span class="_ _10"> </span>je <span class="_ _3e"> </span>do <span class="_ _10"> </span>kosztu <span class="_ _3e"> </span>usług <span class="_ _f"> </span>lub <span class="_ _f"> </span>ceny <span class="_ _f"> </span>nabycia <span class="_ _f"> </span>towarów <span class="_ _3e"> </span>a <span class="_ _10"> </span>także<span class="_ _0"></span> </div><div class="t m0 x1 h6 y14a ff5 fs0 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _1d"></span>środkó<span class="_ _0"></span>w <span class="_ _19"></span>trwałych <span class="_ _1c"></span>l<span class="_ _1"></span>ub <span class="_ _1d"></span>wartości <span class="_ _1c"></span>ni<span class="_ _1"></span>ematerialnych<span class="_ _0"></span> <span class="_ _19"></span>i <span class="_ _1d"></span>prawnych <span class="_ _1d"></span>(odpo<span class="_ _0"></span>w<span class="_ _1"></span>iednio<span class="_ _0"></span> </div><div class="t m0 x1 h6 y14b ff5 fs0 fc0 sc0 ls0 ws0">na zwiększenie lub z<span class="_ _0"></span>mniejszenie tych k<span class="_ _0"></span>osztów).<span class="ff3"> </span></div><div class="t m0 x1 h6 y122 ff5 fs0 fc0 sc0 ls0 ws0">Wartość  na<span class="_ _0"></span>l<span class="_ _1"></span>eżności  aktua<span class="_ _0"></span>l<span class="_ _1"></span>izuje  się  uwzg<span class="_ _0"></span>lędniając  stopień <span class="_ _3b"> </span>prawdopodobieńst<span class="_ _0"></span>wa<span class="_ _1"></span>  ich </div><div class="t m0 x1 h6 y83 ff5 fs0 fc0 sc0 ls0 ws0">zapłaty pop<span class="_ _0"></span>r<span class="_ _1"></span>zez dokonan<span class="_ _0"></span>ie odpisu aktualizującego. O<span class="_ _0"></span>dpis aktualizujący two<span class="_ _0"></span>rzy się na:<span class="ff3"> </span></div><div class="t m0 xf h6 y14c ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">należności <span class="_ _0"></span>od <span class="_ _0"></span>dłużników <span class="_ _0"></span>postawionych <span class="_ _14"></span>w st<span class="_ _0"></span>an <span class="_ _0"></span>li<span class="_ _1"></span>kwidacj<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _0"></span>l<span class="_ _1"></span>ub <span class="_ _0"></span>w <span class="_ _0"></span>stan u<span class="_ _0"></span>padłości <span class="ff3">- <span class="_ _14"></span>do </span></span></span></div><div class="t m0 xa h6 y14d ff5 fs0 fc0 sc0 ls0 ws0">wysokości <span class="_ _53"> </span>należności <span class="_ _53"> </span>nie<span class="_ _0"></span>objętej <span class="_ _54"> </span>gwarancją <span class="_ _54"> </span>lub<span class="_ _1"></span> <span class="_ _54"> </span>i<span class="_ _1"></span>nnym <span class="_ _54"> </span>zabezpiecze<span class="_ _0"></span>ni<span class="_ _1"></span>em<span class="_ _0"></span> </div><div class="t m0 xa h6 y14e ff5 fs0 fc0 sc0 ls0 ws0">należności, <span class="_ _1c"></span>zgłoszonej <span class="_ _1"></span>l<span class="_ _1"></span>ikwidato<span class="_ _0"></span>rowi <span class="_ _1d"></span>lub <span class="_ _1c"></span>sędziemu <span class="_ _1c"></span>komisarzowi <span class="_ _1"></span>w <span class="_ _1d"></span>postępo<span class="_ _0"></span>wa<span class="_ _1"></span>niu </div><div class="t m0 xa h6 y14f ff5 fs0 fc0 sc0 ls0 ws0">upadłościowym<span class="_ _0"></span>,<span class="ff3"> </span></div><div class="t m0 xf h6 y150 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">należności od dłużników w przypa<span class="_ _0"></span>d<span class="_ _1"></span>ku oddale<span class="_ _0"></span>nia<span class="_ _1"></span> wniosku o ogłoszenie upadłośc<span class="_ _0"></span>i, </span></span></div><div class="t m0 xa h6 y151 ff5 fs0 fc0 sc0 ls0 ws0">jeżeli <span class="_ _20"> </span>m<span class="_ _1"></span>ajątek <span class="_ _20"> </span>dłużnika <span class="_ _1f"> </span>nie <span class="_ _20"> </span>w<span class="_ _1"></span>ystarcza <span class="_ _20"> </span>na <span class="_ _1f"> </span>zaspokojenie <span class="_ _20"> </span>kosztów <span class="_ _1f"> </span>postępowan<span class="_ _0"></span>i<span class="_ _1"></span>a </div><div class="t m0 xa h6 y152 ff5 fs0 fc0 sc0 ls0 ws0">upadłościowego <span class="_ _37"> </span><span class="ff3">-<span class="_ _0"></span> <span class="_ _37"> </span><span class="ff5">do <span class="_ _37"> </span>wysokośc<span class="_ _0"></span>i <span class="_ _37"> </span><span class="ff3">niepokrytej <span class="_ _37"> </span></span>g<span class="_ _0"></span>warancją <span class="_ _37"> </span>lub <span class="_ _37"> </span>inny<span class="_ _0"></span>m </span></span></div><div class="t m0 xa h6 y153 ff5 fs0 fc0 sc0 ls0 ws0">zabezpieczeniem n<span class="_ _0"></span>al<span class="_ _1"></span>eżnośc<span class="_ _0"></span>i,<span class="ff3"> </span></div><div class="t m0 xf h6 y154 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">należności <span class="_ _0"></span>kwe<span class="_ _0"></span>sti<span class="_ _1"></span>onowane <span class="_ _14"></span>przez <span class="_ _14"></span>dłużników <span class="_ _14"></span>oraz <span class="_ _0"></span>z <span class="_ _14"></span>których <span class="_ _0"></span>zapł<span class="_ _0"></span>atą <span class="_ _14"></span>d<span class="_ _1"></span>łużnik <span class="_ _14"></span>zalega, </span></span></div><div class="t m0 xa h6 y155 ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _e"></span>według <span class="_ _19"></span>oceny <span class="_ _19"></span>sytuacji <span class="_ _19"></span>m<span class="_ _1"></span>ajątkowej <span class="_ _1d"></span>i<span class="_ _1"></span> <span class="_ _e"></span>finansowe<span class="_ _0"></span>j <span class="_ _e"></span>dłużnika <span class="_ _19"></span>spłata <span class="_ _e"></span>n<span class="_ _0"></span>al<span class="_ _1"></span>eżności <span class="_ _19"></span>w </div><div class="t m0 xa h6 y156 ff3 fs0 fc0 sc0 ls0 ws0">umownej <span class="_ _1"></span>kwocie <span class="_ _1"></span>nie <span class="_ _1c"></span>jest <span class="_ _1"></span>prawdopodo<span class="_ _0"></span>bna<span class="_ _1"></span> <span class="_ _1d"></span>- <span class="ff5">d<span class="_ _1"></span>o <span class="_ _1"></span>w<span class="_ _1"></span>ysokośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _1c"></span><span class="ff3">niepokryte<span class="_ _0"></span>j <span class="_ _1c"></span><span class="ff5">gwarancją </span></span></span></div><div class="t m0 xa h6 y157 ff5 fs0 fc0 sc0 ls0 ws0">lub innym zabezp<span class="_ _0"></span>i<span class="_ _1"></span>eczenie<span class="_ _0"></span>m należności,<span class="ff3"> </span></div><div class="t m0 xf h6 y158 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">należności <span class="_ _3a"> </span>st<span class="_ _0"></span>anowiące <span class="_ _2f"> </span>równowartość <span class="_ _2f"> </span>kw<span class="_ _0"></span>ot <span class="_ _2f"> </span>p<span class="_ _1"></span>odwyższaj<span class="_ _0"></span>ących <span class="_ _3a"> </span>należ<span class="_ _0"></span>ności<span class="_ _1"></span>, <span class="_ _2f"> </span>w </span></span></div><div class="t m0 xa h6 y159 ff5 fs0 fc0 sc0 ls0 ws0">stosunku <span class="_ _1c"></span>do <span class="_ _1c"></span>których <span class="_ _1d"></span>uprzedn<span class="_ _0"></span>io <span class="_ _1d"></span>dokonano <span class="_ _1c"></span>odpisu <span class="_ _1"></span>aktualizującego <span class="_ _19"></span><span class="ff3">- <span class="_ _1"></span></span>w <span class="_ _1d"></span>wysokości<span class="_ _0"></span> </div><div class="t m0 xa h6 y15a ff3 fs0 fc0 sc0 ls0 ws0">tych kwot, do cz<span class="_ _0"></span>asu ich otrzyman<span class="_ _0"></span>i<span class="_ _1"></span>a lub o<span class="_ _0"></span>dp<span class="_ _1"></span>isania, </div><div class="t m0 xf h6 y15b ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">należności <span class="_ _3a"> </span>przeterminowane <span class="_ _2f"> </span>l<span class="_ _1"></span>ub <span class="_ _3a"> </span>nieprzeterminowane <span class="_ _3a"> </span>o <span class="_ _3a"> </span>znacznym <span class="_ _3a"> </span>stopniu<span class="_ _0"></span> </span></span></div><div class="t m0 xa h6 y15c ff5 fs0 fc0 sc0 ls0 ws0">prawdopodob<span class="_ _0"></span>i<span class="_ _1"></span>eństwa <span class="_ _20"> </span>ni<span class="_ _1"></span>eściągalno<span class="_ _0"></span>ści<span class="_ _1"></span>, <span class="_ _1f"> </span>w <span class="_ _1f"> </span>przypadk<span class="_ _0"></span>ach <span class="_ _1e"> </span>uzas<span class="_ _0"></span>ad<span class="_ _1"></span>nionych <span class="_ _20"> </span>rodzajem<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x6 y19 w5 hf" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">13<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">prowadzonej <span class="_ _1f"> </span>działalności <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>struktu<span class="_ _0"></span>rą<span class="_ _1"></span> <span class="_ _1e"> </span>od<span class="_ _0"></span>bi<span class="_ _1"></span>orców <span class="_ _1a"> </span><span class="ff3">- <span class="_ _1f"> </span></span>w<span class="_ _1"></span> <span class="_ _1e"> </span>wysokoś<span class="_ _0"></span>ci<span class="_ _1"></span> <span class="_ _1e"> </span>wiarygo<span class="_ _0"></span>dni<span class="_ _1"></span>e </div><div class="t m0 xa h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">oszacowanej kwoty o<span class="_ _0"></span>dpisu, w ty<span class="_ _0"></span>m także ogólnego, n<span class="_ _0"></span>a nieściągalne należ<span class="_ _0"></span>ności<span class="_ _1"></span>.<span class="ff3"> </span></div><div class="t m0 x1 h6 y56 ff5 fs0 fc0 sc0 ls0 ws0">Odpisy <span class="_ _14"></span>aktua<span class="_ _0"></span>l<span class="_ _1"></span>izujące <span class="_ _13"></span>wartość <span class="_ _14"></span>należności <span class="_ _14"></span>za<span class="_ _0"></span>l<span class="_ _1"></span>icza <span class="_ _14"></span>się <span class="_ _14"></span>odpo<span class="_ _0"></span>wi<span class="_ _1"></span>edn<span class="_ _0"></span>i<span class="_ _1"></span>o <span class="_ _13"></span>do <span class="_ _0"></span>pozostałych <span class="_ _13"></span>kosztów<span class="_ _0"></span> </div><div class="t m0 x1 h6 y15d ff5 fs0 fc0 sc0 ls0 ws0">operacyjnych <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>do <span class="_ _1a"> </span>kosztów <span class="_ _1a"> </span>f<span class="_ _0"></span>i<span class="_ _1"></span>nansowych<span class="_ _0"></span> <span class="_ _1a"> </span><span class="ff3">-<span class="_ _1"></span> <span class="_ _1e"> </span></span>za<span class="_ _1"></span>leżnie <span class="_ _1e"> </span>od<span class="_ _1"></span> <span class="_ _1e"> </span>rodzaju <span class="_ _1e"> </span>nal<span class="_ _1"></span>eżnośc<span class="_ _0"></span>i,<span class="_ _1"></span> <span class="_ _1e"> </span>której </div><div class="t m0 x1 h6 y15e ff3 fs0 fc0 sc0 ls0 ws0">dotyczy odpis aktu<span class="_ _0"></span>ali<span class="_ _1"></span>zacj<span class="_ _0"></span>i<span class="_ _1"></span>. </div><div class="t m0 x1 h6 y15f ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _1d"></span>pieni<span class="_ _0"></span>ę<span class="_ _1"></span>żne<span class="ff3"> <span class="_ _1d"></span><span class="ff5">wyceniane <span class="_ _1"></span>są<span class="_ _1"></span> <span class="_ _1c"></span>w <span class="_ _1d"></span>war<span class="_ _1"></span>tośc<span class="_ _0"></span>i <span class="_ _1d"></span>nominalnej. <span class="_ _1c"></span>Środki <span class="_ _1c"></span>pi<span class="_ _1"></span>eniężne <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1c"></span>wa<span class="_ _1"></span>lutach </span></span></div><div class="t m0 x1 h6 y160 ff5 fs0 fc0 sc0 ls0 ws0">obcych <span class="_ _1e"> </span>w<span class="_ _1"></span>yceni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _1e"> </span>si<span class="_ _1"></span>ę <span class="_ _1e"> </span>według <span class="_ _1a"> </span>kursu <span class="_ _1a"> </span>średnie<span class="_ _0"></span>go <span class="_ _1a"> </span>NBP <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dzień <span class="_ _1e"> </span>bilansowy. <span class="_ _1e"> </span>Do <span class="_ _1e"> </span>śr<span class="_ _1"></span>odków </div><div class="t m0 x1 h6 y161 ff5 fs0 fc0 sc0 ls0 ws0">pieniężnych <span class="_ _1a"> </span>zalicza <span class="_ _1a"> </span>się <span class="_ _1a"> </span>kr<span class="_ _1"></span>ótkoter<span class="_ _0"></span>mi<span class="_ _1"></span>nowe<span class="_ _0"></span> <span class="_ _1b"> </span>(o <span class="_ _1a"> </span>terminie <span class="_ _1a"> </span>wymagalności <span class="_ _1a"> </span>krótszy<span class="_ _0"></span>m <span class="_ _1b"> </span>niż <span class="_ _1b"> </span>3 </div><div class="t m0 x1 h6 y162 ff5 fs0 fc0 sc0 ls0 ws0">miesiące <span class="_ _1b"> </span>od <span class="_ _1b"> </span>daty <span class="_ _1b"> </span>założe<span class="_ _0"></span>nia<span class="_ _1"></span>) <span class="_ _1a"> </span>l<span class="_ _1"></span>okaty, <span class="_ _1b"> </span>które <span class="_ _1b"> </span>wycenia <span class="_ _1b"> </span>się <span class="_ _1a"> </span>w <span class="_ _1b"> </span>wartości <span class="_ _1b"> </span>uwzględnia<span class="_ _0"></span>ją<span class="_ _1"></span>cej </div><div class="t m0 x1 h6 y163 ff5 fs0 fc0 sc0 ls0 ws0">nali<span class="_ _1"></span>cz<span class="_ _0"></span>one <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>d<span class="_ _1"></span>nia <span class="_ _1c"></span>bilansowego <span class="_ _1"></span>odsetki, <span class="_ _1"></span>naliczone <span class="_ _1"></span>zgodnie <span class="_ _1c"></span>z <span class="_ _1"></span>metodą <span class="_ _1c"></span>zamor<span class="_ _1"></span>tyzo<span class="_ _0"></span>wa<span class="_ _1"></span>nego </div><div class="t m0 x1 h6 y164 ff3 fs0 fc0 sc0 ls0 ws0">kosztu. </div><div class="t m0 x1 h6 y165 ff4 fs0 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _10"> </span>międzyokres<span class="_ _0"></span>owe <span class="_ _2e"> </span>kosz<span class="_ _0"></span>tów <span class="_ _2e"> </span>czynne<span class="_ _1"></span><span class="ff3"> <span class="_ _10"> </span><span class="ff5">dokonywane <span class="_ _10"> </span>są, <span class="_ _2e"> </span>jeżeli <span class="_ _2e"> </span>koszt<span class="_ _0"></span>y </span></span></div><div class="t m0 x1 h6 y166 ff5 fs0 fc0 sc0 ls0 ws0">poniesione <span class="_ _14"></span>dotyczą <span class="_ _14"></span>pr<span class="_ _1"></span>zyszłych <span class="_ _14"></span>okresów <span class="_ _14"></span>sprawozdawczych <span class="_ _13"></span>i<span class="_ _1"></span> <span class="_ _14"></span>są<span class="_ _1"></span> <span class="_ _14"></span>wyższe <span class="_ _14"></span>niż <span class="_ _0"></span>1 <span class="_ _0"></span>000,00<span class="_ _0"></span> <span class="_ _0"></span>PLN. </div><div class="t m0 x1 h6 y167 ff5 fs0 fc0 sc0 ls0 ws0">W  szcz<span class="_ _0"></span>egól<span class="_ _1"></span>n<span class="_ _0"></span>ości<span class="_ _1"></span> <span class="_ _1b"> </span>r<span class="_ _1"></span>ozliczan<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _3b"> </span>w  czas<span class="_ _0"></span>ie  pod<span class="_ _0"></span>l<span class="_ _1"></span>egają <span class="_ _3b"> </span>koszty <span class="_ _1b"> </span>ub<span class="_ _1"></span>ezpieczeń, <span class="_ _1b"> </span>prenumerat <span class="_ _1b"> </span>i </div><div class="t m0 x1 h6 y168 ff5 fs0 fc0 sc0 ls0 ws0">abonamentów o<span class="_ _0"></span>ra<span class="_ _1"></span>z koszty p<span class="_ _0"></span>oniesione n<span class="_ _0"></span>a<span class="_ _1"></span> przełomie roku.<span class="ff3"> </span></div><div class="t m0 x1 h6 y169 ff4 fs0 fc0 sc0 ls0 ws0">Kapitały <span class="_ _1"></span>własne<span class="ff3"> <span class="ff5">ujmuje <span class="_ _1"></span>się <span class="_ _1"></span>w <span class="_ _1"></span>księgach rachunkowych w <span class="_ _1"></span>wartości <span class="_ _1"></span>nominalnej według </span></span></div><div class="t m0 x1 h6 y16a ff5 fs0 fc0 sc0 ls0 ws0">ich rodzajów i za<span class="_ _0"></span>sa<span class="_ _1"></span>d okre<span class="_ _0"></span>śl<span class="_ _1"></span>onych <span class="_ _0"></span>pr<span class="_ _1"></span>zep<span class="_ _0"></span>i<span class="_ _1"></span>sami <span class="_ _0"></span>p<span class="_ _1"></span>rawa, w tym st<span class="_ _0"></span>atutu spółki.<span class="ff3"> </span></div><div class="t m0 x1 h6 y16b ff5 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _19"></span>zakładowy <span class="_ _1d"></span>spółki <span class="_ _19"></span>kapitałowej <span class="_ _1c"></span>w<span class="_ _1"></span>ykaz<span class="_ _0"></span>uje <span class="_ _19"></span>się <span class="_ _19"></span>w <span class="_ _19"></span>w<span class="_ _1"></span>ysokości <span class="_ _1d"></span>określonej <span class="_ _19"></span>w <span class="_ _19"></span>umo<span class="_ _0"></span>wi<span class="_ _1"></span>e </div><div class="t m0 x1 h6 y16c ff5 fs0 fc0 sc0 ls0 ws0">lub statucie <span class="_ _0"></span>i wpisanej <span class="_ _0"></span>w rejest<span class="_ _0"></span>r<span class="_ _1"></span>ze są<span class="_ _0"></span>dow<span class="_ _1"></span>y<span class="_ _0"></span>m. Zadeklaro<span class="_ _0"></span>wa<span class="_ _1"></span>ne,<span class="_ _0"></span> l<span class="_ _1"></span>ecz n<span class="_ _0"></span>iewniesione wkła<span class="_ _0"></span>dy </div><div class="t m0 x1 h6 y16d ff5 fs0 fc0 sc0 ls0 ws0">kapitałowe uj<span class="_ _0"></span>muje się jako należne<span class="_ _0"></span> wkłady na poczet kap<span class="_ _0"></span>i<span class="_ _1"></span>tału.<span class="ff3"> </span></div><div class="t m0 x1 h6 y65 ff5 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _11"> </span>zapasowy <span class="_ _11"> </span>t<span class="_ _0"></span>worzony <span class="_ _11"> </span>jest <span class="_ _11"> </span>z <span class="_ _4a"> </span>p<span class="_ _1"></span>odziału <span class="_ _11"> </span>zysku<span class="_ _0"></span>, <span class="_ _11"> </span>przeniesienia <span class="_ _11"> </span>z <span class="_ _11"> </span>kapit<span class="_ _0"></span>ału </div><div class="t m0 x1 h6 y16e ff3 fs0 fc0 sc0 ls0 ws0">rezerwowego, <span class="ff5">aktu<span class="_ _0"></span>alizacji  wyce<span class="_ _0"></span>ny  o<span class="_ _0"></span>raz  z<span class="_ _0"></span> <span class="_ _3b"> </span>nadwyżki <span class="_ _3b"> </span>powstałej <span class="_ _1b"> </span>przy  sp<span class="_ _0"></span>rzedaży <span class="_ _1b"> </span>a<span class="_ _1"></span>kcji </span></div><div class="t m0 x1 h6 y16f ff5 fs0 fc0 sc0 ls0 ws0">powyżej ceny <span class="_ _0"></span>nomi<span class="_ _1"></span>nalnej (<span class="_ _0"></span>agio).<span class="ff3"> </span></div><div class="t m0 x1 h6 y170 ff5 fs0 fc0 sc0 ls0 ws0">Akcje <span class="_ _14"></span>własne <span class="_ _0"></span>wyceniane <span class="_ _14"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>cenie <span class="_ _0"></span>nabycia <span class="_ _14"></span>i <span class="_ _0"></span>wykazywane <span class="_ _14"></span>w<span class="_ _1"></span> <span class="_ _0"></span>odrębne<span class="_ _0"></span>j <span class="_ _0"></span>pozycji<span class="_ _1"></span> <span class="_ _14"></span>aktywów.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y171 ff5 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _1c"></span>r<span class="_ _1"></span>ezer<span class="_ _0"></span>wow<span class="_ _1"></span>y <span class="_ _1c"></span>z <span class="_ _1c"></span>a<span class="_ _1"></span>ktu<span class="_ _0"></span>al<span class="_ _1"></span>izacji <span class="_ _1c"></span>wyceny <span class="_ _1c"></span>rze<span class="_ _0"></span>czow<span class="_ _1"></span>ych <span class="_ _1c"></span>aktywów <span class="_ _1c"></span>jest <span class="_ _1c"></span>to <span class="_ _1d"></span>kapitał <span class="_ _1c"></span>powstały </div><div class="t m0 x1 h6 y172 ff5 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _1d"></span>skutek <span class="_ _1d"></span>aktualizacji <span class="_ _1d"></span>wyceny <span class="_ _1d"></span>aktywów <span class="_ _1d"></span>trwałych. <span class="_ _1c"></span>W <span class="_ _19"></span>przypa<span class="_ _0"></span>dku <span class="_ _1d"></span>zb<span class="_ _1"></span>ycia <span class="_ _1d"></span>lub <span class="_ _1d"></span>li<span class="_ _1"></span>kwid<span class="_ _0"></span>a<span class="_ _1"></span>cji </div><div class="t m0 x1 h6 y173 ff5 fs0 fc0 sc0 ls0 ws0">składnika <span class="_ _1"></span>majątku <span class="_ _1"></span>odpowiednia <span class="_ _1"></span>część <span class="_ _1"></span>kapitału <span class="_ _1"></span>rezerwowego <span class="_ _1"></span>z <span class="_ _1"></span>a<span class="_ _1"></span>ktua<span class="_ _0"></span>l<span class="_ _1"></span>izacji <span class="_ _1c"></span>wyceny <span class="_ _1"></span>jest </div><div class="t m0 x1 h6 y174 ff3 fs0 fc0 sc0 ls0 ws0">prze<span class="ff5">noszona <span class="_ _1a"> </span>na <span class="_ _1a"> </span>kapitał <span class="_ _1a"> </span>zapasowy.<span class="_ _0"></span> <span class="_ _1b"> </span>Odpis <span class="_ _1e"> </span>z <span class="_ _1b"> </span>tytułu <span class="_ _1a"> </span>trwałej <span class="_ _1a"> </span>utraty <span class="_ _1a"> </span>wartości <span class="_ _1a"> </span>aktywów<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y175 ff5 fs0 fc0 sc0 ls0 ws0">trwałych, <span class="_ _14"></span>który <span class="_ _0"></span>uprzednio <span class="_ _14"></span>podlegał <span class="_ _14"></span>aktualizacji <span class="_ _0"></span>wyceny <span class="_ _14"></span>pomniejsza <span class="_ _14"></span>kapitał <span class="_ _14"></span>z <span class="_ _0"></span>aktualizacji </div><div class="t m0 x1 h6 y176 ff5 fs0 fc0 sc0 ls0 ws0">do wysokości części k<span class="_ _0"></span>apitału, która dotyczy<span class="_ _0"></span> tego składn<span class="_ _0"></span>ika majątku trwałe<span class="_ _0"></span>go.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y177 ff2 fs0 fc0 sc0 ls0 ws0">Rezerwy<span class="ff3"> <span class="_ _1e"> </span><span class="ff5">two<span class="_ _0"></span>rzy <span class="_ _1e"> </span>się <span class="_ _1e"> </span>na <span class="_ _1e"> </span>pe<span class="_ _0"></span>wne <span class="_ _1e"> </span>lub <span class="_ _1f"> </span>o <span class="_ _1e"> </span>dużym <span class="_ _1e"> </span>stopn<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _1e"> </span>pra<span class="_ _0"></span>wd<span class="_ _1"></span>opod<span class="_ _0"></span>obieństwa <span class="_ _1e"> </span>przyszłe<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 y144 ff5 fs0 fc0 sc0 ls0 ws0">zobowiązania i wyceni<span class="_ _0"></span>a się je na dzień <span class="_ _0"></span>bila<span class="_ _1"></span>n<span class="_ _0"></span>sow<span class="_ _1"></span>y w wiarygo<span class="_ _0"></span>dni<span class="_ _1"></span>e osz<span class="_ _0"></span>acowanej wartośc<span class="_ _0"></span>i<span class="_ _1"></span>. </div><div class="t m0 x1 h6 y145 ff5 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _f"> </span>zalicza <span class="_ _f"> </span>się <span class="_ _f"> </span>odpowiedn<span class="_ _0"></span>i<span class="_ _1"></span>o <span class="_ _f"> </span>do <span class="_ _3e"> </span>p<span class="_ _1"></span>ozostałych <span class="_ _3e"> </span>kosztów <span class="_ _f"> </span>operacyjnych<span class="_ _0"></span>, <span class="_ _10"> </span>kosztó<span class="_ _0"></span>w </div><div class="t m0 x1 h6 y146 ff3 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _1f"> </span>lub <span class="_ _1e"> </span>str<span class="_ _0"></span>at <span class="_ _1e"> </span>nad<span class="ff5">zwyczajnych<span class="_ _0"></span>, <span class="_ _1e"> </span>zale<span class="_ _0"></span>żnie <span class="_ _1e"> </span>od <span class="_ _1f"> </span>okoli<span class="_ _1"></span>cznośc<span class="_ _0"></span>i<span class="_ _1"></span>, <span class="_ _1f"> </span>z <span class="_ _1e"> </span>którymi <span class="_ _1f"> </span>przyszłe </span></div><div class="t m0 x1 h6 y147 ff5 fs0 fc0 sc0 ls0 ws0">zobowiązania się wi<span class="_ _0"></span>ążą.<span class="ff3"> </span></div><div class="t m0 x1 h6 y178 ff5 fs0 fc0 sc0 ls0 ws0">W szczególności Spółk<span class="_ _0"></span>a tworzy reze<span class="_ _0"></span>rw<span class="_ _1"></span>y na<span class="_ _0"></span>:<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x6 y19 w5 h17" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">14<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 yb4 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">świadczenia  pracownicze  (odpr<span class="_ _0"></span>a<span class="_ _1"></span>wy  emerytalne  i  ni<span class="_ _1"></span>ewyko<span class="_ _0"></span>rzystane  urlopy) <span class="_ _f"> </span>–<span class="ff3"> </span></span></span></div><div class="t m0 xa h6 yb5 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">wysokości usta<span class="_ _0"></span>l<span class="_ _1"></span>onej z zastoso<span class="_ _0"></span>waniem me<span class="_ _0"></span>tod aktuarialnych,<span class="ff3"> </span></span></div><div class="t m0 xf h6 yb6 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff3">sprawy <span class="_ _1c"></span>sporne <span class="_ _1c"></span><span class="ff5">–</span> <span class="_ _1c"></span><span class="ff5">w <span class="_ _1c"></span>wysokości <span class="_ _1c"></span>spodz<span class="_ _0"></span>i<span class="_ _1"></span>ewane<span class="_ _0"></span>go <span class="_ _1d"></span>wypływu <span class="_ _1c"></span>korzyści<span class="_ _0"></span> <span class="_ _1d"></span>ekonomiczn<span class="_ _0"></span>ych </span></span></span></div><div class="t m0 xa h6 yd6 ff5 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _14"></span>Spółki <span class="_ _0"></span>w <span class="_ _14"></span>przypadku <span class="_ _14"></span>niekorzystn<span class="_ _0"></span>ego <span class="_ _0"></span>rozstr<span class="_ _0"></span>zygni<span class="_ _1"></span>ęcia <span class="_ _14"></span>sporu –<span class="_ _0"></span><span class="ff3"> <span class="_ _14"></span><span class="ff5">jeżeli <span class="_ _0"></span>niekorzystne<span class="_ _0"></span> </span></span></div><div class="t m0 xa h6 yd7 ff5 fs0 fc0 sc0 ls0 ws0">rozstrzygnięcie spo<span class="_ _0"></span>ru jest prawdo<span class="_ _0"></span>pod<span class="_ _1"></span>obne<span class="_ _0"></span>,<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h6 y179 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">inne <span class="_ _1"></span>tytuły <span class="_ _1"></span>–<span class="ff3"> <span class="_ _1"></span></span>j<span class="_ _1"></span>eżeli <span class="_ _1"></span>zdarze<span class="_ _0"></span>ni<span class="_ _1"></span>a <span class="_ _1"></span>przeszł<span class="_ _0"></span>e <span class="_ _1c"></span>w <span class="_ _1"></span>przyszłości <span class="_ _1"></span>spowoduj<span class="_ _0"></span>ą <span class="_ _1"></span>prawdopodobnie </span></span></div><div class="t m0 xa h6 y17a ff5 fs0 fc0 sc0 ls0 ws0">wypływ ko<span class="_ _0"></span>rzyści e<span class="_ _0"></span>konomicznych <span class="_ _0"></span>ze <span class="_ _0"></span>Spółki a <span class="_ _14"></span>wa<span class="_ _1"></span>rtość <span class="_ _0"></span>rezerwy <span class="_ _0"></span>można <span class="_ _0"></span>wiarygodnie </div><div class="t m0 xa h6 y17b ff5 fs0 fc0 sc0 ls0 ws0">oszacować.<span class="ff3"> </span></div><div class="t m0 x1 h6 y17c ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"></span>nie <span class="_ _13"></span>szacuje <span class="_ _14"></span>rezerw <span class="_ _13"></span>na <span class="_ _13"></span>zwr<span class="_ _1"></span>oty <span class="_ _13"></span>i <span class="_ _14"></span>naprawy <span class="_ _13"></span>gwarancyjne, <span class="_ _13"></span>poniew<span class="_ _0"></span>aż <span class="_ _14"></span>historyczne <span class="_ _13"></span>dane </div><div class="t m0 x1 h6 y17d ff5 fs0 fc0 sc0 ls0 ws0">wskazują na niei<span class="_ _0"></span>stotność przyszłych z<span class="_ _0"></span>ob<span class="_ _1"></span>owiązań z <span class="_ _0"></span>tego tytułu.<span class="ff3"> </span></div><div class="t m0 x1 h6 y17e ff4 fs0 fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _0"></span>ni<span class="_ _1"></span>a<span class="ff3">  <span class="ff5">wycen<span class="_ _0"></span>ia  się <span class="_ _1b"> </span>na<span class="_ _1"></span> <span class="_ _3b"> </span>dzień <span class="_ _1b"> </span>b<span class="_ _1"></span>ilansowy <span class="_ _3b"> </span>w <span class="_ _3b"> </span>kwocie <span class="_ _3b"> </span>wymagającej <span class="_ _3b"> </span>zapłaty <span class="_ _1b"> </span>z </span></span></div><div class="t m0 x1 h6 y17f ff5 fs0 fc0 sc0 ls0 ws0">wyjątkiem <span class="_ _f"> </span>zobowiązań, <span class="_ _f"> </span>których <span class="_ _3e"> </span>uregulowanie <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _f"> </span>umową <span class="_ _10"> </span>n<span class="_ _0"></span>a<span class="_ _1"></span>stępuje <span class="_ _f"> </span>przez </div><div class="t m0 x1 h6 y180 ff5 fs0 fc0 sc0 ls0 ws0">wydanie <span class="_ _0"></span>innych n<span class="_ _0"></span>iż <span class="_ _0"></span>śr<span class="_ _1"></span>odki <span class="_ _14"></span>pi<span class="_ _1"></span>eniężne <span class="_ _0"></span>akty<span class="_ _0"></span>wów f<span class="_ _0"></span>i<span class="_ _1"></span>nansowych <span class="_ _14"></span>lub <span class="_ _0"></span>wymiany n<span class="_ _0"></span>a inst<span class="_ _0"></span>rumenty </div><div class="t m0 x1 h6 y181 ff3 fs0 fc0 sc0 ls0 ws0">finansowe <span class="ff5">–</span> <span class="_ _0"></span><span class="ff5">które wycenia się według wa<span class="_ _0"></span>rtości godziwej.<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h6 y182 ff5 fs0 fc0 sc0 ls0 ws0">Jeżeli  termin  wy<span class="_ _0"></span>magal<span class="_ _1"></span>n<span class="_ _0"></span>ości<span class="_ _1"></span>  prze<span class="_ _0"></span>kra<span class="_ _1"></span>cza <span class="_ _3b"> </span>jeden  rok  od  daty  b<span class="_ _0"></span>ilansow<span class="_ _1"></span>ej<span class="_ _0"></span>,  salda  tych </div><div class="t m0 x1 h6 y183 ff5 fs0 fc0 sc0 ls0 ws0">zobowiązań, <span class="_ _3b"> </span>z <span class="_ _3b"> </span>wyjątkiem <span class="_ _3b"> </span>zobowiązań <span class="_ _3b"> </span>z <span class="_ _3b"> </span>tytułu <span class="_ _1b"> </span>d<span class="_ _1"></span>ostaw  i <span class="_ _3b"> </span>usług, <span class="_ _1b"> </span>w<span class="_ _1"></span>ykazuje <span class="_ _3b"> </span>się <span class="_ _3b"> </span>jako </div><div class="t m0 x1 h6 y184 ff5 fs0 fc0 sc0 ls0 ws0">długotermino<span class="_ _0"></span>w<span class="_ _1"></span>e. Pozost<span class="_ _0"></span>ałe części sald wyk<span class="_ _0"></span>azywane są j<span class="_ _0"></span>a<span class="_ _1"></span>ko krótkoter<span class="_ _0"></span>minowe.<span class="ff3"> </span></div><div class="t m0 x1 h6 y185 ff5 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _1d"></span>wyrażone <span class="_ _1d"></span>w <span class="_ _1c"></span>w<span class="_ _1"></span>alutach <span class="_ _1d"></span>obcych<span class="_ _0"></span> <span class="_ _1d"></span>wycenia <span class="_ _19"></span>się <span class="_ _1d"></span>na <span class="_ _1d"></span>dzień <span class="_ _1d"></span>bila<span class="_ _1"></span>nsowy <span class="_ _1c"></span>po <span class="_ _19"></span>kursie </div><div class="t m0 x1 h6 y43 ff5 fs0 fc0 sc0 ls0 ws0">średnim Naro<span class="_ _0"></span>d<span class="_ _1"></span>owego B<span class="_ _0"></span>anku Polskiego n<span class="_ _0"></span>a ten dzień.<span class="ff3"> </span></div><div class="t m0 x1 h6 y186 ff5 fs0 fc0 sc0 ls0 ws0">Różnice <span class="_ _e"></span>kursowe <span class="_ _e"></span>dotyczące <span class="_ _e"></span>zobo<span class="_ _0"></span>wiązań <span class="_ _e"> </span>w<span class="_ _1"></span>yrażonych <span class="_ _e"></span>w <span class="_ _19"></span>walutach <span class="_ _e"> </span>obcych <span class="_ _e"></span>powstałe <span class="_ _e"></span>na </div><div class="t m0 x1 h6 y187 ff5 fs0 fc0 sc0 ls0 ws0">dzień <span class="_ _3e"> </span>w<span class="_ _1"></span>yceny <span class="_ _3e"> </span>i <span class="_ _3e"> </span>p<span class="_ _1"></span>rzy <span class="_ _3e"> </span>ur<span class="_ _1"></span>egu<span class="_ _0"></span>l<span class="_ _1"></span>owaniu <span class="_ _3e"> </span>zalicza <span class="_ _3e"> </span>si<span class="_ _1"></span>ę <span class="_ _3e"> </span>odp<span class="_ _1"></span>owie<span class="_ _0"></span>dni<span class="_ _1"></span>o: <span class="_ _3e"> </span>ujemne <span class="_ _3e"> </span>do <span class="_ _f"> </span>kosztów<span class="_ _0"></span> </div><div class="t m0 x1 h6 y46 ff5 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _1f"> </span>i <span class="_ _1f"> </span>dodatnie <span class="_ _20"> </span>do <span class="_ _1f"> </span>pr<span class="_ _1"></span>zycho<span class="_ _0"></span>dów <span class="_ _1f"> </span>fi<span class="_ _1"></span>nansowych<span class="_ _0"></span>. <span class="_ _1f"> </span>W <span class="_ _1e"> </span>uzas<span class="_ _0"></span>adnionych <span class="_ _1f"> </span>przypadka<span class="_ _0"></span>ch </div><div class="t m0 x1 h6 y188 ff5 fs0 fc0 sc0 ls0 ws0">odnosi <span class="_ _e"> </span>się <span class="_ _e"></span>je <span class="_ _e"></span>do <span class="_ _e"> </span>kosztu <span class="_ _e"> </span>w<span class="_ _1"></span>ytworzenia <span class="_ _e"></span>produk<span class="_ _0"></span>tów, <span class="_ _20"> </span>usług <span class="_ _e"></span>lub <span class="_ _e"></span>ceny <span class="_ _e"></span>nabycia <span class="_ _e"></span>towaró<span class="_ _0"></span>w,<span class="_ _1"></span> <span class="_ _e"></span>a </div><div class="t m0 x1 h6 y189 ff5 fs0 fc0 sc0 ls0 ws0">także wytworzeni<span class="_ _0"></span>a śr<span class="_ _1"></span>odków t<span class="_ _0"></span>rwałych lub wa<span class="_ _0"></span>rtości<span class="_ _1"></span> niemater<span class="_ _0"></span>ialnych i prawnych. <span class="ff3"> </span></div><div class="t m0 x1 h6 y18a ff4 fs0 fc0 sc0 ls0 ws0">Rozliczeń <span class="_ _20"> </span>międzyokreso<span class="_ _0"></span>wych <span class="_ _20"> </span>pa<span class="_ _1"></span>syw<span class="_ _0"></span>nych<span class="ff3"> <span class="_ _1f"> </span><span class="ff5">dokonuje <span class="_ _1f"> </span>się <span class="_ _20"> </span>w <span class="_ _1f"> </span>przypa<span class="_ _0"></span>dku <span class="_ _1f"> </span>otrzymania </span></span></div><div class="t m0 x1 h6 y18b ff5 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _3e"> </span>z <span class="_ _f"> </span>tytułu <span class="_ _3e"> </span>świadczeń, <span class="_ _3e"> </span>których <span class="_ _3e"> </span>wy<span class="_ _0"></span>konanie <span class="_ _3e"> </span>na<span class="_ _1"></span>stąp<span class="_ _0"></span>i <span class="_ _f"> </span>w <span class="_ _f"> </span>następnych <span class="_ _3e"> </span>okres<span class="_ _0"></span>ach </div><div class="t m0 x1 h6 y18c ff5 fs0 fc0 sc0 ls0 ws0">sprawozda<span class="_ _0"></span>w<span class="_ _1"></span>czych, <span class="_ _3e"> </span>jak <span class="_ _3e"> </span>również <span class="_ _3e"> </span>w <span class="_ _3e"> </span>przypa<span class="_ _0"></span>d<span class="_ _1"></span>ku <span class="_ _3e"> </span>uzyskanych <span class="_ _3e"> </span>dofinansow<span class="_ _0"></span>ań <span class="_ _f"> </span>do <span class="_ _3e"> </span>nabyć </div><div class="t m0 x1 h6 y18d ff5 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _38"> </span>trwałych. <span class="_ _38"> </span>Ot<span class="_ _0"></span>rzymane <span class="_ _38"> </span>dofi<span class="_ _0"></span>nansowania, <span class="_ _38"> </span>zaliczone <span class="_ _38"> </span>d<span class="_ _0"></span>o <span class="_ _38"> </span>r<span class="_ _1"></span>ozliczeń </div><div class="t m0 x1 h6 y18e ff3 fs0 fc0 sc0 ls7 ws0">mi<span class="ff5 ls0">ędzyokreso<span class="_ _0"></span>wych  przycho<span class="_ _0"></span>dów, <span class="_ _3b"> </span>odnoszone <span class="_ _1b"> </span>są<span class="_ _1"></span> <span class="_ _3b"> </span>na  pozostałe <span class="_ _1b"> </span>p<span class="_ _1"></span>rzychody <span class="_ _3b"> </span>operacyjne </span></div><div class="t m0 x1 h6 y18f ff5 fs0 fc0 sc0 ls0 ws0">równolegle do od<span class="_ _0"></span>pi<span class="_ _1"></span>sów a<span class="_ _0"></span>mor<span class="_ _1"></span>tyza<span class="_ _0"></span>cyjnych obie<span class="_ _0"></span>któw sfinansowanych z ich <span class="_ _0"></span>udziałem.<span class="ff3"> </span></div><div class="t m0 x1 h6 y190 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"> </span>rozp<span class="_ _1"></span>ozn<span class="_ _0"></span>aj<span class="_ _1"></span>e <span class="_ _f"> </span>dotacje <span class="_ _f"> </span>jako <span class="_ _f"> </span>skła<span class="_ _1"></span>dnik <span class="_ _f"> </span>rozli<span class="_ _1"></span>czeń <span class="_ _f"> </span>międzyok<span class="_ _0"></span>r<span class="_ _1"></span>esowych <span class="_ _f"> </span>pasywnych<span class="_ _0"></span> </div><div class="t m0 x1 h6 y191 ff5 fs0 fc0 sc0 ls0 ws0">zgodnie z meto<span class="_ _0"></span>dą<span class="_ _1"></span> kasow<span class="_ _0"></span>ą, czyli w dacie wpł<span class="_ _0"></span>ywu dotacji do akty<span class="_ _0"></span>w<span class="_ _1"></span>ów.<span class="ff3"> </span></div><div class="t m0 x1 h6 y6e ff4 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _0"></span>ze sprzedaży<span class="ff3"> <span class="_ _0"></span><span class="ff5">obejmują <span class="_ _0"></span>niewątpliwie <span class="_ _0"></span>nal<span class="_ _1"></span>eżne<span class="_ _0"></span> lub uz<span class="_ _0"></span>yskane <span class="_ _0"></span>kwoty ne<span class="_ _0"></span>tto ze </span></span></div><div class="t m0 x1 h6 y6f ff5 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _1"></span>tj. <span class="_ _1"></span>p<span class="_ _1"></span>omniejszone <span class="_ _1"></span>o <span class="_ _1c"></span>należny <span class="_ _1"></span>podatek<span class="_ _0"></span> <span class="_ _1c"></span>od <span class="_ _1c"></span>towar<span class="_ _1"></span>ów <span class="_ _1c"></span>i <span class="_ _1c"></span>usług <span class="_ _1"></span>(VAT) <span class="_ _1"></span>ujmow<span class="_ _1"></span>ane <span class="_ _1"></span>w </div><div class="t m0 x1 h6 y192 ff5 fs0 fc0 sc0 ls0 ws0">okresach, <span class="_ _0"></span>któ<span class="_ _0"></span>rych <span class="_ _0"></span>dotyczą. <span class="_ _14"></span>Spółka <span class="_ _14"></span>ujmuje <span class="_ _0"></span>przychody <span class="_ _14"></span>w <span class="_ _14"></span>d<span class="_ _1"></span>acie <span class="_ _14"></span>pr<span class="_ _1"></span>zejśc<span class="_ _0"></span>ia<span class="_ _1"></span> <span class="_ _14"></span>ryzyka <span class="_ _0"></span>i <span class="_ _0"></span>ko<span class="_ _0"></span>rzyści </div><div class="t m0 x1 h6 y193 ff5 fs0 fc0 sc0 ls0 ws0">związanych ze zbywa<span class="_ _1"></span>nym składni<span class="_ _1"></span>kiem aktywów <span class="_ _1"></span>na <span class="_ _1"></span>kupującego<span class="_ _0"></span>. <span class="_ _1"></span>Otrzymane dotacje do </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">15<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">kosztów Spółk<span class="_ _0"></span>a wykazuje <span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _0"></span>pr<span class="_ _1"></span>zych<span class="_ _0"></span>od<span class="_ _1"></span>ach w<span class="_ _0"></span> dacie <span class="_ _0"></span>wpływu ś<span class="_ _0"></span>rod<span class="_ _1"></span>ków p<span class="_ _0"></span>ieniężnych z tytu<span class="_ _0"></span>łu </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">dotacji, <span class="_ _e"></span>zaś <span class="_ _19"></span>d<span class="_ _1"></span>otacje <span class="_ _19"></span>do <span class="_ _e"></span>aktywów <span class="_ _e"></span>w <span class="_ _19"></span>dacie <span class="_ _e"></span>o<span class="_ _0"></span>bci<span class="_ _1"></span>ążen<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _e"></span>kosztów <span class="_ _19"></span>z <span class="_ _e"></span>tytułu <span class="_ _19"></span>wyłączenia <span class="_ _e"></span>lub </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">amortyzacj<span class="_ _0"></span>i<span class="_ _1"></span> dotowanych <span class="_ _0"></span>aktywów.<span class="ff3"> </span></div><div class="t m0 x1 h6 y134 ff4 fs0 fc0 sc0 ls0 ws0">Koszty podstawow<span class="_ _0"></span>e<span class="_ _1"></span>j działalności<span class="_ _0"></span> <span class="_ _1"></span>opera<span class="_ _0"></span>cyjnej.<span class="_ _1"></span><span class="ff3"> <span class="ff5">Spółka prowadzi koszty w układzie </span></span></div><div class="t m0 x1 h6 y135 ff5 fs0 fc0 sc0 ls0 ws0">kalkulacyjnym <span class="_ _1e"> </span>i<span class="_ _1"></span> <span class="_ _1e"> </span>r<span class="_ _1"></span>odzajo<span class="_ _0"></span>wym.<span class="_ _1"></span> <span class="_ _1e"> </span>Ko<span class="_ _1"></span>szt <span class="_ _1e"> </span>sprzedanych <span class="_ _1e"> </span>pr<span class="_ _1"></span>oduktów<span class="_ _0"></span>, <span class="_ _1a"> </span>towarów <span class="_ _1a"> </span>i <span class="_ _1a"> </span>materiałów<span class="_ _0"></span> </div><div class="t m0 x1 h6 y77 ff5 fs0 fc0 sc0 ls0 ws0">obejmuje <span class="_ _3e"> </span>koszty  bezpośrednio <span class="_ _3e"> </span>z <span class="_ _3e"> </span>nimi <span class="_ _3e"> </span>zwią<span class="_ _1"></span>zane<span class="_ _0"></span> <span class="_ _3e"> </span>ora<span class="_ _1"></span>z <span class="_ _3e"> </span>uzasadnion<span class="_ _0"></span>ą <span class="_ _3e"> </span>część <span class="_ _3e"> </span>kosztów </div><div class="t m0 x1 h6 y78 ff5 fs0 fc0 sc0 ls0 ws0">pośrednich. <span class="_ _1b"> </span>Ewidencja <span class="_ _1b"> </span>na <span class="_ _1b"> </span>kontach <span class="_ _1b"> </span>koszt<span class="_ _0"></span>ów <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>kompletna, <span class="_ _3b"> </span>tzn<span class="_ _0"></span>. <span class="_ _3b"> </span>ujmuj<span class="_ _1"></span><span class="ff3">e <span class="_ _1b"> </span>wszystkie </span></div><div class="t m0 x1 h6 y136 ff5 fs0 fc0 sc0 ls0 ws0">operacje <span class="_ _3e"> </span>gospodarcze <span class="_ _3e"> </span>dokonane<span class="_ _0"></span> <span class="_ _f"> </span>w <span class="_ _f"> </span>okresie <span class="_ _3e"> </span>sprawozda<span class="_ _0"></span>wczym.<span class="_ _1"></span> <span class="_ _3e"> </span>Ewentualne <span class="_ _3e"> </span>różnice </div><div class="t m0 x1 h6 y194 ff5 fs0 fc0 sc0 ls0 ws0">wartości, <span class="_ _1f"> </span>jakie <span class="_ _1f"> </span>mogą <span class="_ _20"> </span>p<span class="_ _1"></span>owstać<span class="_ _0"></span> <span class="_ _1e"> </span>po <span class="_ _20"> </span>otr<span class="_ _1"></span>zym<span class="_ _0"></span>aniu <span class="_ _1f"> </span>d<span class="_ _1"></span>oku<span class="_ _0"></span>mentów <span class="_ _1e"> </span>o<span class="_ _0"></span>bcych, <span class="_ _1f"> </span>ujmowane <span class="_ _1f"> </span>są <span class="_ _20"> </span>w </div><div class="t m0 x1 h6 y119 ff5 fs0 fc0 sc0 ls0 ws0">ewidencji <span class="_ _f"> </span>nie <span class="_ _f"> </span>p<span class="_ _1"></span>óźniej <span class="_ _f"> </span>niż <span class="_ _10"> </span>w <span class="_ _f"> </span>okr<span class="_ _1"></span>esie <span class="_ _f"> </span>spra<span class="_ _1"></span>wozdawczym, <span class="_ _f"> </span>w <span class="_ _f"> </span>którym <span class="_ _10"> </span>dokume<span class="_ _0"></span>nty <span class="_ _f"> </span>te<span class="_ _1"></span> </div><div class="t m0 x1 h6 y11a ff3 fs0 fc0 sc0 ls0 ws0">otrzymano.<span class="_ _0"></span> </div><div class="t m0 x1 h6 y139 ff5 fs0 fc0 sc0 ls0 ws0">Na wynik finansowy S<span class="_ _0"></span>półki wpływa<span class="_ _0"></span>ją<span class="_ _1"></span> ponadt<span class="_ _0"></span>o:<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h6 y195 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff4">pozostałe przych<span class="_ _0"></span>ody i koszty op<span class="_ _0"></span>era<span class="_ _1"></span>cyj<span class="_ _0"></span>ne<span class="ff3"> <span class="ff5">p<span class="_ _1"></span>ośrednio z<span class="_ _0"></span>wiązane z działa<span class="_ _0"></span>l<span class="_ _1"></span>nością </span></span></span></span></div><div class="t m0 xa h6 y196 ff5 fs0 fc0 sc0 ls0 ws0">Spółki  w <span class="_ _3e"> </span>zakresie  m.in.  zysków <span class="_ _3e"> </span>i  strat  ze  zbycia <span class="_ _3e"> </span>niefinansowych  aktywó<span class="_ _0"></span>w </div><div class="t m0 xa h6 y197 ff5 fs0 fc0 sc0 ls0 ws0">trwałych, <span class="_ _0"></span>aktualizacji wyce<span class="_ _0"></span>ny akty<span class="_ _0"></span>w<span class="_ _1"></span>ów niefi<span class="_ _0"></span>nansowych, <span class="_ _0"></span>utworzenia <span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _0"></span>r<span class="_ _1"></span>ozwiązania </div><div class="t m0 xa h6 y198 ff5 fs0 fc0 sc0 ls0 ws0">rezerw na przyszłe ryzyko, sprzedaży mater<span class="_ _0"></span>ia<span class="_ _1"></span>łów, kar, grzywien i odsz<span class="_ _1"></span>kodowań<span class="_ _0"></span>, </div><div class="t m0 xa h6 y199 ff3 fs0 fc0 sc0 ls0 ws0">otrzymania lub p<span class="_ _0"></span>rzekazania darowizn<span class="_ _0"></span>. <span class="ff1"> </span></div><div class="t m0 xf h6 y19a ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff2">przychody <span class="_ _1d"></span>fi<span class="_ _0"></span>nansowe<span class="ff3"> <span class="_ _1c"></span><span class="ff5">z <span class="_ _1d"></span>tytułu <span class="_ _1"></span>od<span class="_ _1"></span>setek, <span class="_ _1c"></span>nadwyżki <span class="_ _1c"></span>dodatnich <span class="_ _1"></span>r<span class="_ _1"></span>óżnic <span class="_ _1d"></span>ku<span class="_ _0"></span>rsow<span class="_ _1"></span>ych<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 xa h6 y19b ff3 fs0 fc0 sc0 ls0 ws0">nad ujemnymi,<span class="ff1"> </span></div><div class="t m0 xf h6 y19c ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff2">koszty <span class="_ _1d"></span>finansowe<span class="ff3"> <span class="_ _1d"></span><span class="ff5">z <span class="_ _1d"></span>tytułu <span class="_ _1d"></span>odsetek, <span class="_ _1d"></span>aktua<span class="_ _1"></span>li<span class="_ _1"></span>zacji <span class="_ _1d"></span>wartości <span class="_ _1d"></span>inw<span class="_ _1"></span>estycj<span class="_ _0"></span>i, <span class="_ _19"></span>nadwyżki<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 xa h6 y19d ff5 fs0 fc0 sc0 ls0 ws0">ujemnych różnic ku<span class="_ _0"></span>rsowych nad <span class="_ _0"></span>dodatnimi.<span class="ff1"> </span></div><div class="t m0 x1 h6 y19e ff2 fs0 fc0 sc0 ls0 ws0">Opodatkowa<span class="_ _0"></span>nie.  </div><div class="t m0 x1 h6 y47 ff5 fs0 fc0 sc0 ls0 ws0">Wynik finansowy <span class="_ _0"></span>brutto koryguj<span class="_ _0"></span>ą:<span class="ff3"> </span></div><div class="t m0 xf h6 y19f ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">bieżące zobowiązan<span class="_ _0"></span>ia<span class="_ _1"></span> z tytułu<span class="_ _0"></span> podatku doch<span class="_ _0"></span>odowego od os<span class="_ _0"></span>ób<span class="_ _1"></span> pra<span class="_ _0"></span>w<span class="_ _1"></span>nych,<span class="ff3"> </span></span></span></div><div class="t m0 xf h6 y1a0 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">aktywa oraz reze<span class="_ _0"></span>rwy z tytułu <span class="_ _0"></span>od<span class="_ _1"></span>roczone<span class="_ _0"></span>go podatku dochodo<span class="_ _0"></span>w<span class="_ _1"></span>ego.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h6 y1a1 ff4 fs0 fc0 sc0 ls0 ws0">Podatek <span class="_ _1d"></span>doch<span class="_ _0"></span>odo<span class="_ _1"></span>wy <span class="_ _1c"></span>bieżący. <span class="_ _1d"></span><span class="ff5">Bieżące <span class="_ _1d"></span>zo<span class="_ _0"></span>b<span class="_ _1"></span>owiązania <span class="_ _1c"></span>z <span class="_ _19"></span>tytułu<span class="_ _0"></span> <span class="_ _1d"></span>podatku <span class="_ _1d"></span>dochodo<span class="_ _0"></span>wego </span></div><div class="t m0 x1 h6 y1a2 ff5 fs0 fc0 sc0 ls0 ws0">od osób prawnych s<span class="_ _0"></span>ą naliczone zgo<span class="_ _0"></span>dni<span class="_ _1"></span>e z pr<span class="_ _0"></span>zepisami podatkowym<span class="_ _0"></span>i<span class="_ _1"></span>.<span class="ff3"> </span></div><div class="t m0 x1 h6 y1a3 ff2 fs0 fc0 sc0 ls0 ws0">Podatek  dochodowy  odrocz<span class="_ _0"></span>ony. <span class="_ _3e"> </span><span class="ff5">W  zw<span class="_ _0"></span>ią<span class="_ _1"></span>zku  z  przejściowymi  różnic<span class="_ _0"></span>ami <span class="_ _3e"> </span>m<span class="_ _0"></span>iędzy </span></div><div class="t m0 x1 h6 y1a4 ff5 fs0 fc0 sc0 ls0 ws0">wykazywaną <span class="_ _1c"></span>w <span class="_ _1d"></span>księgach <span class="_ _1c"></span>rachunkowych w<span class="_ _1"></span>artością <span class="_ _1d"></span>akty<span class="_ _0"></span>wów<span class="_ _1"></span> <span class="_ _1c"></span>i<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _1"></span>asywów <span class="_ _1c"></span>a <span class="_ _1d"></span>ich <span class="_ _1c"></span>wartością </div><div class="t m0 x1 h6 y1a5 ff5 fs0 fc0 sc0 ls0 ws0">podatkową <span class="_ _13"></span>oraz <span class="_ _13"></span>stratą <span class="_ _13"></span>podatkową <span class="_ _13"></span>możliwą <span class="_ _13"></span>do <span class="_ _13"></span>odliczenia <span class="_ _13"></span>w<span class="_ _1"></span> <span class="_ _13"></span>przyszłośc<span class="_ _0"></span>i<span class="_ _1"></span>, <span class="_ _13"></span>jednostka <span class="_ _13"></span>tworzy </div><div class="t m0 x1 h6 y1a6 ff5 fs0 fc0 sc0 ls0 ws0">rezerwę <span class="_ _1e"> </span>i <span class="_ _1a"> </span>ustala <span class="_ _1e"> </span>aktywa <span class="_ _1e"> </span>z <span class="_ _1a"> </span>tytułu <span class="_ _1e"> </span>odroczo<span class="_ _0"></span>nego <span class="_ _1a"> </span>pod<span class="_ _1"></span>atku <span class="_ _1e"> </span>dochodowego<span class="_ _0"></span>, <span class="_ _1a"> </span>którego <span class="_ _1e"> </span>jest </div><div class="t m0 x1 h6 y1a7 ff3 fs0 fc0 sc0 ls0 ws0">podatnikiem.<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1a8 ff4 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _14"></span>z <span class="_ _14"></span>tytułu <span class="_ _13"></span>odro<span class="_ _1"></span>cz<span class="_ _0"></span>onego <span class="_ _0"></span>p<span class="_ _0"></span>odatku <span class="_ _14"></span>dochodow<span class="_ _0"></span>ego<span class="_ _1c"></span><span class="ff3"> <span class="_ _14"></span><span class="ff5">ustal<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _14"></span>się <span class="_ _14"></span>w <span class="_ _13"></span>w<span class="_ _1"></span>ysokośc<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _14"></span>kwoty </span></span></div><div class="t m0 x1 h6 y1a9 ff5 fs0 fc0 sc0 ls0 ws0">przewidzianej <span class="_ _1b"> </span>w <span class="_ _3b"> </span>przyszłości <span class="_ _1b"> </span>d<span class="_ _1"></span>o <span class="_ _1b"> </span>od<span class="_ _1"></span>liczeni<span class="_ _0"></span>a <span class="_ _3b"> </span>od <span class="_ _3b"> </span>podatku <span class="_ _3b"> </span>dochodo<span class="_ _0"></span>wego, <span class="_ _3b"> </span>w <span class="_ _3b"> </span>związku <span class="_ _3b"> </span>z </div><div class="t m0 x1 h6 y1aa ff5 fs0 fc0 sc0 ls0 ws0">ujemnymi <span class="_ _10"> </span>różnicami <span class="_ _2e"> </span>p<span class="_ _0"></span>rzejściowymi, <span class="_ _10"> </span>które<span class="_ _0"></span> <span class="_ _2e"> </span>spowodują <span class="_ _10"> </span>w <span class="_ _10"> </span>p<span class="_ _1"></span>rzyszłoś<span class="_ _0"></span>ci<span class="_ _1"></span> <span class="_ _2e"> </span>zmn<span class="_ _0"></span>iejszenie </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">16<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">podstawy <span class="_ _2e"> </span>o<span class="_ _0"></span>bliczenia <span class="_ _10"> </span>podatku <span class="_ _2e"> </span>doch<span class="_ _0"></span>odowego <span class="_ _2e"> </span>or<span class="_ _0"></span>az <span class="_ _2e"> </span>straty <span class="_ _10"> </span>podatko<span class="_ _0"></span>w<span class="_ _1"></span>ej <span class="_ _10"> </span>m<span class="_ _1"></span>oż<span class="_ _0"></span>l<span class="_ _1"></span>iwej <span class="_ _10"> </span>d<span class="_ _1"></span>o </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">odliczenia, ustalone<span class="_ _0"></span>j pr<span class="_ _1"></span>zy uwz<span class="_ _0"></span>gl<span class="_ _1"></span>ędn<span class="_ _0"></span>i<span class="_ _1"></span>eniu zas<span class="_ _0"></span>a<span class="_ _1"></span>dy ostrożności<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y1ab ff4 fs0 fc0 sc0 ls0 ws0">Rezerwę<span class="_ _0"></span> <span class="_ _1f"> </span>z <span class="_ _1f"> </span>tytułu<span class="_ _0"></span> <span class="_ _1f"> </span>o<span class="_ _1"></span>d<span class="_ _0"></span>ro<span class="_ _1"></span>czoneg<span class="_ _0"></span>o <span class="_ _1f"> </span>podatk<span class="_ _0"></span>u <span class="_ _1f"> </span>doch<span class="_ _0"></span>o<span class="_ _1"></span>dowego<span class="_ _1"></span><span class="ff3"> <span class="_ _1f"> </span><span class="ff5">t<span class="_ _0"></span>wor<span class="_ _1"></span>zy <span class="_ _20"> </span>się <span class="_ _20"> </span>w <span class="_ _20"> </span>w<span class="_ _1"></span>ysokości </span></span></div><div class="t m0 x1 h6 y134 ff5 fs0 fc0 sc0 ls0 ws0">kwoty <span class="_ _10"> </span>podatku <span class="_ _10"> </span>dochodowego<span class="_ _0"></span>, <span class="_ _10"> </span>w<span class="_ _1"></span>ymagają<span class="_ _0"></span>cej <span class="_ _10"> </span>w <span class="_ _10"> </span>p<span class="_ _1"></span>rzyszłości <span class="_ _10"> </span>zapłaty, <span class="_ _10"> </span>w <span class="_ _10"> </span>związku <span class="_ _10"> </span>z </div><div class="t m0 x1 h6 y135 ff5 fs0 fc0 sc0 ls0 ws0">występowaniem <span class="_ _3e"> </span>dodatnich <span class="_ _f"> </span>różnic <span class="_ _f"> </span>przejściowych, <span class="_ _f"> </span>to <span class="_ _f"> </span>jest <span class="_ _f"> </span>r<span class="_ _1"></span>óżn<span class="_ _0"></span>i<span class="_ _1"></span>c, <span class="_ _f"> </span>które <span class="_ _f"> </span>spowodują </div><div class="t m0 x1 h6 y77 ff5 fs0 fc0 sc0 ls0 ws0">zwiększenie podst<span class="_ _0"></span>aw<span class="_ _1"></span>y o<span class="_ _0"></span>bliczenia podatku d<span class="_ _0"></span>ochodowego w przyszłośc<span class="_ _0"></span>i.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y97 ff5 fs0 fc0 sc0 ls0 ws0">Wykazywana <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _1f"> </span>rachunk<span class="_ _0"></span>u <span class="_ _1f"> </span>zysków <span class="_ _20"> </span>i <span class="_ _1f"> </span>strat <span class="_ _20"> </span>część <span class="_ _20"> </span>odroczona <span class="_ _20"> </span>stanowi <span class="_ _20"> </span>r<span class="_ _1"></span>óżn<span class="_ _0"></span>i<span class="_ _1"></span>cę <span class="_ _20"> </span>pomiędzy </div><div class="t m0 x1 h6 y98 ff5 fs0 fc0 sc0 ls0 ws0">stanem <span class="_ _19"></span>rezerw <span class="_ _19"></span>i <span class="_ _1d"></span>a<span class="_ _1"></span>ktywów <span class="_ _1d"></span>z <span class="_ _19"></span>tytułu <span class="_ _19"></span>podatku <span class="_ _1d"></span>od<span class="_ _1"></span>roczonego <span class="_ _1d"></span>na <span class="_ _e"></span>koniec <span class="_ _1d"></span>i <span class="_ _19"></span>początek <span class="_ _19"></span>okresu<span class="_ _0"></span> </div><div class="t m0 x1 h6 y99 ff3 fs0 fc0 sc0 ls0 ws0">sprawozda<span class="_ _0"></span>w<span class="_ _1"></span>czego.<span class="ff2"> </span></div><div class="t m0 x1 h8 y11a ff2 fs3 fc0 sc0 ls3 ws0">13.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff4">WS<span class="_ _0"></span>KA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE <span class="_ _0"></span>ŚREDNICH<span class="_ _1"></span> <span class="_ _14"></span>K<span class="_ _1"></span>UR<span class="_ _1"></span>SÓW <span class="_ _0"></span>WYMIA<span class="_ _1"></span>NY <span class="_ _14"></span>Z<span class="_ _1"></span>ŁOTEG<span class="_ _1"></span>O, W </span></span></div><div class="t m0 x11 h8 y11b ff4 fs3 fc0 sc0 ls0 ws0">OKRESACH<span class="_ _1"></span> <span class="_ _1f"> </span>O<span class="_ _1"></span>BJĘTY<span class="_ _1"></span>CH <span class="_ _1e"> </span>SPRAWOZD<span class="_ _1"></span>ANIEM <span class="_ _1e"> </span>FINA<span class="_ _1"></span>NSOWY<span class="_ _1"></span>M <span class="_ _1e"> </span>I </div><div class="t m0 x11 h8 y11c ff4 fs3 fc0 sc0 ls0 ws0">DANYMI <span class="_ _3a"> </span>PORÓWNY<span class="_ _1"></span>WA<span class="_ _1"></span>LNYMI,<span class="_ _1"></span> <span class="_ _3a"> </span>W <span class="_ _2f"> </span>STOSUNKU <span class="_ _3a"> </span>D<span class="_ _1"></span>O <span class="_ _2f"> </span>E<span class="_ _1"></span>URO,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y11d ff2 fs3 fc0 sc0 ls0 ws0">USTAL<span class="_ _1"></span>ONYCH PR<span class="_ _1"></span>ZEZ NA<span class="_ _1"></span>ROD<span class="_ _1"></span>OWY BA<span class="_ _1"></span>NK P<span class="_ _1"></span>OLSKI<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y9e ff5 fs0 fc0 sc0 ls0 ws0">Kurs obowiązuj<span class="_ _0"></span>ący na ostatni dzień <span class="_ _0"></span>każdego okresu.<span class="ff3"> </span></div><div class="t m0 xf h6 y1ac ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Kurs 1 EURO o<span class="_ _0"></span>bowią<span class="_ _1"></span>zuj<span class="_ _0"></span>ą<span class="_ _1"></span>cy w dniu 3<span class="_ _0"></span>1<span class="_ _1"></span><span class="ff3"> grudn<span class="_ _0"></span>ia<span class="_ _1"></span>  2023<span class="_ _0"></span> wyn<span class="ff5">i<span class="_ _1"></span>ósł </span>4,3480<span class="_ _0"></span> PL<span class="_ _1"></span>N <span class="_ _0"></span> </span></span></span></div><div class="t m0 xf h6 y1ad ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Kurs 1 EURO o<span class="_ _0"></span>bowią<span class="_ _1"></span>zuj<span class="_ _0"></span>ą<span class="_ _1"></span>cy w dniu 3<span class="_ _0"></span>1<span class="_ _1"></span><span class="ff3"> grudn<span class="_ _0"></span>ia<span class="_ _1"></span>  2024<span class="_ _0"></span> wyn<span class="ff5">i<span class="_ _1"></span>ósł</span> 4,2730<span class="_ _0"></span> PL<span class="_ _1"></span>N <span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h6 y1ae ff5 fs0 fc0 sc0 ls0 ws0">Kurs <span class="_ _3c"> </span>średni <span class="_ _3c"> </span>w <span class="_ _3c"> </span>k<span class="_ _0"></span>a<span class="_ _1"></span>żdym <span class="_ _35"> </span>okresie, <span class="_ _3c"> </span>oblicz<span class="_ _0"></span>ony <span class="_ _3c"> </span>jako <span class="_ _3c"> </span>śr<span class="_ _1"></span>e<span class="_ _0"></span>dnia<span class="_ _1"></span> <span class="_ _35"> </span>a<span class="_ _1"></span>rytme<span class="_ _0"></span>tyczna <span class="_ _3c"> </span>kursów </div><div class="t m0 x1 h6 y1af ff5 fs0 fc0 sc0 ls0 ws0">obowiązujących <span class="_ _14"></span>n<span class="_ _0"></span>a <span class="_ _14"></span>ostatni <span class="_ _13"></span>d<span class="_ _1"></span>zień <span class="_ _14"></span>k<span class="_ _0"></span>ażdego <span class="_ _14"></span>mi<span class="_ _0"></span>esiąca <span class="_ _14"></span>w <span class="_ _14"></span>dany<span class="_ _0"></span>m <span class="_ _14"></span>okresie, <span class="_ _13"></span>a <span class="_ _14"></span>w <span class="_ _14"></span>uzasadn<span class="_ _0"></span>i<span class="_ _1"></span>onych </div><div class="t m0 x1 h6 y1b0 ff3 fs0 fc0 sc0 ls0 ws0">przypadkach  <span class="ff5">–<span class="_ _0"></span><span class="ff3">  <span class="ff5">obliczonego <span class="_ _3b"> </span>jako <span class="_ _3b"> </span>średnia <span class="_ _3b"> </span>arytmetyczna<span class="_ _0"></span>  kursów  o<span class="_ _0"></span>bowiązujących  n<span class="_ _0"></span>a </span></span></span></div><div class="t m0 x1 h6 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">ostatni dzień daneg<span class="_ _0"></span>o okresu i ostatni <span class="_ _0"></span>d<span class="_ _1"></span>zień okresu go po<span class="_ _0"></span>pr<span class="_ _1"></span>zedz<span class="_ _0"></span>ającego.<span class="ff3"> </span></div><div class="t m0 xf h6 yc7 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Kurs ś<span class="_ _0"></span>redni <span class="_ _0"></span>1 <span class="_ _0"></span>EURO <span class="_ _0"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>od 0<span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2023 <span class="_ _0"></span>do <span class="_ _0"></span>31 <span class="_ _0"></span>grudn<span class="_ _0"></span>i<span class="_ _1"></span>a 2<span class="_ _0"></span>023 <span class="_ _14"></span>r<span class="_ _1"></span>, <span class="_ _0"></span>wyniósł </span></span></div><div class="t m0 xa h6 y1b2 ff3 fs0 fc0 sc0 ls0 ws0">4,5284<span class="_ _0"></span> PL<span class="_ _1"></span>N, </div><div class="t m0 xf h6 y1b3 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Kurs ś<span class="_ _0"></span>redni <span class="_ _0"></span>1 <span class="_ _0"></span>EURO <span class="_ _0"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>od 0<span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2024 <span class="_ _0"></span>do <span class="_ _0"></span>31 <span class="_ _0"></span>grudn<span class="_ _0"></span>i<span class="_ _1"></span>a 2<span class="_ _0"></span>024 <span class="_ _14"></span>r<span class="_ _1"></span>. <span class="_ _0"></span>wyniósł </span></span></div><div class="t m0 xa h6 y1b4 ff3 fs0 fc0 sc0 ls0 ws0">4,3042<span class="_ _0"></span> PL<span class="_ _1"></span>N. </div><div class="t m0 x1 h6 y1b5 ff5 fs0 fc0 sc0 ls0 ws0">Najwyższy i na<span class="_ _0"></span>jni<span class="_ _1"></span>ższy kurs <span class="_ _0"></span>w każdym okresi<span class="_ _0"></span>e wynosił:<span class="ff3"> </span></div><div class="t m0 xf h6 y1b6 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Najwyższy <span class="_ _20"> </span>kurs <span class="_ _1f"> </span>1 <span class="_ _20"> </span>EURO <span class="_ _1f"> </span>w <span class="_ _1f"> </span>okresie <span class="_ _1f"> </span>od <span class="_ _20"> </span>01 <span class="_ _1f"> </span>stycznia<span class="_ _1"></span> <span class="_ _1f"> </span>202<span class="_ _0"></span>3 <span class="_ _1f"> </span>do <span class="_ _1f"> </span>31 <span class="_ _20"> </span>grud<span class="_ _1"></span>nia <span class="_ _1f"> </span>2023 </span></span></div><div class="t m0 xa h6 y1b7 ff5 fs0 fc0 sc0 ls0 ws0">wyniósł  4,7170<span class="_ _0"></span> PL<span class="_ _1"></span>N,<span class="ff3"> </span></div><div class="t m0 xf h6 yee ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Najniższy <span class="_ _14"></span>kurs <span class="_ _14"></span>1 <span class="_ _14"></span>EURO <span class="_ _13"></span>w <span class="_ _14"></span>okresie <span class="_ _14"></span>od <span class="_ _14"></span>01 <span class="_ _13"></span>stycznia <span class="_ _14"></span>2023 <span class="_ _14"></span>do <span class="_ _14"></span>31 <span class="_ _14"></span>grudni<span class="_ _0"></span>a <span class="_ _0"></span>202<span class="_ _0"></span>3 <span class="_ _14"></span>wyniósł </span></span></div><div class="t m0 xa h6 y1b8 ff3 fs0 fc0 sc0 ls0 ws0"> <span class="_ _43"> </span>4<span class="_ _0"></span>,3480 PLN, </div><div class="t m0 xf h6 y1b9 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Najwyższy <span class="_ _20"> </span>kurs <span class="_ _1f"> </span>1 <span class="_ _20"> </span>EURO <span class="_ _1f"> </span>w <span class="_ _1f"> </span>okresie <span class="_ _1f"> </span>od <span class="_ _20"> </span>01 <span class="_ _1f"> </span>stycznia<span class="_ _1"></span> <span class="_ _1f"> </span>202<span class="_ _0"></span>4 <span class="_ _1f"> </span>do <span class="_ _1f"> </span>31 <span class="_ _20"> </span>grud<span class="_ _1"></span>nia <span class="_ _1f"> </span>2024 </span></span></div><div class="t m0 xa h6 y1ba ff5 fs0 fc0 sc0 ls0 ws0">wyniósł 4,4016 <span class="_ _0"></span>P<span class="_ _1"></span>LN,<span class="ff3"> </span></div><div class="t m0 xf h6 y1bb ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">Najniższy <span class="_ _14"></span>kurs <span class="_ _14"></span>1 <span class="_ _14"></span>EURO <span class="_ _13"></span>w <span class="_ _14"></span>okresie <span class="_ _14"></span>od <span class="_ _14"></span>01 <span class="_ _13"></span>stycznia <span class="_ _14"></span>2024 <span class="_ _14"></span>do <span class="_ _14"></span>31 <span class="_ _14"></span>grudni<span class="_ _0"></span>a <span class="_ _0"></span>202<span class="_ _0"></span>4 <span class="_ _14"></span>wyniósł </span></span></div><div class="t m0 xa h6 y1bc ff3 fs0 fc0 sc0 ls0 ws0">4,2499<span class="_ _0"></span> PL<span class="_ _1"></span>N. </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x6 y1bd w5 h18" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></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 ls6 ws0">17<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y1c ff2 fs3 fc0 sc0 ls3 ws0">14.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff4">WYBRANE <span class="_ _3f"> </span>DANE <span class="_ _3f"> </span>FINANS<span class="_ _1"></span>OW<span class="_ _1"></span>E <span class="_ _3f"> </span>OKRESU <span class="_ _3f"> </span>BIEŻĄCE<span class="_ _1"></span>GO <span class="_ _3f"> </span>I </span></span></div><div class="t m0 x11 h8 y55 ff4 fs3 fc0 sc0 ls0 ws0">OKRESÓ<span class="_ _1"></span>W <span class="_ _4a"> </span>PO<span class="_ _1"></span>RÓWNY<span class="_ _1"></span>WALNY<span class="_ _1"></span>C<span class="_ _1"></span>H <span class="_ _11"> </span>PRZELICZONE <span class="_ _11"> </span>WEDŁUG<span class="_ _1"></span> </div><div class="t m0 x11 h8 y94 ff4 fs3 fc0 sc0 ls0 ws0">WYŻEJ P<span class="_ _1"></span>ODANYCH<span class="_ _1"></span> KU<span class="_ _1"></span>RSÓW <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y1be wa h19"><div class="t m0 x17 h1a y1bf ff2 fs4 fc0 sc0 ls0 ws0">WYBR<span class="_ _0"></span>ANE <span class="_ _0"></span>DANE F<span class="_ _0"></span>INANS<span class="_ _0"></span>OWE </div></div><div class="c x18 y1c0 wb h1b"><div class="t m0 x19 h1a y1c1 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ok</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0"> o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1c2 ff2 fs4 fc0 sc0 ls0 ws0">01.01.<span class="_ _0"></span>2024<span class="_ _0"></span> </div><div class="t m0 x1b h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">do </div><div class="t m0 x1a h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1c y1c0 wc h1b"><div class="t m0 x19 h1a y1c1 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ok</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0"> o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1c2 ff2 fs4 fc0 sc0 ls0 ws0">01.01.<span class="_ _0"></span>2023<span class="_ _0"></span> </div><div class="t m0 x1b h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">do </div><div class="t m0 x1a h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y1c0 wd h1b"><div class="t m0 x19 h1a y1c1 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ok</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0"> o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1c2 ff2 fs4 fc0 sc0 ls0 ws0">01.01.<span class="_ _0"></span>2024<span class="_ _0"></span> </div><div class="t m0 x1b h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">do </div><div class="t m0 x1a h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1e y1c0 wc h1b"><div class="t m0 x19 h1a y1c1 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ok</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0"> o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1c2 ff2 fs4 fc0 sc0 ls0 ws0">01.01.<span class="_ _0"></span>2023<span class="_ _0"></span> </div><div class="t m0 x1b h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">do </div><div class="t m0 x1a h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x18 y1be we h1c"><div class="t m0 x1f h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">w ty<span class="_ _0"></span>s.zł<span class="ff3"> </span></div></div><div class="c x1d y1be wf h1c"><div class="t m0 x20 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">w ty<span class="_ _0"></span>s.EUR<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 yda wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Pr</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="fc2 sc0">to </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ze</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">produ<span class="_ _0"></span>któw, tow<span class="_ _0"></span>arów<span class="ff3"> </span></div></div><div class="c x18 yda wb h1d"><div class="t m0 x22 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0">6</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">8</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c yda wc h1d"><div class="t m0 x22 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">1</span><span class="fc2 sc0">7</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d yda wd h1d"><div class="t m0 x22 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">9</span><span class="fc2 sc0">3</span><span class="_ _14"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e yda wc h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">9</span><span class="fc2 sc0"> </span><span class="fc2 sc0">6</span><span class="fc2 sc0">7</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1c6 wa h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">II.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">no</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">operac<span class="_ _0"></span>yjnej </div></div><div class="c x18 y1c6 wb h1e"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">5</span><span class="fc2 sc0">4</span><span class="fc2 sc0">8</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1c6 wc h1e"><div class="t m0 x6 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">59</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1c6 wd h1e"><div class="t m0 x1f h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">360</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1c6 wc h1e"><div class="t m0 x6 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">13</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1c7 wa h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">III. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk (s<span class="_ _0"></span>trata)<span class="_ _0"></span> brutto<span class="_ _0"></span> </div></div><div class="c x18 y1c7 wb h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">2</span><span class="fc2 sc0">8</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1c7 wc h1f"><div class="t m0 x24 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">902</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1c7 wd h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">285</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1c7 wc h1f"><div class="t m0 x24 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">199</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1c9 wa h1c"><div class="t m0 x21 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">IV. Zy<span class="_ _0"></span>sk (st<span class="_ _0"></span>rata) <span class="_ _0"></span>netto<span class="ff3"> </span></div></div><div class="c x18 y1c9 wb h1c"><div class="t m0 x25 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1c y1c9 wc h1c"><div class="t m0 x20 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1d y1c9 wd h1c"><div class="t m0 x25 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">223</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1c9 wc h1c"><div class="t m0 x20 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">169</span><span class="_ _0"></span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y1ca wa h1e"><div class="t m0 x21 h1a y1cb ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">V.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Pr</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">żn</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="fc2 sc0">tto </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cc ff5 fs4 fc0 sc0 ls0 ws0">działalno<span class="_ _0"></span>ści o<span class="_ _0"></span>peracyjn<span class="_ _0"></span>ej<span class="ff3"> </span></div></div><div class="c x18 y1ca wb h1e"><div class="t m0 x23 h1a y1cd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">5</span><span class="fc2 sc0">8</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1ca wc h1e"><div class="t m0 x23 h1a y1cd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">1</span><span class="fc2 sc0">0</span><span class="fc2 sc0">7</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1ca wd h1e"><div class="t m0 x1f h1a y1cd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">832</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1ca wc h1e"><div class="t m0 x1f h1a y1cd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">686</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1ce wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">VI.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Pr</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">żn</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="fc2 sc0">e</span><span class="fc2 sc0">tto </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">działalno<span class="_ _0"></span>ści inw<span class="_ _0"></span>esty<span class="_ _0"></span>cy<span class="_ _1"></span>jne<span class="_ _0"></span>j<span class="ff3"> </span></div></div><div class="c x18 y1ce wb h1d"><div class="t m0 x24 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">263</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1ce wc h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1ce wd h1d"><div class="t m0 x6 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">61</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1ce wc h1d"><div class="t m0 x24 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">230</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y13e wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">VII.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Pr</span><span class="_ _0"></span><span class="fc2 sc0">ze</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">żn</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="fc2 sc0">e</span><span class="fc2 sc0">tto </span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">działalno<span class="_ _0"></span>ści fi<span class="_ _0"></span>nansow<span class="_ _0"></span>ej<span class="ff3"> </span></div></div><div class="c x18 y13e wb h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y13e wc h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">9</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0">7</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y13e wd h1d"><div class="t m0 x24 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">699</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y13e wc h1d"><div class="t m0 x24 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">434</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d0 wa h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">VIII. <span class="_ _0"></span>Przepły<span class="_ _0"></span>wy<span class="_ _1"></span> <span class="_ _0"></span>pienięż<span class="_ _0"></span>ne nett<span class="_ _0"></span>o, raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x18 y1d0 wb h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">313</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1c y1d0 wc h1f"><div class="t m0 x27 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">99</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1d y1d0 wd h1f"><div class="t m0 x27 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">73</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1d0 wc h1f"><div class="t m0 x27 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">22</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1d1 wa h20"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">IX. Akt<span class="_ _0"></span>ywa,<span class="_ _0"></span> razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x18 y1d1 wb h20"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31 6<span class="_ _0"></span>5<span class="fc2 sc0">4</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1c y1d1 wc h20"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">33 5<span class="_ _0"></span>6<span class="fc2 sc0">3</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1d y1d1 wd h20"><div class="t m0 x29 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">7 <span class="fc2 sc0">40</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1d1 wc h20"><div class="t m0 x29 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">7 7<span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">9</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y16d wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">X.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Zo</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">za</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zobowi<span class="_ _0"></span>ązania<span class="ff3"> </span></div></div><div class="c x18 y16d wb h1d"><div class="t m0 x22 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">4</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y16d wc h1d"><div class="t m0 x22 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">2</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y16d wd h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">5</span><span class="fc2 sc0">8</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y16d wc h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">2</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d2 wa h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">XI. Zo<span class="_ _0"></span>bowiąza<span class="_ _0"></span>nia dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe<span class="ff3"> </span></div></div><div class="c x18 y1d2 wb h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">333</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1c y1d2 wc h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">4</span><span class="fc2 sc0">6</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d2 wd h1f"><div class="t m0 x27 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">78</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1d2 wc h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">566</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1d3 wa h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">XII. Zo<span class="_ _0"></span>bowiąz<span class="_ _0"></span>ania <span class="_ _0"></span>k<span class="_ _1"></span>rót<span class="_ _0"></span>k<span class="_ _1"></span>oter<span class="_ _0"></span>minow<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x18 y1d3 wb h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">7</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0">4</span><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1d3 wc h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">7</span><span class="fc2 sc0"> </span><span class="fc2 sc0">9</span><span class="fc2 sc0">7</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d3 wd h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">1</span><span class="fc2 sc0">9</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1d3 wc h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">3</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d4 wa h20"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">XIII.<span class="_ _0"></span> Kapita<span class="_ _0"></span>ł włas<span class="_ _0"></span>ny<span class="ff3"> </span></div></div><div class="c x18 y1d4 wb h20"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">20 6<span class="_ _0"></span>1<span class="fc2 sc0">5</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1d4 wc h20"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">19 5<span class="_ _0"></span>3<span class="fc2 sc0">5</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d4 wd h20"><div class="t m0 x29 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">4 <span class="fc2 sc0">82</span><span class="_ _0"></span><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1d4 wc h20"><div class="t m0 x29 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">4 4<span class="fc2 sc0">9</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d5 wa h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">XIV. K<span class="_ _0"></span>apitał z<span class="_ _0"></span>akładow<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x18 y1d5 wb h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">540</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1c y1d5 wc h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">540</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1d y1d5 wd h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">126</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1d5 wc h1f"><div class="t m0 x1f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">124</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 ycb wa h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">XV. Licz<span class="_ _0"></span>ba a<span class="_ _0"></span>kcji (w s<span class="_ _0"></span>zt.) </div></div><div class="c x18 ycb wb h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1c ycb wc h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1d ycb wd h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1e ycb wc h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d6 wa h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">XVI</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ra</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">ną</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">zwykłą <span class="_ _0"></span>(w zł<span class="_ _0"></span> / EU<span class="_ _0"></span>R)<span class="ff3"> </span></div></div><div class="c x18 y1d6 wb h1d"><div class="t m0 x2b h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">0,3<span class="fc2 sc0">5</span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1d6 wc h1d"><div class="t m0 x2c h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-0,2<span class="fc2 sc0">8</span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d6 wd h1d"><div class="t m0 x2b h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">0,0<span class="fc2 sc0">8</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1e y1d6 wc h1d"><div class="t m0 x2c h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-0,0<span class="fc2 sc0">6</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1d7 wa h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">XVII.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">zwo</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ta</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">jedną a<span class="_ _0"></span>kcję <span class="_ _0"></span>zwykłą (w <span class="_ _0"></span>zł / <span class="_ _0"></span>EUR)<span class="ff3"> </span></div></div><div class="c x18 y1d7 wb h1e"><div class="t m0 x2d h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">3</span><span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1d7 wc h1e"><div class="t m0 x2e h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-0,<span class="fc2 sc0">2</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d7 wd h1e"><div class="t m0 x2d h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">0</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1d7 wc h1e"><div class="t m0 x2e h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-0,<span class="fc2 sc0">0</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1d9 wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">XVIII</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0">g</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">na </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ję</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">(w zł/E<span class="_ _0"></span>UR)<span class="ff3"> </span></div></div><div class="c x18 y1d9 wb h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7,<span class="fc2 sc0">6</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1d9 wc h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7,<span class="fc2 sc0">2</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1d9 wd h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1,<span class="fc2 sc0">7</span><span class="fc2 sc0">9</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1d9 wc h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1,<span class="fc2 sc0">6</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1da wa h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">XIX. </span><span class="fc2 sc0">R</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">zwo</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="_ _0"></span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">g</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">jedną a<span class="_ _0"></span>kcję (<span class="_ _0"></span>w zł/E<span class="_ _0"></span>UR)<span class="ff3"> </span></div></div><div class="c x18 y1da wb h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7,<span class="fc2 sc0">6</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1da wc h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7,<span class="fc2 sc0">2</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1da wd h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1,<span class="fc2 sc0">7</span><span class="fc2 sc0">9</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1da wc h1d"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1,<span class="fc2 sc0">6</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1db wa h1e"><div class="t m0 x21 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">XX. </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">l</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">o</span><span class="fc2 sc0">na </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">dywid<span class="_ _0"></span>enda n<span class="_ _0"></span>a jedn<span class="_ _0"></span>ą akcję (<span class="_ _0"></span>w zł /<span class="_ _0"></span> EUR)<span class="ff3"> </span></div></div><div class="c x18 y1db wb h1e"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1c y1db wc h1e"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1d y1db wd h1e"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1e y1db wc h1e"><div class="t m0 x2d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">0,<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2f h6 y1dd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1de ff5 fs0 fc0 sc0 ls0 ws0">Dla przeliczeń po<span class="_ _0"></span>wyższych przyjęto:<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x6 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">18<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ff7"> <span class="_ _3f"> </span><span class="ff3">dla<span class="_ _1"></span> <span class="_ _3e"> </span>p<span class="_ _1"></span>ozyc<span class="_ _0"></span>ji<span class="_ _1"></span> <span class="_ _3e"> </span>b<span class="_ _1"></span>ilansowych <span class="_ _3e"> </span><span class="ff5">–</span> <span class="_ _f"> </span><span class="ff5">wg <span class="_ _f"> </span>średni<span class="_ _1"></span>e<span class="_ _0"></span>go <span class="_ _3e"> </span>kursu <span class="_ _f"> </span>NBP <span class="_ _3e"> </span>ob<span class="_ _1"></span>owiązującego <span class="_ _3e"> </span>na <span class="_ _f"> </span>dzień </span></span></span></div><div class="t m0 x30 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">bilansowy <span class="_ _1c"></span>tj. <span class="_ _1c"></span>na <span class="_ _1"></span>d<span class="_ _1"></span>zień <span class="_ _1c"></span>31 <span class="_ _1"></span>gr<span class="_ _1"></span>udni<span class="_ _0"></span>a <span class="_ _1d"></span>202<span class="ff3">4 <span class="_ _1d"></span>r. <span class="_ _1c"></span>k<span class="_ _0"></span>urs <span class="_ _1d"></span>1 <span class="_ _1c"></span>EUR <span class="_ _1"></span>= <span class="_ _19"></span>4,273<span class="_ _0"></span>0 <span class="_ _1d"></span><span class="ff5">PLN, <span class="_ _1"></span>a <span class="_ _1d"></span>n<span class="_ _0"></span>a <span class="_ _1d"></span>dzień <span class="_ _1c"></span>31 </span></span></div><div class="t m0 x30 h6 yb6 ff3 fs0 fc0 sc0 ls0 ws0">grudnia 2023 r. kur<span class="_ _0"></span>s 1 EUR = 4,3480 P<span class="_ _0"></span>LN. </div><div class="t m0 x1 h6 yd6 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ff7"> <span class="_ _3f"> </span><span class="ff5">dla<span class="_ _1"></span> <span class="_ _e"></span>pozycji <span class="_ _20"> </span>rachunku <span class="_ _e"> </span>zysków <span class="_ _20"> </span>i<span class="_ _1"></span> <span class="_ _20"> </span>strat <span class="_ _e"> </span>oraz <span class="_ _20"> </span>przepływów <span class="_ _20"> </span>pieniężnych <span class="_ _20"> </span><span class="ff3">- <span class="_ _20"> </span></span>wg<span class="_ _1"></span> <span class="_ _20"> </span>średniego<span class="_ _0"></span> </span></span></div><div class="t m0 x30 h6 yd7 ff5 fs0 fc0 sc0 ls0 ws0">kursu <span class="_ _19"></span>stanowiące<span class="_ _0"></span>g<span class="_ _1"></span>o <span class="_ _19"></span>średnią <span class="_ _1d"></span>ar<span class="_ _1"></span>ytmetyczn<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _1d"></span>średnich <span class="_ _19"></span>kursów <span class="_ _19"></span>ogłaszanych <span class="_ _1d"></span>przez <span class="_ _19"></span>NBP </div><div class="t m0 x30 h6 y179 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _1c"></span>koniec <span class="_ _1d"></span>każdego <span class="_ _1c"></span>mi<span class="_ _1"></span>esiąca <span class="_ _1c"></span>kalendarzowe<span class="_ _0"></span>go <span class="_ _1c"></span>da<span class="_ _1"></span>nego <span class="_ _1c"></span>okresu <span class="_ _1c"></span>tj. <span class="_ _1d"></span>za <span class="_ _1d"></span>okres <span class="_ _1c"></span>1 <span class="_ _1c"></span>stycznia<span class="_ _1"></span> </div><div class="t m0 x30 h6 y17a ff3 fs0 fc0 sc0 ls2 ws0">202<span class="ls0">4 r. do 31 grudnia 2024 r. ku<span class="_ _0"></span>rs 1 EUR = 4<span class="_ _0"></span>,3042 PLN, a za okres 1 styczn<span class="_ _0"></span>ia 2023 </span></div><div class="t m0 x30 h6 y17b ff3 fs0 fc0 sc0 ls0 ws0">r. do 31 grudn<span class="_ _0"></span>ia<span class="_ _1"></span> 2023 r. kurs 1 <span class="_ _0"></span>EUR = 4,52<span class="_ _0"></span>84 PLN. </div><div class="t m0 x1 h8 y1df ff2 fs3 fc0 sc0 ls3 ws0">15.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _3f"> </span><span class="ff4">WS<span class="_ _0"></span>KA<span class="_ _1"></span>ZA<span class="_ _1"></span>NIE <span class="_ _54"> </span>I<span class="_ _1"></span> <span class="_ _54"> </span>OBJAŚNI<span class="_ _1"></span>ENIE <span class="_ _54"> </span>RÓ<span class="_ _1"></span>ŻNIC <span class="_ _54"> </span>W <span class="_ _53"> </span>WARTOŚ<span class="_ _1"></span>CI<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y1e0 ff4 fs3 fc0 sc0 ls0 ws0">UJAWNI<span class="_ _1"></span>ONYCH <span class="_ _3f"> </span>D<span class="_ _1"></span>ANYCH<span class="_ _1"></span>, <span class="_ _3f"> </span>D<span class="_ _1"></span>OT<span class="_ _1"></span>YCZĄCYCH <span class="_ _3f"> </span>CO <span class="_ _4a"> </span>NAJMNIE<span class="_ _1"></span>J </div><div class="t m0 x11 h8 y1e1 ff4 fs3 fc0 sc0 ls0 ws0">KAPIT<span class="_ _1"></span>AŁU <span class="_ _4a"> </span>WŁASNEGO <span class="_ _4a"> </span>(AKTY<span class="_ _1"></span>WÓW <span class="_ _4a"> </span>NETTO)<span class="_ _1"></span> <span class="_ _4a"> </span>I <span class="_ _3f"> </span>WYNIK<span class="_ _1"></span>U </div><div class="t m0 x11 h8 y1e2 ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWEGO <span class="_ _55"> </span>NETTO, <span class="_ _38"> </span>ORAZ <span class="_ _55"> </span>ISTOTNYCH<span class="_ _1"></span> <span class="_ _55"> </span>RÓŻNI<span class="_ _1"></span>C </div><div class="t m0 x11 h8 y1e3 ff4 fs3 fc0 sc0 ls0 ws0">DOTYCZĄCY<span class="_ _1"></span>CH <span class="_ _56"> </span>PRZYJĘ<span class="_ _1"></span>TYC<span class="_ _1"></span>H <span class="_ _56"> </span>ZASA<span class="_ _1"></span>D <span class="_ _56"> </span>(POLITYK<span class="_ _1"></span>I) </div><div class="t m0 x11 h8 y1e4 ff4 fs3 fc0 sc0 ls0 ws0">RACHUNKO<span class="_ _1"></span>W<span class="_ _1"></span>OŚCI <span class="_ _11"> </span>–<span class="ff2"> <span class="_ _11"> </span></span>ZGODNI<span class="_ _1"></span>E<span class="_ _1"></span> <span class="_ _11"> </span>Z <span class="_ _4a"> </span>§ <span class="_ _11"> </span>2. <span class="_ _11"> </span>UST. <span class="_ _11"> </span>1 <span class="_ _4a"> </span>pkt <span class="_ _11"> </span>7 </div><div class="t m0 x11 h8 y1e5 ff2 fs3 fc0 sc0 lsa ws0">RO<span class="_ _1"></span><span class="ff4 ls0">ZPORZĄ<span class="_ _1"></span>DZENIA<span class="_ _1"></span> <span class="_ _18"> </span>MINIST<span class="_ _1"></span>RA<span class="_ _1"></span> <span class="_ _17"> </span>F<span class="_ _1"></span>INAN<span class="_ _1"></span>SÓW <span class="_ _18"> </span>Z <span class="_ _18"> </span>DNIA <span class="_ _15"> </span>4 </span></div><div class="t m0 x11 h8 y1e6 ff4 fs3 fc0 sc0 ls0 ws0">PAŹDZIER<span class="_ _1"></span>NIKA <span class="_ _57"> </span>2020 <span class="_ _57"> </span>R. <span class="_ _58"> </span>O <span class="_ _58"> </span>SPRA<span class="_ _1"></span>WOZDA<span class="_ _1"></span>NIACH<span class="_ _1"></span> </div><div class="t m0 x11 h8 y1e7 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYCH W P<span class="_ _1"></span>RO<span class="_ _1"></span>SPEKCI<span class="_ _1"></span>E<span class="_ _1"></span> </div><div class="t m0 x1 h6 y1e8 ff4 fs0 fc0 sc0 ls0 ws0">Różnice między<span class="_ _0"></span> polskimi a m<span class="_ _0"></span>ię<span class="_ _1"></span>dzyn<span class="_ _0"></span>arodowymi standard<span class="_ _0"></span>ami rachunkow<span class="_ _0"></span>o<span class="_ _1"></span>ści. <span class="ff2"> </span></div><div class="t m0 x1 h6 y1e9 ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _e"> </span>p<span class="_ _1"></span>rowadzi <span class="_ _e"> </span>ksi<span class="_ _1"></span>ęgi <span class="_ _20"> </span>rachunko<span class="_ _0"></span>we <span class="_ _20"> </span>zgodnie <span class="_ _20"> </span>z <span class="_ _e"> </span>p<span class="_ _1"></span>olskim<span class="_ _1"></span>i <span class="_ _20"> </span>standard<span class="_ _0"></span>a<span class="_ _1"></span>mi <span class="_ _e"> </span>r<span class="_ _1"></span>achunkowośc<span class="_ _0"></span>i </div><div class="t m0 x1 h6 y1ea ff5 fs0 fc0 sc0 ls0 ws0">określonymi <span class="_ _19"></span>w <span class="_ _1d"></span>Ustawie <span class="_ _1d"></span>o <span class="_ _19"></span>rachunkowośc<span class="_ _0"></span>i <span class="_ _e"></span>(z<span class="_ _0"></span>wane <span class="_ _19"></span>dalej <span class="_ _1d"></span>„PSR”). <span class="_ _1d"></span>Dokonano <span class="_ _1d"></span>i<span class="_ _1"></span>dentyfikacji<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1eb ff5 fs0 fc0 sc0 ls0 ws0">obszarów <span class="_ _1c"></span>różnic <span class="_ _1d"></span>między <span class="_ _1"></span>p<span class="_ _1"></span>rzyjętym<span class="_ _0"></span>i <span class="_ _1d"></span>przez <span class="_ _1c"></span>Em<span class="_ _1"></span>itenta <span class="_ _1c"></span>polskimi <span class="_ _1c"></span>za<span class="_ _1"></span>sad<span class="_ _0"></span>am<span class="_ _1"></span>i <span class="_ _1c"></span>rachunkowośc<span class="_ _0"></span>i<span class="_ _1"></span>, </div><div class="t m0 x1 h6 y1ec ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _2e"> </span>Mię<span class="_ _0"></span>dzynarodowymi <span class="_ _2e"> </span>Stan<span class="_ _0"></span>dardami <span class="_ _10"> </span>Sprawozdawczości <span class="_ _10"> </span>Finansowej <span class="_ _10"> </span>(zwanymi <span class="_ _10"> </span>dalej </div><div class="t m0 x1 h6 y1ed ff5 fs0 fc0 sc0 ls0 ws0">„MSSF<span class="_ _0"></span>”) ora<span class="_ _1"></span>z dok<span class="_ _0"></span>ona<span class="_ _1"></span>no<span class="_ _0"></span> anali<span class="_ _1"></span>zy <span class="_ _0"></span>potencjalny<span class="_ _0"></span>ch różnic w <span class="_ _0"></span>w<span class="_ _1"></span>artośc<span class="_ _0"></span>ia<span class="_ _1"></span>ch k<span class="_ _0"></span>apitału własne<span class="_ _0"></span>go i </div><div class="t m0 x1 h6 y1ee ff3 fs0 fc0 sc0 ls0 ws0">wyniku <span class="_ _1f"> </span>fina<span class="_ _1"></span>n<span class="_ _0"></span>sow<span class="_ _1"></span>ego <span class="_ _1f"> </span>netto <span class="_ _1f"> </span>wykaz<span class="_ _0"></span>anych <span class="_ _1e"> </span>w <span class="_ _20"> </span>nini<span class="_ _1"></span>ejszym <span class="_ _1f"> </span>spr<span class="_ _0"></span>a<span class="_ _1"></span>wozdan<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _1f"> </span>finansowym <span class="_ _1f"> </span>i <span class="_ _1f"> </span>w </div><div class="t m0 x1 h6 y1ef ff3 fs0 fc0 sc0 ls0 ws0">sprawozdaniu <span class="_ _14"></span>finansowy<span class="_ _0"></span>m, <span class="_ _14"></span>j<span class="_ _1"></span>akie <span class="_ _0"></span>z<span class="ff5">ostało<span class="_ _0"></span>b<span class="_ _1"></span>y <span class="_ _14"></span>sporządzone <span class="_ _14"></span>zgodnie<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _0"></span>MSSF<span class="_ _0"></span>, <span class="_ _0"></span>wykorzystując<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y18a ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1d"></span>tym <span class="_ _1d"></span>celu <span class="_ _1d"></span>najlepsz<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _1d"></span>wiedzę <span class="_ _1d"></span>o <span class="_ _1c"></span>obowiązujących <span class="_ _1c"></span>standardach <span class="_ _1c"></span>i<span class="_ _1"></span> <span class="_ _1c"></span>i<span class="_ _1"></span>ch <span class="_ _1c"></span>i<span class="_ _1"></span>nterpretacja<span class="_ _0"></span>ch <span class="_ _19"></span>o<span class="_ _0"></span>r<span class="_ _1"></span>az </div><div class="t m0 x1 h6 y18b ff5 fs0 fc0 sc0 ls0 ws0">zasadach rachunkowośc<span class="_ _0"></span>i,<span class="_ _1"></span> które miałyby zastosowan<span class="_ _0"></span>ie <span class="_ _1"></span>przy sporządzaniu<span class="_ _0"></span> <span class="_ _1"></span>sprawozdani<span class="_ _0"></span>a </div><div class="t m0 x1 h6 y18c ff3 fs0 fc0 sc0 ls0 ws0">zgodnego z <span class="_ _14"></span>M<span class="_ _1"></span>SSF<span class="_ _0"></span>. W <span class="_ _0"></span>wyniku <span class="_ _0"></span>przeprowadze<span class="_ _0"></span>n<span class="_ _1"></span><span class="ff5">ia<span class="_ _1"></span> <span class="_ _0"></span>p<span class="_ _1"></span>owyższy<span class="_ _0"></span>ch an<span class="_ _0"></span>al<span class="_ _1"></span>iz st<span class="_ _0"></span>wierdzono, <span class="_ _0"></span>iż <span class="_ _0"></span>w<span class="_ _1"></span>ynik<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y18d ff5 fs0 fc0 sc0 ls0 ws0">finansowy <span class="_ _1d"></span>oraz <span class="_ _1d"></span>niektóre <span class="_ _1d"></span>pozycje<span class="_ _0"></span> <span class="_ _19"></span>aktywó<span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>i <span class="_ _1d"></span>pasywów <span class="_ _1c"></span>r<span class="_ _1"></span>óżniłyby <span class="_ _1c"></span>si<span class="_ _1"></span>ę <span class="_ _1d"></span>od <span class="_ _1d"></span>wielkości, <span class="_ _1d"></span>które<span class="_ _0"></span> </div><div class="t m0 x1 h6 y18e ff5 fs0 fc0 sc0 ls0 ws0">wykazane byłyby <span class="_ _0"></span>w sprawozd<span class="_ _0"></span>a<span class="_ _1"></span>niach finans<span class="_ _0"></span>owych spo<span class="_ _0"></span>r<span class="_ _1"></span>ządzonych <span class="_ _0"></span>zgod<span class="_ _1"></span>nie <span class="_ _0"></span>z MSSF .<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y1f0 ff5 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _35"> </span>zostaną <span class="_ _35"> </span>zaprezentow<span class="_ _0"></span>ane <span class="_ _35"> </span>i<span class="_ _1"></span> <span class="_ _35"> </span>objaśnione <span class="_ _35"> </span>podsta<span class="_ _0"></span>w<span class="_ _1"></span>owe <span class="_ _35"> </span>różnice <span class="_ _35"> </span>w <span class="_ _35"> </span>wartości </div><div class="t m0 x1 h6 y190 ff5 fs0 fc0 sc0 ls0 ws0">ujawnionych <span class="_ _19"></span>danych <span class="_ _19"></span>dotycz<span class="_ _0"></span>ą<span class="_ _1"></span>cych <span class="_ _19"></span>kapitału <span class="_ _19"></span>własnego <span class="_ _19"></span>i <span class="_ _19"></span>w<span class="_ _1"></span>yniku <span class="_ _19"></span>finansoweg<span class="_ _0"></span>o <span class="_ _19"></span>netto <span class="_ _19"></span>oraz </div><div class="t m0 x1 h6 y191 ff5 fs0 fc0 sc0 ls0 ws0">istotne <span class="_ _1f"> </span>różnice <span class="_ _1f"> </span>pomiędzy <span class="_ _1f"> </span>przyjęty<span class="_ _0"></span>mi<span class="_ _1"></span> <span class="_ _1f"> </span>w <span class="_ _1f"> </span>Spółce <span class="_ _1f"> </span>zasadami <span class="_ _1f"> </span>rachunkowości <span class="_ _20"> </span>a <span class="_ _1e"> </span>zas<span class="_ _0"></span>a<span class="_ _1"></span>dam<span class="_ _0"></span>i<span class="_ _1"></span> </div><div class="t m0 x1 h6 y1f1 ff5 fs0 fc0 sc0 ls0 ws0">sporządzania s<span class="_ _0"></span>prawozda<span class="_ _1"></span>ń finanso<span class="_ _0"></span>wych zgod<span class="_ _0"></span>nie z MSSF<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y6f ff2 fs0 fc0 sc0 ls0 ws0">15.1 MSSF 9 Instr<span class="_ _0"></span>umenty fina<span class="_ _0"></span>nsowe </div><div class="t m0 x1 h6 y1f2 ff5 fs0 fc0 sc0 ls0 ws0">Zastosowanie  MSSF<span class="_ _0"></span> <span class="_ _3e"> </span>9  „<span class="ff9">Instrumenty  finansowe</span>”  w<span class="_ _1"></span>ymagałoby  zastosow<span class="_ _0"></span>ania  i<span class="_ _1"></span>nnych<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1f3 ff5 fs0 fc0 sc0 ls0 ws0">kategorii <span class="_ _2f"> </span>instrument<span class="_ _0"></span>ów<span class="_ _1"></span> <span class="_ _2f"> </span>finansowych, <span class="_ _2f"> </span>n<span class="_ _0"></span>iż <span class="_ _2f"> </span>określone <span class="_ _2f"> </span>według <span class="_ _2f"> </span>polskich<span class="_ _0"></span> <span class="_ _3a"> </span>stan<span class="_ _0"></span>da<span class="_ _1"></span>rdów </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x6 y19 w5 h21" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls6 ws0">19<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _3f"> </span>wymieni<span class="_ _0"></span>onych <span class="_ _3f"> </span>w <span class="_ _3f"> </span>Rozporządzeniu <span class="_ _3f"> </span>Ministra <span class="_ _3f"> </span>Finansów <span class="_ _3f"> </span>w <span class="_ _3f"> </span>sprawie<span class="_ _0"></span> </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">uznawania <span class="_ _e"></span>i <span class="_ _19"></span>m<span class="_ _1"></span>etod <span class="_ _19"></span>w<span class="_ _1"></span>yceny <span class="_ _e"></span>o<span class="_ _0"></span>ra<span class="_ _1"></span>z <span class="_ _e"></span>uja<span class="_ _0"></span>wniania <span class="_ _e"></span>i <span class="_ _e"></span>preze<span class="_ _0"></span>ntacji<span class="_ _1"></span> <span class="_ _e"></span>instru<span class="_ _0"></span>mentów <span class="_ _e"></span>finansowych.<span class="_ _0"></span>  </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z MSS<span class="_ _0"></span>F <span class="_ _0"></span>9 instru<span class="_ _0"></span>menty <span class="_ _0"></span>fina<span class="_ _1"></span>nso<span class="_ _0"></span>w<span class="_ _1"></span>e <span class="_ _0"></span>klasyfikowane <span class="_ _14"></span>są<span class="_ _1"></span> <span class="_ _0"></span>do na<span class="_ _0"></span>stępujących <span class="_ _0"></span>katego<span class="_ _0"></span>ri<span class="_ _1"></span>i:<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y134 ff4 fs0 fc0 sc0 ls0 ws0">Klasyfikac<span class="_ _0"></span>j<span class="_ _1"></span>a aktyw<span class="_ _0"></span>ó<span class="_ _1"></span>w finans<span class="_ _0"></span>owych:<span class="ff2"> </span></div><div class="t m0 x1 he y96 ff9 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wyceniane wed<span class="_ _0"></span>ług<span class="_ _1"></span> z<span class="_ _0"></span>a<span class="_ _1"></span>mortyzow<span class="_ _0"></span>anego kosztu,<span class="ff9"> </span></span></div><div class="t m0 x1 h6 y116 ff5 fs0 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>w<span class="_ _1"></span>a <span class="_ _1a"> </span>fi<span class="_ _1"></span>nansowe <span class="_ _1a"> </span>wyceniane<span class="_ _0"></span> <span class="_ _1b"> </span>po <span class="_ _1a"> </span>początkowym <span class="_ _1a"> </span>ujęciu <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zamortyzowanym <span class="_ _1a"> </span>koszcie,<span class="_ _0"></span> </div><div class="t m0 x1 h6 y117 ff5 fs0 fc0 sc0 ls0 ws0">stanowią <span class="_ _3b"> </span>aktywa  fin<span class="_ _0"></span>a<span class="_ _1"></span>nso<span class="_ _0"></span>w<span class="_ _1"></span>e  utrzymy<span class="_ _0"></span>wane<span class="_ _0"></span>  do  uzysk<span class="_ _0"></span>iw<span class="_ _1"></span>ania <span class="_ _3b"> </span>przepływów  p<span class="_ _0"></span>ieniężnych </div><div class="t m0 x1 h6 y118 ff5 fs0 fc0 sc0 ls0 ws0">wynikających <span class="_ _3f"> </span>z <span class="_ _4a"> </span>umo<span class="_ _0"></span>wy, <span class="_ _3f"> </span>a<span class="_ _1"></span> <span class="_ _4a"> </span>cha<span class="_ _0"></span>rakterysty<span class="_ _0"></span>ka <span class="_ _4a"> </span>umowy <span class="_ _3f"> </span>dotyczącej <span class="_ _3f"> </span>tych <span class="_ _3f"> </span>aktywów </div><div class="t m0 x1 h6 y1f4 ff3 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _1"></span>przewiduje powstawanie <span class="ff5">p<span class="_ _1"></span>rzepływów pi<span class="_ _1"></span>eniężnych,<span class="_ _0"></span> <span class="_ _1"></span>które <span class="_ _1c"></span>są <span class="_ _1"></span>jedyn<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>spłatą </span></div><div class="t m0 x1 h6 y1f5 ff5 fs0 fc0 sc0 ls0 ws0">kwoty <span class="_ _20"> </span>głów<span class="_ _1"></span>nej <span class="_ _20"> </span>i<span class="_ _1"></span> <span class="_ _1f"> </span>odsetek<span class="_ _0"></span>.<span class="_ _1"></span> <span class="_ _20"> </span>W<span class="_ _1"></span> <span class="_ _1f"> </span>przypa<span class="_ _0"></span>dku <span class="_ _1f"> </span>sporządzani<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _20"> </span>sp<span class="_ _1"></span>rawozdan<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _1f"> </span>finanso<span class="_ _0"></span>wego <span class="_ _1f"> </span>wg </div><div class="t m0 x1 h6 y7c ff5 fs0 fc0 sc0 ls0 ws0">MSSF<span class="_ _0"></span>, <span class="_ _19"></span>Spółka <span class="_ _19"></span>klasyfikowałaby <span class="_ _1d"></span>jako <span class="_ _19"></span>aktywa<span class="_ _0"></span> <span class="_ _19"></span>fi<span class="_ _1"></span>nansowe <span class="_ _1d"></span>wyceniane <span class="_ _1d"></span>w <span class="_ _19"></span>zamortyzow<span class="_ _0"></span>a<span class="_ _1"></span>nym </div><div class="t m0 x1 h6 y7d ff5 fs0 fc0 sc0 ls0 ws0">koszcie <span class="_ _19"></span>na<span class="_ _1"></span>stępujące <span class="_ _19"></span>p<span class="_ _1"></span>ozycje: <span class="_ _19"></span>nal<span class="_ _1"></span>eżnośc<span class="_ _0"></span>i <span class="_ _e"></span>z <span class="_ _e"></span>ty<span class="_ _0"></span>tułu <span class="_ _e"></span>dos<span class="_ _1"></span>taw <span class="_ _e"></span>i <span class="_ _e"></span>usług, <span class="_ _19"></span>pożyczki <span class="_ _e"></span>udzielone, </div><div class="t m0 x1 h6 y1f6 ff5 fs0 fc0 sc0 ls0 ws0">pozostałe należności fin<span class="_ _0"></span>ansowe oraz ś<span class="_ _0"></span>rod<span class="_ _1"></span>ki <span class="_ _0"></span>pieniężne i ich ekwiwa<span class="_ _0"></span>l<span class="_ _1"></span>enty.<span class="ff3"> </span></div><div class="t m0 x1 he y148 ff9 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wyceniane w <span class="_ _0"></span>wartości godziwej <span class="_ _0"></span>przez inne<span class="_ _0"></span> cał<span class="_ _1"></span>kowite doch<span class="_ _0"></span>ody<span class="ff9"> </span></span></div><div class="t m0 x1 h6 y11f ff5 fs0 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>w<span class="_ _1"></span>a <span class="_ _19"></span>finansowe <span class="_ _1d"></span>wyceniane <span class="_ _1d"></span>po <span class="_ _19"></span>początkow<span class="_ _0"></span>ym <span class="_ _19"></span>ujęciu <span class="_ _1d"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>wartości <span class="_ _19"></span>godziwej <span class="_ _1d"></span>przez <span class="_ _1d"></span>i<span class="_ _1"></span>nne </div><div class="t m0 x1 h6 y120 ff5 fs0 fc0 sc0 ls0 ws0">całkowite <span class="_ _3f"> </span>dochody, <span class="_ _4a"> </span>st<span class="_ _0"></span>anowią<span class="_ _1"></span> <span class="_ _3f"> </span>a<span class="_ _1"></span>ktywa <span class="_ _3f"> </span>finansowe <span class="_ _3f"> </span>utrzymywane <span class="_ _3f"> </span>do <span class="_ _4a"> </span>uzysk<span class="_ _0"></span>i<span class="_ _1"></span>wania </div><div class="t m0 x1 h6 y121 ff5 fs0 fc0 sc0 ls0 ws0">przepływów <span class="_ _0"></span>pieniężnych <span class="_ _0"></span>wynikających <span class="_ _0"></span>z <span class="_ _0"></span>umowy <span class="_ _0"></span>ja<span class="_ _1"></span>k <span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _0"></span>sprzedaż <span class="_ _0"></span>aktywów <span class="_ _0"></span>finansowych<span class="_ _0"></span>, a<span class="_ _0"></span> </div><div class="t m0 x1 h6 y122 ff3 fs0 fc0 sc0 ls0 ws0">charakterysty<span class="_ _0"></span>ka <span class="_ _0"></span>umowy <span class="_ _14"></span><span class="ff5">dotyczącej <span class="_ _14"></span>tych <span class="_ _14"></span>a<span class="_ _1"></span>kt<span class="_ _0"></span>ywów<span class="_ _1"></span> <span class="_ _0"></span>f<span class="_ _0"></span>ina<span class="_ _1"></span>nsowych <span class="_ _13"></span>przewiduje <span class="_ _14"></span>powstawanie<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y83 ff5 fs0 fc0 sc0 ls0 ws0">przepływów <span class="_ _14"></span>p<span class="_ _1"></span>ieniężnych, <span class="_ _0"></span>które<span class="_ _0"></span> są <span class="_ _14"></span>j<span class="_ _1"></span>edynie <span class="_ _0"></span>sp<span class="_ _0"></span>łatą kw<span class="_ _0"></span>oty głó<span class="_ _0"></span>wnej i<span class="_ _0"></span> odsete<span class="_ _0"></span>k. <span class="_ _0"></span>Zyski <span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _0"></span>straty </div><div class="t m0 x1 h6 y84 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _e"></span>składniku <span class="_ _e"> </span>a<span class="_ _1"></span>ktywó<span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _e"></span>finansowych <span class="_ _e"></span>stanow<span class="_ _0"></span>iącym <span class="_ _20"> </span>instrument <span class="_ _e"></span>kapitało<span class="_ _0"></span>wy, <span class="_ _e"> </span>dla <span class="_ _e"> </span>którego </div><div class="t m0 x1 h6 y85 ff5 fs0 fc0 sc0 ls0 ws0">zastosowano <span class="_ _20"> </span>opcję <span class="_ _e"></span>wyceny <span class="_ _e"> </span>d<span class="_ _1"></span>o <span class="_ _20"> </span>w<span class="_ _1"></span>artości <span class="_ _20"> </span>go<span class="_ _0"></span>dzi<span class="_ _1"></span>wej <span class="_ _20"> </span>przez <span class="_ _e"></span>pozostałe <span class="_ _20"> </span>całkowite <span class="_ _e"> </span>dochody </div><div class="t m0 x1 h6 y1f7 ff5 fs0 fc0 sc0 ls0 ws0">ujmuje się w pozostałych <span class="_ _0"></span>całkowitych doch<span class="_ _0"></span>odach.<span class="ff3"> </span></div><div class="t m0 x1 he y126 ff9 fs0 fc0 sc0 ls0 ws0">- <span class="ff8">wyceniane w <span class="_ _0"></span>wartości godziwej <span class="_ _0"></span>przez wynik finanso<span class="_ _0"></span>wy<span class="ff9"> </span></span></div><div class="t m0 x1 h6 y88 ff5 fs0 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>w<span class="_ _1"></span>a <span class="_ _1f"> </span>w<span class="_ _1"></span>yceniane <span class="_ _1f"> </span>w <span class="_ _1e"> </span>wartośc<span class="_ _0"></span>i <span class="_ _1e"> </span>godziwej <span class="_ _1f"> </span>przez <span class="_ _1f"> </span>wynik <span class="_ _1f"> </span>finansow<span class="_ _1"></span>y, <span class="_ _1f"> </span>stanowią <span class="_ _1f"> </span>wszystkie </div><div class="t m0 x1 h6 y89 ff5 fs0 fc0 sc0 ls0 ws0">pozostałe <span class="_ _1"></span>aktywa <span class="_ _1"></span>fi<span class="_ _1"></span>n<span class="_ _0"></span>a<span class="_ _1"></span>nsowe<span class="_ _0"></span>. <span class="_ _1c"></span>Zyski<span class="_ _1"></span> l<span class="_ _1"></span>ub <span class="_ _1"></span>straty w<span class="_ _1"></span>ynikające <span class="_ _1"></span>z <span class="_ _1"></span>wyceny <span class="_ _1"></span>składnika <span class="_ _1c"></span>akty<span class="_ _0"></span>wów </div><div class="t m0 x1 h6 y8a ff5 fs0 fc0 sc0 ls0 ws0">finansowych, <span class="_ _19"></span>kwalifikowanego <span class="_ _19"></span>jako <span class="_ _19"></span>wyceniany <span class="_ _19"></span>według <span class="_ _19"></span>wartości <span class="_ _e"></span>go<span class="_ _0"></span>dziwej <span class="_ _e"></span>przez <span class="_ _19"></span>wynik </div><div class="t m0 x1 h6 y8b ff3 fs0 fc0 sc0 ls0 ws0">finansowy, uj<span class="ff5">muje<span class="_ _0"></span> się w wyniku finanso<span class="_ _0"></span>wym w okresie <span class="_ _0"></span>w którym powst<span class="_ _0"></span>ały.<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h6 y1f8 ff4 fs0 fc0 sc0 ls0 ws0">Klasyfikac<span class="_ _0"></span>j<span class="_ _1"></span>a zobowi<span class="_ _0"></span>ązań finansowyc<span class="_ _0"></span>h do następując<span class="_ _0"></span>ych kategorii<span class="_ _0"></span>:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y12d ff5 fs0 fc0 sc0 ls0 ws0">Stanowią <span class="_ _2e"> </span>je<span class="ff3"> <span class="_ _2e"> </span></span>przede <span class="_ _2e"> </span>wszystk<span class="_ _0"></span>i<span class="_ _1"></span>m <span class="_ _2e"> </span>zobowiąz<span class="_ _0"></span>ani<span class="_ _1"></span>a <span class="_ _2e"> </span>z <span class="_ _2e"> </span>tytułu <span class="_ _2e"> </span>kredytó<span class="_ _0"></span>w <span class="_ _2e"> </span>i<span class="_ _1"></span>nwestycyjnych,<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1f9 ff5 fs0 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _1f"> </span>z <span class="_ _1e"> </span>tytu<span class="_ _0"></span>łu <span class="_ _1e"> </span>leas<span class="_ _0"></span>i<span class="_ _1"></span>ngu <span class="_ _1f"> </span>finansoweg<span class="_ _0"></span>o, <span class="_ _1e"> </span>subwencj<span class="_ _0"></span>a <span class="_ _1e"> </span>otrzy<span class="_ _0"></span>mana<span class="_ _1"></span> <span class="_ _1f"> </span>z <span class="_ _1e"> </span>PFR<span class="_ _0"></span>, <span class="_ _1f"> </span>a<span class="_ _1"></span> <span class="_ _1f"> </span>także: </div><div class="t m0 x1 h6 y1fa ff5 fs0 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _3c"> </span>handlowe <span class="_ _35"> </span>oraz <span class="_ _3c"> </span>pozostałe <span class="_ _35"> </span>zobow<span class="_ _1"></span>iązania. <span class="_ _35"> </span>Gr<span class="_ _1"></span>upa <span class="_ _3c"> </span>dokonu<span class="_ _0"></span>je <span class="_ _3c"> </span>wyceny </div><div class="t m0 x1 h6 y1fb ff5 fs0 fc0 sc0 ls0 ws0">powyższych  zobowiązań  finansowych  po  począ<span class="_ _1"></span>tko<span class="_ _0"></span>wym <span class="_ _3e"> </span>ujęciu  w <span class="_ _3e"> </span>za<span class="_ _0"></span>mortyzowany<span class="_ _0"></span>m </div><div class="t m0 x1 h6 y1fc ff5 fs0 fc0 sc0 ls0 ws0">koszcie. <span class="_ _2f"> </span>Spółka <span class="_ _3a"> </span>nie <span class="_ _2f"> </span>posiada <span class="_ _2f"> </span>instrument<span class="_ _0"></span>ów <span class="_ _3a"> </span>finansowych <span class="_ _2f"> </span>w <span class="_ _2f"> </span>za<span class="_ _1"></span>k<span class="_ _0"></span>resie <span class="_ _3a"> </span>zobowiązań </div><div class="t m0 x1 h6 y1fd ff5 fs0 fc0 sc0 ls0 ws0">finansowych, <span class="_ _0"></span>które <span class="_ _14"></span>b<span class="_ _1"></span>yłyby <span class="_ _0"></span>wyceniane <span class="_ _0"></span>wedłu<span class="_ _0"></span>g<span class="_ _1"></span> <span class="_ _0"></span>wartości g<span class="_ _0"></span>odziwej <span class="_ _0"></span>przez <span class="_ _0"></span>wynik fin<span class="_ _0"></span>ansowy.<span class="ff3"> </span></div><div class="t m0 x1 h6 y1fe ff4 fs0 fc0 sc0 ls0 ws0">Wycena pożycz<span class="_ _0"></span>ek udzielonych wg<span class="_ _0"></span>. MSSF 9 „I<span class="_ _0"></span>nstrumenty finans<span class="_ _0"></span>owe”<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x6 y19 w5 h22" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">20<span class="ls0"> <span class="lsc">| <span class="_ _0"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _20"> </span>w<span class="_ _1"></span> <span class="_ _20"> </span>dal<span class="_ _1"></span>szy<span class="_ _0"></span>m <span class="_ _1f"> </span>ciągu <span class="_ _1f"> </span>udz<span class="_ _0"></span>i<span class="_ _1"></span>ela <span class="_ _20"> </span>pożyczek <span class="_ _20"> </span>pr<span class="_ _1"></span>acown<span class="_ _0"></span>i<span class="_ _1"></span>kom <span class="_ _20"> </span>ze <span class="_ _1f"> </span>środków <span class="_ _20"> </span>własnych <span class="_ _20"> </span>oraz </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">środków Z<span class="_ _1"></span>FŚS<span class="_ _0"></span>. <span class="_ _1"></span>Wyni<span class="_ _1"></span>kają one z <span class="_ _1"></span>zawartych umów, <span class="_ _1"></span>natom<span class="_ _0"></span>ia<span class="_ _1"></span>st terminy zap<span class="_ _1"></span>łaty określone </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">są <span class="_ _20"> </span>w <span class="_ _20"> </span>momencie <span class="_ _e"> </span>powstania <span class="_ _20"> </span>należnośc<span class="_ _0"></span>i.<span class="_ _1"></span> <span class="_ _20"> </span>Na <span class="_ _e"></span>dzień <span class="_ _20"> </span>bilansowy <span class="_ _e"> </span>p<span class="_ _1"></span>ożyczk<span class="_ _0"></span>i <span class="_ _20"> </span>w<span class="_ _1"></span>edłu<span class="_ _0"></span>g <span class="_ _20"> </span>p<span class="_ _1"></span>olskich<span class="_ _0"></span> </div><div class="t m0 x1 h6 y114 ff5 fs0 fc0 sc0 ls0 ws0">standardów rachunkowośc<span class="_ _0"></span>i w<span class="_ _1"></span>yceniane są w<span class="_ _0"></span>edług <span class="_ _1"></span>kwoty wymagane<span class="_ _0"></span>j <span class="_ _1"></span>zapłaty. Zgodnie z </div><div class="t m0 x1 h6 y1f ff5 fs0 fc0 sc0 ls0 ws0">MSSF<span class="_ _0"></span> <span class="_ _f"> </span>9 <span class="_ _f"> </span>Spółka <span class="_ _f"> </span>dokonała <span class="_ _f"> </span>weryfikacji <span class="_ _3e"> </span>sp<span class="_ _1"></span>łat <span class="_ _3e"> </span>udzielonych <span class="_ _f"> </span>pożyczek <span class="_ _3e"> </span>oraz <span class="_ _f"> </span>informacji<span class="_ _0"></span> </div><div class="t m0 x1 h6 y115 ff5 fs0 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1"></span>ich <span class="_ _1c"></span>realizacji <span class="_ _1c"></span>w <span class="_ _1c"></span>przyszłych <span class="_ _1"></span>okresach <span class="_ _1"></span>uwzględniając <span class="_ _1"></span>ryzyko <span class="_ _1"></span>utra<span class="_ _1"></span>ty <span class="_ _1"></span>wartości </div><div class="t m0 x1 h6 y116 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1b"> </span>od<span class="_ _1"></span>niesieniu <span class="_ _1a"> </span>d<span class="_ _1"></span>o <span class="_ _1b"> </span>oczekiwanych <span class="_ _3b"> </span><span class="ff5">strat <span class="_ _3b"> </span>kre<span class="_ _0"></span>dytowych <span class="_ _1b"> </span>i<span class="_ _1"></span> <span class="_ _1b"> </span>d<span class="_ _1"></span>okon<span class="_ _0"></span>a<span class="_ _1"></span>ła <span class="_ _1b"> </span>w<span class="_ _1"></span>yceny <span class="_ _1a"> </span>udzi<span class="_ _1"></span>elony<span class="_ _0"></span>ch </span></div><div class="t m0 x1 h6 y117 ff5 fs0 fc0 sc0 ls0 ws0">pożyczek <span class="_ _1c"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>zamor<span class="_ _1"></span>tyzowanym <span class="_ _1c"></span>koszcie. <span class="_ _19"></span>Róż<span class="_ _0"></span>ni<span class="_ _1"></span>ca <span class="_ _1d"></span>w <span class="_ _19"></span>wycenie <span class="_ _1d"></span>na <span class="_ _1d"></span>dzi<span class="_ _1"></span>eń <span class="_ _1d"></span>bilansowy <span class="_ _1d"></span>nie <span class="_ _1d"></span>ma </div><div class="t m0 x1 h6 y118 ff5 fs0 fc0 sc0 ls0 ws0">istotnego wpływu n<span class="_ _0"></span>a kapitał własny S<span class="_ _0"></span>półki.<span class="ff3"> </span></div><div class="t m0 x1 h6 y119 ff4 fs0 fc0 sc0 ls0 ws0">Wycena nal<span class="_ _0"></span>e<span class="_ _1"></span>żnośc<span class="_ _0"></span>i <span class="_ _1"></span>handlowych<span class="_ _0"></span> wg. MS<span class="_ _0"></span>SF <span class="_ _1"></span>9 „Instr<span class="_ _0"></span>umenty finansow<span class="_ _0"></span>e”<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y138 ff5 fs0 fc0 sc0 ls0 ws0">Należności <span class="_ _e"> </span>handlowe <span class="_ _e"></span>są <span class="_ _e"></span>utrzymywane <span class="_ _e"></span>zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>modelem <span class="_ _e"></span>biznesowym <span class="_ _e"></span>Emitenta <span class="_ _e"></span>dla </div><div class="t m0 x1 h6 y139 ff5 fs0 fc0 sc0 ls0 ws0">uzyskiwania <span class="_ _e"></span>przepływów <span class="_ _e"></span>pieniężnych. <span class="_ _e"></span>Wynik<span class="_ _0"></span>aj<span class="_ _1"></span>ą <span class="_ _e"> </span>one <span class="_ _20"> </span>z <span class="_ _20"> </span>zawa<span class="_ _0"></span>rtych <span class="_ _20"> </span>przez <span class="_ _e"> </span>niego <span class="_ _20"> </span>umów,<span class="_ _0"></span> </div><div class="t m0 x1 h6 y13a ff5 fs0 fc0 sc0 ls0 ws0">natomiast <span class="_ _1c"></span>terminy <span class="_ _1c"></span>zapłaty <span class="_ _1c"></span>są <span class="_ _1c"></span>w <span class="_ _1d"></span>momencie<span class="_ _0"></span> <span class="_ _1c"></span>pow<span class="_ _1"></span>st<span class="_ _0"></span>a<span class="_ _1"></span>nia <span class="_ _1c"></span>należności <span class="_ _1c"></span>określone. <span class="_ _1c"></span>Zgo<span class="_ _0"></span>d<span class="_ _1"></span>nie <span class="_ _1c"></span>z </div><div class="t m0 x1 h6 y13b ff3 fs0 fc0 sc0 ls0 ws0">polskimi  stand<span class="_ _0"></span>ar<span class="_ _1"></span>da<span class="ff5">mi  rachunk<span class="_ _0"></span>ow<span class="_ _1"></span>ości  na<span class="_ _0"></span>leżności  handlowe <span class="_ _3b"> </span>wycenia  się  w  kwotach<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y11e ff5 fs0 fc0 sc0 ls0 ws0">wymaganej <span class="_ _1e"> </span>za<span class="_ _0"></span>pła<span class="_ _1"></span>ty, <span class="_ _1e"> </span>z <span class="_ _1e"> </span>zach<span class="_ _0"></span>owaniem <span class="_ _1e"> </span>zasady<span class="_ _0"></span> <span class="_ _1e"> </span>ostrożnej <span class="_ _1e"> </span>wyceny <span class="_ _1e"> </span>(po <span class="_ _1e"> </span>pomniejsze<span class="_ _0"></span>niu <span class="_ _1e"> </span>o </div><div class="t m0 x1 h6 y11f ff5 fs0 fc0 sc0 ls0 ws0">odpisy aktualizuj<span class="_ _0"></span>ą<span class="_ _1"></span>ce).<span class="ff3"> </span></div><div class="t m0 x1 h6 y13e ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>MSSF 9 <span class="_ _1c"></span>dla <span class="_ _1"></span>należności <span class="_ _1c"></span>h<span class="_ _0"></span>a<span class="_ _1"></span>ndlowyc<span class="_ _0"></span>h <span class="_ _1c"></span>(z <span class="_ _1"></span>w<span class="_ _1"></span>yjątkiem <span class="_ _1"></span>tych<span class="_ _0"></span>, <span class="_ _1c"></span>które są <span class="_ _1"></span>anali<span class="_ _1"></span>zowane<span class="_ _0"></span> </div><div class="t m0 x1 h6 y13f ff5 fs0 fc0 sc0 ls0 ws0">indywidualnie jako nieobsług<span class="_ _0"></span>iwane), przepr<span class="_ _0"></span>ow<span class="_ _1"></span>adzono analizę portfelo<span class="_ _0"></span>wą<span class="_ _1"></span> i zastosow<span class="_ _0"></span>a<span class="_ _1"></span>no </div><div class="t m0 x1 h6 y140 ff5 fs0 fc0 sc0 ls0 ws0">uproszczoną m<span class="_ _0"></span>atr<span class="_ _1"></span>ycę od<span class="_ _0"></span>pi<span class="_ _1"></span>sów w <span class="_ _0"></span>poszczególny<span class="_ _0"></span>ch przedziałach wiekowych n<span class="_ _0"></span>a podstawie </div><div class="t m0 x1 h6 y141 ff3 fs0 fc0 sc0 ls0 ws0">oczekiwa<span class="ff5">nych <span class="_ _0"></span>st<span class="_ _0"></span>ra<span class="_ _1"></span>t <span class="_ _0"></span>kredyto<span class="_ _0"></span>wych <span class="_ _0"></span>w <span class="_ _0"></span>całym <span class="_ _14"></span>okresie <span class="_ _14"></span>życia <span class="_ _0"></span>należności <span class="_ _14"></span>w <span class="_ _0"></span>oparc<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _0"></span>o <span class="_ _14"></span>w<span class="_ _1"></span>skaźnik </span></div><div class="t m0 x1 h6 y123 ff5 fs0 fc0 sc0 ls0 ws0">niewypełnienia <span class="_ _20"> </span>zobowiązan<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _1f"> </span>ust<span class="_ _0"></span>al<span class="_ _1"></span>ony <span class="_ _1f"> </span>n<span class="_ _0"></span>a <span class="_ _20"> </span>p<span class="_ _1"></span>odstaw<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _20"> </span>da<span class="_ _1"></span>nych <span class="_ _20"> </span>historycznych <span class="_ _e"> </span>(za<span class="_ _1"></span> <span class="_ _20"> </span>okres </div><div class="t m0 x1 h6 y124 ff5 fs0 fc0 sc0 ls0 ws0">poprzednich  pięciu  l<span class="_ _1"></span>at).  Wycena  na<span class="_ _1"></span>leżno<span class="_ _0"></span>ści<span class="_ _1"></span>  handlowych <span class="_ _3e"> </span>zgo<span class="_ _0"></span>dni<span class="_ _1"></span>e  z  MSSF  9, <span class="_ _3e"> </span>przy </div><div class="t m0 x1 h6 y125 ff3 fs0 fc0 sc0 ls0 ws0">wykorzystaniu ocze<span class="_ _0"></span>kiw<span class="ff5">anej straty kredytow<span class="_ _0"></span>ej kształtuje <span class="_ _0"></span>si<span class="_ _1"></span>ę następują<span class="_ _0"></span>co:<span class="ff3"> </span></span></div></div><div class="c x1 y1ff w10 h23"><div class="t m0 x31 h24 y200 ff2 fs4 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>wa<span class="ffc fs5"> </span></div></div><div class="c x32 y1ff w11 h23"><div class="t m0 x2d h24 y200 ff2 fs4 fc0 sc0 ls0 ws0">wg PS<span class="_ _0"></span>R<span class="ffc fs5"> </span></div></div><div class="c x33 y1ff w12 h23"><div class="t m0 x2e h24 y200 ff2 fs4 fc0 sc0 ls0 ws0">wg MSS<span class="_ _0"></span>F<span class="ffc fs5"> </span></div></div><div class="c x1 y201 w10 h25"><div class="t m0 x34 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">e</span><span class="fc2 sc0">żn</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ót</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">o</span><span class="fc2 sc0">te</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0">no</span><span class="fc2 sc0">w</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">zos</span><span class="_ _0"></span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x25 h24 y1cf ff5 fs4 fc0 sc0 ls0 ws0">jednos<span class="_ _0"></span>tek z t<span class="_ _0"></span>ytułu <span class="_ _0"></span>dostaw i us<span class="_ _0"></span>ł<span class="fc2 sc0">u</span><span class="fc2 sc0">g</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x32 y201 w11 h25"><div class="t m0 x35 h24 y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">2</span><span class="fc2 sc0">7</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x33 y201 w12 h25"><div class="t m0 x35 h24 y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">5</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y10 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y203 ff4 fs0 fc0 sc0 ls0 ws0">15.2. MSSF 15<span class="_ _0"></span> „Przychody z<span class="_ _0"></span> u<span class="_ _1"></span>mów z <span class="_ _0"></span>klientami”<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y204 ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie z MSSF 15 uzyskiwane przez<span class="_ _0"></span> <span class="_ _1"></span>jednostkę<span class="_ _0"></span> <span class="_ _1"></span>przychody powiązane są z moment<span class="_ _0"></span>em </div><div class="t m0 x1 h6 y1b7 ff5 fs0 fc0 sc0 ls0 ws0">uzyskania <span class="_ _1c"></span>kontroli <span class="_ _1d"></span>nad <span class="_ _1c"></span>towarem <span class="_ _1c"></span>l<span class="_ _1"></span>ub <span class="_ _1c"></span>usługą, <span class="_ _1c"></span>natomiast <span class="_ _1c"></span>kwota <span class="_ _1d"></span>wynagrodzenie <span class="_ _1"></span>p<span class="_ _1"></span>owinn<span class="_ _0"></span>a </div><div class="t m0 x1 h6 y205 ff5 fs0 fc0 sc0 ls0 ws0">odzwierciedlać u<span class="_ _0"></span>prawnienie jednostki <span class="_ _0"></span>do jego otrzyman<span class="_ _0"></span>i<span class="_ _1"></span>a. <span class="ff3"> </span></div><div class="t m0 x1 h6 y206 ff5 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _13"></span>dokonał <span class="_ _13"></span>przeglądu <span class="_ _13"></span>obowiązujących<span class="_ _0"></span>, <span class="_ _13"></span>j<span class="_ _1"></span>ak <span class="_ _13"></span>również <span class="_ _13"></span>tych <span class="_ _13"></span>zaw<span class="_ _1"></span>artych <span class="_ _13"></span>w <span class="_ _13"></span>2024 <span class="_ _13"></span>r. <span class="_ _13"></span>umów </div><div class="t m0 x1 h6 y15 ff5 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _1c"></span>z <span class="_ _1c"></span>sieciami <span class="_ _1c"></span>handlowymi <span class="_ _1"></span>i <span class="_ _1d"></span>dyst<span class="_ _0"></span>r<span class="_ _1"></span>ybut<span class="_ _0"></span>or<span class="_ _1"></span>ami. <span class="_ _1"></span>G<span class="_ _1"></span>łównymi<span class="_ _0"></span> <span class="_ _1d"></span>klientami <span class="_ _1"></span>sp<span class="_ _1"></span>ółki <span class="_ _1c"></span>są <span class="_ _1c"></span>sieci </div><div class="t m0 x1 h6 y207 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _1b"> </span>hurtownie <span class="_ _1a"> </span>budow<span class="_ _0"></span>l<span class="_ _1"></span>ane. <span class="_ _1a"> </span>Spółka <span class="_ _1b"> </span>rozpoz<span class="_ _0"></span>naje <span class="_ _1b"> </span>przychód <span class="_ _1a"> </span>w <span class="_ _1b"> </span>momencie <span class="_ _1e"> </span>d<span class="_ _1"></span>ostarczenia<span class="_ _0"></span> </div><div class="t m0 x1 h6 y208 ff3 fs0 fc0 sc0 ls0 ws0">sprzedaneg<span class="ff5">o <span class="_ _20"> </span>a<span class="_ _1"></span>sortyme<span class="_ _0"></span>ntu <span class="_ _1f"> </span>d<span class="_ _1"></span>o <span class="_ _1f"> </span>klienta. <span class="_ _1e"> </span>Te<span class="_ _0"></span>rminy <span class="_ _1f"> </span>płatności <span class="_ _1f"> </span>są <span class="_ _1f"> </span>w <span class="_ _1f"> </span>przedziale <span class="_ _1f"> </span>14<span class="_ _1"></span><span class="ff3">-<span class="_ _1"></span>60 <span class="_ _1f"> </span>dni.<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h6 y209 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _54"> </span>p<span class="_ _0"></span>rzyznaje <span class="_ _54"> </span>klient<span class="_ _0"></span>om<span class="_ _1"></span> <span class="_ _54"> </span>r<span class="_ _0"></span>a<span class="_ _1"></span>baty <span class="_ _11"> </span>retrospektywne<span class="_ _0"></span> <span class="_ _54"> </span>od <span class="_ _54"> </span>z<span class="_ _0"></span>r<span class="_ _1"></span>ealizowanego <span class="_ _11"> </span>obrotu </div><div class="t m0 x1 h6 y20a ff5 fs0 fc0 sc0 ls0 ws0">(miesięczne,  kw<span class="_ _0"></span>ar<span class="_ _1"></span>talne,  pół<span class="_ _0"></span>roczne  oraz  roczne<span class="_ _0"></span>  w  zależności  od  zapisów  umo<span class="_ _0"></span>wy). </div><div class="t m0 x1 h6 y20b ff5 fs0 fc0 sc0 ls0 ws0">Wszystkie rabaty s<span class="_ _0"></span>ą naliczone i zafakturowa<span class="_ _0"></span>ne na dzień bilansowy.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x6 y19 w5 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">21<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>opinii <span class="_ _3b"> </span>Emitent<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _1a"> </span>różni<span class="_ _1"></span>ce <span class="_ _1a"> </span>w <span class="_ _3b"> </span>wycenie <span class="_ _1a"> </span>przychodów <span class="_ _1a"> </span>z <span class="_ _3b"> </span>tytułu <span class="_ _1a"> </span>umów <span class="_ _3b"> </span>z <span class="_ _1b"> </span>klientami <span class="_ _1b"> </span>wg.<span class="_ _0"></span> </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">powyższego st<span class="_ _0"></span>a<span class="_ _1"></span>ndar<span class="_ _0"></span>du i<span class="_ _1"></span> wg. p<span class="_ _0"></span>ol<span class="_ _1"></span>skich stand<span class="_ _0"></span>ar<span class="_ _1"></span>dów rachunk<span class="_ _0"></span>owości pozost<span class="_ _0"></span>ają<span class="_ _1"></span> nieistotne<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y1ab ff2 fs0 fc0 sc0 ls0 ws0">15.3 MSSF 16 L<span class="_ _0"></span>easing </div><div class="t m0 x1 h6 y95 ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>wprowadzoną <span class="_ _e"></span>powyższym <span class="_ _e"></span>st<span class="_ _0"></span>andard<span class="_ _1"></span>em <span class="_ _19"></span>d<span class="_ _1"></span>efinicją, <span class="_ _e"></span>jako <span class="_ _e"></span>leasing <span class="_ _e"></span>wymag<span class="_ _0"></span>a<span class="_ _1"></span>jący </div><div class="t m0 x1 h6 y96 ff5 fs0 fc0 sc0 ls0 ws0">ujawnienia <span class="_ _0"></span>w s<span class="_ _0"></span>prawozdan<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _0"></span>z sytu<span class="_ _0"></span>acji <span class="_ _0"></span>finans<span class="_ _0"></span>ow<span class="_ _1"></span>ej <span class="_ _0"></span>leasingob<span class="_ _0"></span>i<span class="_ _1"></span>orcy n<span class="_ _0"></span>ależy <span class="_ _0"></span>trakto<span class="_ _0"></span>wa<span class="_ _1"></span>ć <span class="_ _0"></span>co <span class="_ _0"></span>do </div><div class="t m0 x1 h6 y39 ff5 fs0 fc0 sc0 ls0 ws0">zasady <span class="_ _e"> </span>każdą <span class="_ _e"></span>umo<span class="_ _0"></span>wę, <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"></span>mocy <span class="_ _e"></span>któ<span class="_ _0"></span>rej <span class="_ _e"></span>wystę<span class="_ _0"></span>puje <span class="_ _e"> </span>p<span class="_ _1"></span>rzekazanie <span class="_ _e"></span>pr<span class="_ _0"></span>a<span class="_ _1"></span>wa <span class="_ _e"></span>do<span class="_ _1"></span><span class="ff3"> </span>użytkowan<span class="_ _0"></span>i<span class="_ _1"></span>a </div><div class="t m0 x1 h6 y97 ff5 fs0 fc0 sc0 ls0 ws0">składnika <span class="_ _19"></span>a<span class="_ _1"></span>ktywów <span class="_ _19"></span>przez<span class="ff3"> dany <span class="_ _e"></span>okre<span class="_ _0"></span>s <span class="_ _19"></span>w<span class="_ _1"></span> zamian <span class="_ _e"></span>z<span class="_ _0"></span>a w<span class="_ _1"></span>yna<span class="_ _0"></span>g<span class="_ _1"></span>rodzenie. <span class="_ _1d"></span>W<span class="_ _1"></span> <span class="_ _e"></span>ce<span class="_ _0"></span>l<span class="_ _1"></span>u <span class="_ _e"></span>weryfik<span class="_ _0"></span>acji </span></div><div class="t m0 x1 h6 y98 ff5 fs0 fc0 sc0 ls0 ws0">zasadności <span class="_ _1c"></span>tego <span class="_ _1d"></span>st<span class="_ _0"></span>a<span class="_ _1"></span>ndardu <span class="_ _1"></span>Spółka <span class="_ _1d"></span>dokonał<span class="_ _0"></span>a <span class="_ _1c"></span>analizy <span class="_ _1d"></span>wszystkich <span class="_ _1c"></span>obowiązujących <span class="_ _1"></span>umów </div><div class="t m0 x1 h6 y99 ff5 fs0 fc0 sc0 ls0 ws0">zakupu, a w szcze<span class="_ _0"></span>gól<span class="_ _1"></span>ności u<span class="_ _0"></span>mów leasingu o<span class="_ _0"></span>peracyjnego, na<span class="_ _0"></span>jm<span class="_ _1"></span>u i dzierża<span class="_ _0"></span>wy. W 2024<span class="_ _0"></span> r.<span class="_ _1"></span> </div><div class="t m0 x1 h6 y137 ff5 fs0 fc0 sc0 ls0 ws0">Spółka na bieżąco <span class="_ _0"></span>weryfikowała zapisy now<span class="_ _0"></span>o zawartych umów.<span class="ff3"> </span></div><div class="t m0 x1 h6 y7c ff5 fs0 fc0 sc0 ls0 ws0">W  op<span class="_ _1"></span>inii <span class="_ _3e"> </span>spółk<span class="_ _0"></span>i <span class="_ _3e"> </span>nie  istnieją <span class="_ _3e"> </span>umo<span class="_ _0"></span>wy, <span class="_ _3e"> </span>opr<span class="_ _0"></span>ócz  tych  w<span class="_ _1"></span>ykazanych  w <span class="_ _3e"> </span>bilansie  spółki  i </div><div class="t m0 x1 h6 y7d ff5 fs0 fc0 sc0 ls0 ws0">uszczegółow<span class="_ _0"></span>i<span class="_ _1"></span>onych <span class="_ _20"> </span>w<span class="_ _1"></span> <span class="_ _1f"> </span>notach, <span class="_ _1f"> </span>które <span class="_ _1f"> </span>wyma<span class="_ _0"></span>gałyby <span class="_ _1f"> </span>dodatkowej <span class="_ _20"> </span>prezentacji <span class="_ _1f"> </span>w <span class="_ _1f"> </span>wartości </div><div class="t m0 x1 h6 y1f6 ff5 fs0 fc0 sc0 ls0 ws0">bieżącej przyszłych <span class="_ _0"></span>opłat leasingowych <span class="_ _0"></span>pozostających do za<span class="_ _0"></span>płaty.<span class="_ _1c"></span><span class="ff3"> <span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y148 ff4 fs0 fc0 sc0 ls0 ws0">15.4 <span class="_ _2f"> </span>Uzgodni<span class="_ _0"></span>e<span class="_ _1"></span>nie <span class="_ _2e"> </span>i <span class="_ _2f"> </span>o<span class="_ _1"></span>bjaśn<span class="_ _0"></span>ienie <span class="_ _2f"> </span>głównych <span class="_ _2f"> </span>r<span class="_ _0"></span>óżnic <span class="_ _2f"> </span>w <span class="_ _2f"> </span>wartości<span class="_ _0"></span>ach <span class="_ _2f"> </span>danych </div><div class="t m0 x1 h6 y149 ff4 fs0 fc0 sc0 ls0 ws0">ujawnionyc<span class="_ _0"></span>h <span class="_ _1"></span>zgodnie z <span class="_ _1"></span>PSR i M<span class="_ _1"></span>SSF, dotyczących kapitału własn<span class="_ _0"></span>ego<span class="_ _1"></span> (aktywów<span class="_ _0"></span> </div><div class="t m0 x1 h6 y14a ff4 fs0 fc0 sc0 ls0 ws0">netto) i wyn<span class="_ _0"></span>i<span class="_ _1"></span>ku fina<span class="_ _0"></span>nsowego netto, zos<span class="_ _0"></span>tało przedstawi<span class="_ _0"></span>one poniżej<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y20c w13 h27"><div class="t m0 x21 h24 y20d ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 y20c w14 h27"><div class="t m0 x21 h24 y20d ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y20e w13 h20"><div class="t m0 x2c h1a y20f ff4 fs4 fc0 sc0 ls0 ws0">Wpływ <span class="_ _0"></span>zmia<span class="_ _0"></span>n na ka<span class="_ _0"></span>pitał wł<span class="_ _0"></span>asn<span class="_ _0"></span>y (<span class="_ _1"></span>a<span class="_ _0"></span>k<span class="_ _1"></span>t<span class="_ _0"></span>ywa ne<span class="_ _0"></span>tto)<span class="ff3"> </span></div></div><div class="c x36 y20e w14 h20"><div class="t m0 x6 h1a y20f ff4 fs4 fc0 sc0 ls0 ws0">w ty<span class="_ _0"></span>s.<span class="_ _1"></span> zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y2b w13 h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wg</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="fc2 sc0">z</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nan</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="_ _1"></span><span class="fc2 sc0">o </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">or</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zone</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">PSR<span class="_ _0"></span> </div></div><div class="c x36 y2b w14 h25"><div class="t m0 x12 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="fc2 sc0">6</span><span class="fc2 sc0">1</span><span class="fc2 sc0">5</span><span class="_ _14"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y210 w13 h1c"><div class="t m0 x21 h1a y1c4 ff8 fs4 fc0 sc0 ls0 ws0">Aktualiz<span class="_ _0"></span>acja <span class="_ _0"></span>wartoś<span class="_ _0"></span>ci należno<span class="_ _0"></span>ści ha<span class="_ _0"></span>ndlowy<span class="_ _0"></span>ch<span class="ff3"> </span></div></div><div class="c x36 y210 w14 h1c"><div class="t m0 x37 h1a y1c4 ff9 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">69</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y211 w13 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wg</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="fc2 sc0">z</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nan</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="_ _1"></span><span class="fc2 sc0">o </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">or</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zone</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">MSSF<span class="_ _0"></span> </div></div><div class="c x36 y211 w14 h1d"><div class="t m0 x12 h1a y1c5 ff9 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span><span class="fc2 sc0">5</span><span class="fc2 sc0">4</span><span class="fc2 sc0">6</span><span class="_ _14"></span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y212 w13 h28"><div class="t m0 x21 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 y212 w14 h28"><div class="t m0 x21 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y213 w13 h1f"><div class="t m0 x38 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Wpływ <span class="_ _0"></span>różnic<span class="_ _0"></span> na W<span class="_ _0"></span>F nett<span class="_ _0"></span>o<span class="ff3"> </span></div></div><div class="c x36 y213 w14 h1f"><div class="t m0 x6 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">w ty<span class="_ _0"></span>s.<span class="_ _1"></span> zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y214 w13 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Zy</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">/</span><span class="_ _0"></span><span class="fc2 sc0">Str</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ta</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tt</span><span class="fc2 sc0">o </span><span class="fc2 sc0">wg</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="_ _0"></span><span class="fc2 sc0">zd</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">na</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">we</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">or</span><span class="fc2 sc0">zą</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">zon</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">zgodnie <span class="_ _0"></span>z PSR<span class="_ _0"></span> </div></div><div class="c x36 y214 w14 h1d"><div class="t m0 x4 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">958</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y215 w13 h1f"><div class="t m0 x21 h1a y1cf ff8 fs4 fc0 sc0 ls0 ws0">Aktualiz<span class="_ _0"></span>acja <span class="_ _0"></span>wartoś<span class="_ _0"></span>ci aktywó<span class="_ _0"></span>w niefi<span class="_ _0"></span>nanso<span class="_ _0"></span>wych<span class="ff3"> </span></div></div><div class="c x36 y215 w14 h1f"><div class="t m0 x37 h1a y1c8 ff9 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">69</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y216 w13 h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Zy</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">/</span><span class="_ _0"></span><span class="fc2 sc0">Str</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ta</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tt</span><span class="fc2 sc0">o </span><span class="fc2 sc0">wg</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="_ _0"></span><span class="fc2 sc0">zd</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">na</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">we</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">or</span><span class="fc2 sc0">zą</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">zon</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">zgodnie <span class="_ _0"></span>z MS<span class="_ _0"></span>SF </div></div><div class="c x36 y216 w14 h1e"><div class="t m0 x4 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">889</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y217 w13 h29"><div class="t m0 x21 h24 y218 ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 y217 w14 h29"><div class="t m0 x21 h24 y218 ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y1f9 ff5 fs0 fc0 sc0 ls0 ws0">Różnice między<span class="_ _0"></span> zasadami zgodnym<span class="_ _0"></span>i<span class="_ _1"></span> z po<span class="_ _0"></span>l<span class="_ _1"></span>skimi standa<span class="_ _0"></span>rdami rachunkowoś<span class="_ _0"></span>ci<span class="_ _1"></span> i spos<span class="_ _0"></span>obem </div><div class="t m0 x1 h6 y1fa ff5 fs0 fc0 sc0 ls0 ws0">sporządzania <span class="_ _f"> </span>sprawoz<span class="_ _0"></span>da<span class="_ _1"></span>ń <span class="_ _f"> </span>finansowych <span class="_ _3e"> </span>przez<span class="_ _0"></span> <span class="_ _10"> </span>Emitenta, <span class="_ _f"> </span>a<span class="_ _1"></span> <span class="_ _f"> </span>MSSF <span class="_ _f"> </span>wynikają <span class="_ _3e"> </span>p<span class="_ _1"></span>rzede </div><div class="t m0 x1 h6 y1fb ff5 fs0 fc0 sc0 ls0 ws0">wszystkim <span class="_ _0"></span>z <span class="_ _14"></span>szerszego <span class="_ _0"></span>zakresu <span class="_ _14"></span>ujawnień <span class="_ _14"></span>zalecanych <span class="_ _14"></span>pr<span class="_ _1"></span>zez <span class="_ _14"></span>niektóre <span class="_ _14"></span>M<span class="_ _1"></span>SSF<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _0"></span>odniesieniu </div><div class="t m0 x1 h6 y1fc ff5 fs0 fc0 sc0 ls0 ws0">do poszczególnyc<span class="ff3">h p<span class="_ _0"></span>ozycji sprawozdania fin<span class="_ _0"></span>ansowego. </span></div><div class="t m0 x1 he y219 ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y21a w15 h2a"><div class="t m0 x19 h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">z</span><span class="fc2 sc0">cze</span><span class="_ _0"></span><span class="fc2 sc0">ci</span><span class="_ _1"></span><span class="fc2 sc0">n,</span><span class="fc2 sc0"> </span></div></div><div class="c x39 y21a w16 h2a"><div class="t m0 x0 h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">w</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">tn</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0">2</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x6 y1bd w5 h18" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 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 lsb ws0">22<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y21c w6 h2b"><div class="t m0 xd h6 y21d ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div></div><div class="c x2 y117 w6 hb"><div class="t m0 xe h6 y3a ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">RA</span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">D</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">E </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E </span><span class="fc2 sc0"> </span></div><div class="t m0 xe h6 y3b ff3 fs0 fc0 sc0 ls0 ws0">ZA 2024<span class="_ _0"></span> ROK </div></div><div class="c x2 y21c w6 hb"><div class="t m0 xe h6 y21e ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">M</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on </span><span class="fc2 sc0">S</span><span class="fc2 sc0">.</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y21f ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y101 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 ye5 ff2 fs3 fc0 sc0 ls3 ws0">1.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff2">BILAN<span class="_ _1"></span>S<span class="_ _1"></span> </span></span></div></div><div class="c x1 y220 w17 h2c"><div class="t m0 x3a h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">Bilan<span class="_ _0"></span>s - Akty<span class="_ _0"></span>wa<span class="ff3 fs5"> </span></div></div><div class="c x3b y220 w18 h2c"><div class="t m0 x21 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">No<span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y220 w19 h2c"><div class="t m0 x3d h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3e y220 w1a h2c"><div class="t m0 x3d h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y86 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">A. AK<span class="_ _0"></span>TYWA <span class="_ _0"></span>TRW<span class="_ _0"></span>A<span class="_ _1"></span>ŁE<span class="ff3 fs5"> </span></div></div><div class="c x3b y86 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y86 w19 h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">21 0<span class="_ _0"></span>5<span class="fc2 sc0">6</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y86 w1a h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">23 4<span class="_ _0"></span>6<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y224 w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">I. Warto<span class="_ _0"></span>ści <span class="_ _0"></span>niemate<span class="_ _0"></span>rialne<span class="_ _0"></span> i praw<span class="_ _0"></span>ne<span class="ff3 fs5"> </span></div></div><div class="c x3b y224 w18 h2e"><div class="t m0 x3f h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1<span class="ff3 fs5"> </span></div></div><div class="c x3c y224 w19 h2e"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">01</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y224 w1a h2e"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">783</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y225 w17 h2f"><div class="t m0 x21 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff4">wart<span class="_ _0"></span>ośćfir<span class="_ _0"></span>my<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y225 w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y225 w19 h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y225 w1a h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y226 w17 h2c"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">II. Rzec<span class="_ _14"></span>z<span class="_ _1"></span>owe a<span class="_ _0"></span>ktywa<span class="_ _0"></span> trwa<span class="_ _0"></span>łe<span class="ff3 fs5"> </span></div></div><div class="c x3b y226 w18 h2c"><div class="t m0 x3f h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">2<span class="ff3 fs5"> </span></div></div><div class="c x3c y226 w19 h2c"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">19 3<span class="_ _0"></span>5<span class="fc2 sc0">4</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y226 w1a h2c"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">21 7<span class="_ _0"></span>1<span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y152 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">III. Na<span class="_ _0"></span>leżno<span class="_ _0"></span>ści dłu<span class="_ _0"></span>goter<span class="_ _0"></span>minowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y152 w18 h2c"><div class="t m0 x3f h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">3<span class="ff3 fs5"> </span></div></div><div class="c x3c y152 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y152 w1a h2c"><div class="t m0 x30 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">17</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y227 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">1. O<span class="_ _0"></span>d<span class="_ _1"></span> je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k powią<span class="_ _0"></span>zanych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y227 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y227 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y227 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y228 w17 h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Od</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">je</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">je</span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3 fs5"> </span></div></div><div class="c x3b y228 w18 h1e"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y228 w19 h1e"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y228 w1a h1e"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y22a w17 h2c"><div class="t m0 x21 h2d y222 ff5 fs4 fc0 sc0 ls0 ws0">3. Od <span class="_ _0"></span>pozost<span class="_ _0"></span>ałych je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="ff3 fs5"> </span></div></div><div class="c x3b y22a w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y22a w19 h2c"><div class="t m0 x42 h2d y222 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y22a w1a h2c"><div class="t m0 x43 h2d y222 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">17</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y18f w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">IV. In<span class="_ _0"></span>westycj<span class="_ _0"></span>e dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y18f w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y18f w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y18f w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y157 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">1. Nie<span class="_ _0"></span>ruchomo<span class="_ _0"></span>ści<span class="ff3 fs5"> </span></div></div><div class="c x3b y157 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y157 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y157 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y22b w17 h2e"><div class="t m0 x21 h2d y22c ff4 fs4 fc0 sc0 ls0 ws0">2. Wart<span class="_ _0"></span>ości <span class="_ _0"></span>niemater<span class="_ _0"></span>ialne <span class="_ _0"></span>i prawn<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y22b w18 h2e"><div class="t m0 x21 h2d y22d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y22b w19 h2e"><div class="t m0 x42 h2d y22c ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y22b w1a h2e"><div class="t m0 x42 h2d y22c ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1a7 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">3. Dłu<span class="_ _0"></span>goterm<span class="_ _0"></span>inowe a<span class="_ _14"></span>k<span class="_ _1"></span>tywa<span class="_ _0"></span> finans<span class="_ _0"></span>owe<span class="ff3 fs5"> </span></div></div><div class="c x3b y1a7 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1a7 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y1a7 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y22e w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">a) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach po<span class="_ _0"></span>wią<span class="_ _0"></span>zanych, <span class="_ _0"></span>w tym<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y22e w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y22e w19 h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y22e w1a h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x40 y19 w5 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">23<span class="ls0"> <span class="lsc">| <span class="_ _0"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y22f w17 h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff4"><span class="fc2 sc0">ud</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">lu</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nia</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">metodą<span class="_ _0"></span> praw w<span class="_ _0"></span>ła<span class="_ _0"></span>s<span class="_ _1"></span>no<span class="_ _0"></span>ś<span class="_ _1"></span>ci<span class="ff3 fs5"> </span></div></div><div class="c x3b y22f w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y22f w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y22f w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y94 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">posia<span class="_ _0"></span>da zaa<span class="_ _0"></span>ngażo<span class="_ _0"></span>wanie <span class="_ _0"></span>w kapit<span class="_ _0"></span>ale, w t<span class="_ _0"></span>ym<span class="ff3 fs5"> </span></div></div><div class="c x3b y94 w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y94 w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y94 w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y231 w17 h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff4"><span class="fc2 sc0">ud</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">lu</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nia</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">metodą<span class="_ _0"></span> praw w<span class="_ _0"></span>ła<span class="_ _0"></span>s<span class="_ _1"></span>no<span class="_ _0"></span>ś<span class="_ _1"></span>ci<span class="ff3 fs5"> </span></div></div><div class="c x3b y231 w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y231 w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y231 w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y232 w17 h2e"><div class="t m0 x21 h2d y233 ff4 fs4 fc0 sc0 ls0 ws0">c) w <span class="_ _0"></span>p<span class="_ _1"></span>o<span class="_ _0"></span>z<span class="_ _1"></span>o<span class="_ _0"></span>s<span class="_ _1"></span>tałyc<span class="_ _0"></span>h jed<span class="_ _0"></span>nostkac<span class="_ _0"></span>h<span class="ff3 fs5"> </span></div></div><div class="c x3b y232 w18 h2e"><div class="t m0 x21 h2d y234 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y232 w19 h2e"><div class="t m0 x42 h2d y233 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y232 w1a h2e"><div class="t m0 x42 h2d y233 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y235 w17 h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff4"><span class="fc2 sc0">ud</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">lu</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nia</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">metodą<span class="_ _0"></span> praw w<span class="_ _0"></span>ła<span class="_ _0"></span>s<span class="_ _1"></span>no<span class="_ _0"></span>ś<span class="_ _1"></span>ci<span class="ff3 fs5"> </span></div></div><div class="c x3b y235 w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y235 w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y235 w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y236 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">4. Inne <span class="_ _0"></span>inwe<span class="_ _0"></span>stycje<span class="_ _0"></span> d<span class="_ _1"></span>ł<span class="_ _0"></span>ugotermi<span class="_ _0"></span>nowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y236 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y236 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y236 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y237 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">V. Dłu<span class="_ _0"></span>goterm<span class="_ _0"></span>inowe r<span class="_ _0"></span>ozlic<span class="_ _0"></span>z<span class="_ _1"></span>e<span class="_ _0"></span>nia mię<span class="_ _0"></span>dzyo<span class="_ _0"></span>kresow<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y237 w18 h2c"><div class="t m0 x3f h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">4<span class="ff3 fs5"> </span></div></div><div class="c x3c y237 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">688</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y237 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">952</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y238 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1. A<span class="_ _0"></span><span class="ff4">k<span class="_ _1"></span>tyw<span class="_ _0"></span>a z tytuł<span class="_ _0"></span>u o<span class="_ _0"></span>droczone<span class="_ _0"></span>go p<span class="_ _0"></span>od<span class="_ _1"></span>at<span class="_ _0"></span>ku doc<span class="_ _0"></span>hod<span class="_ _0"></span>owego<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y238 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y238 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">527</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y238 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">505</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1f5 w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">2. Inne <span class="_ _0"></span>rozlic<span class="_ _0"></span>zenia <span class="_ _0"></span>międz<span class="_ _0"></span>yokreso<span class="_ _0"></span>we<span class="ff3 fs5"> </span></div></div><div class="c x3b y1f5 w18 h2e"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1f5 w19 h2e"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">162</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y1f5 w1a h2e"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">447</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y239 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">B. AK<span class="_ _0"></span>TYWA O<span class="_ _0"></span>BROT<span class="_ _0"></span>OWE<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y239 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y239 w19 h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">10 5<span class="_ _0"></span>9<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y239 w1a h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">10 0<span class="_ _0"></span>9<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y23a w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">I. Za<span class="_ _0"></span>p<span class="_ _1"></span>a<span class="_ _0"></span>sy<span class="ff3 fs5"> </span></div></div><div class="c x3b y23a w18 h2c"><div class="t m0 x44 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">5/9<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3c y23a w19 h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">4 <span class="fc2 sc0">25</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y23a w1a h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">4 8<span class="fc2 sc0">2</span><span class="_ _0"></span><span class="fc2 sc0">6</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y23b w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">II. Nale<span class="_ _0"></span>żno<span class="_ _0"></span>ś<span class="_ _1"></span>ci <span class="_ _0"></span>krót<span class="_ _0"></span>k<span class="_ _1"></span>oter<span class="_ _0"></span>minow<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y23b w18 h2f"><div class="t m0 x44 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">6/9<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3c y23b w19 h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">5 <span class="fc2 sc0">39</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y23b w1a h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">4 6<span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">9</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y23c w17 h2e"><div class="t m0 x21 h2d y23d ff4 fs4 fc0 sc0 ls0 ws0">1. Nale<span class="_ _0"></span>żnośc<span class="_ _0"></span>i od je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k pow<span class="_ _0"></span>iązan<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3 fs5"> </span></div></div><div class="c x3b y23c w18 h2e"><div class="t m0 x21 h2d y234 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y23c w19 h2e"><div class="t m0 x42 h2d y23d ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y23c w1a h2e"><div class="t m0 x42 h2d y23d ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y23e w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">le</span><span class="_ _0"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">i </span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">ó</span><span class="_ _0"></span><span class="fc2 sc0">ry</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">jedno<span class="_ _0"></span>stka <span class="_ _0"></span>p<span class="_ _1"></span>o<span class="_ _0"></span>s<span class="_ _1"></span>ia<span class="_ _0"></span>da zaanga<span class="_ _0"></span>żowa<span class="_ _0"></span>nie w <span class="_ _0"></span>kapita<span class="_ _0"></span>le<span class="ff3 fs5"> </span></div></div><div class="c x3b y23e w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y23e w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y23e w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y23f w17 h2c"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">3. Nale<span class="_ _0"></span>żnośc<span class="_ _0"></span>i od <span class="_ _0"></span>pozosta<span class="_ _0"></span>łych je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k<span class="ff3 fs5"> </span></div></div><div class="c x3b y23f w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y23f w19 h2c"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">5 <span class="fc2 sc0">39</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y23f w1a h2c"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">4 6<span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">9</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y240 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">III. <span class="_ _0"></span>I<span class="_ _1"></span>nwe<span class="_ _0"></span>stycje<span class="_ _0"></span> krót<span class="_ _0"></span>k<span class="_ _1"></span>ote<span class="_ _0"></span>rminow<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y240 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y240 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">682</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y240 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y241 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">1. Krót<span class="_ _0"></span>koterm<span class="_ _0"></span>inow<span class="_ _0"></span>e aktywa<span class="_ _0"></span> finan<span class="_ _0"></span>sowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y241 w18 h2c"><div class="t m0 x3f h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">7<span class="ff3 fs5"> </span></div></div><div class="c x3c y241 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">682</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y241 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y242 w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">a) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach po<span class="_ _0"></span>wią<span class="_ _0"></span>zanych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y242 w18 h2e"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y242 w19 h2e"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y242 w1a h2e"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y243 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">b) w <span class="_ _0"></span>pozo<span class="_ _0"></span>s<span class="_ _1"></span>tałyc<span class="_ _0"></span>h jed<span class="_ _0"></span>nostkach<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y243 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y243 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y243 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 yc6 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">c) śro<span class="_ _0"></span>dki pien<span class="_ _0"></span>iężne i <span class="_ _0"></span>inne a<span class="_ _0"></span>ktywa<span class="_ _0"></span> pien<span class="_ _0"></span>iężne<span class="ff3 fs5"> </span></div></div><div class="c x3b yc6 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yc6 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">682</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e yc6 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y244 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">2. Inne <span class="_ _0"></span>inwe<span class="_ _0"></span>stycje<span class="_ _0"></span> krót<span class="_ _0"></span>k<span class="_ _1"></span>oter<span class="_ _0"></span>minow<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y244 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y244 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y244 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y245 w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">IV. Krót<span class="_ _0"></span>kote<span class="_ _0"></span>rminow<span class="_ _0"></span>e ro<span class="_ _0"></span>zliczenia <span class="_ _0"></span>mię<span class="_ _0"></span>dzyokre<span class="_ _0"></span>sowe<span class="ff3 fs5"> </span></div></div><div class="c x3b y245 w18 h2f"><div class="t m0 x3f h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">8<span class="ff3 fs5"> </span></div></div><div class="c x3c y245 w19 h2f"><div class="t m0 x41 h2d y221 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">275</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y245 w1a h2f"><div class="t m0 x41 h2d y221 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">251</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y246 w17 h30"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">C</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">E </span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">TY </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">F</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">N</span><span class="fc2 sc0">D</span><span class="fc2 sc0">U</span><span class="fc2 sc0">SZ</span><span class="fc2 sc0">)</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">PO<span class="_ _0"></span>D<span class="_ _1"></span>STA<span class="_ _0"></span>WOWY<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y246 w18 h30"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y246 w19 h30"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y246 w1a h30"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y89 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">D. U<span class="_ _0"></span>D<span class="_ _1"></span>Z<span class="_ _0"></span>IA<span class="_ _1"></span>Ł<span class="_ _0"></span>Y (AKC<span class="_ _0"></span>JE) WŁ<span class="_ _0"></span>ASNE<span class="ff3 fs5"> </span></div></div><div class="c x3b y89 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y89 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y89 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 ycb w17 h2f"><div class="t m0 x21 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>wa ra<span class="_ _0"></span>zem<span class="ff3 fs5"> </span></div></div><div class="c x3b ycb w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ycb w19 h2f"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">31 6<span class="_ _0"></span>5<span class="fc2 sc0">4</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e ycb w1a h2f"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">33 5<span class="_ _0"></span>6<span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y247 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y248 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y249 w17 h2c"><div class="t m0 x3a h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">Bilan<span class="_ _0"></span>s - Pas<span class="_ _0"></span>y<span class="_ _1"></span>wa<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y249 w18 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">No<span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y249 w19 h2c"><div class="t m0 x3d h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3e y249 w1a h2c"><div class="t m0 x3d h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y24a w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">A. K<span class="_ _0"></span>APITAŁ <span class="_ _0"></span>(FUN<span class="_ _0"></span>D<span class="_ _1"></span>USZ<span class="_ _0"></span>) WŁ<span class="_ _0"></span>ASNY<span class="ff3 fs5"> </span></div></div><div class="c x3b y24a w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y24a w19 h2f"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">20 6<span class="_ _0"></span>1<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24a w1a h2f"><div class="t m0 x20 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">19 5<span class="_ _0"></span>3<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24b w17 h2c"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">I. Ka<span class="_ _0"></span>p<span class="_ _1"></span>itał<span class="_ _0"></span> (fundu<span class="_ _0"></span>sz) p<span class="_ _0"></span>odstaw<span class="_ _0"></span>owy<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y24b w18 h2c"><div class="t m0 x1a h2d y221 ff2 fs4 fc0 sc0 ls9 ws0">10<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y24b w19 h2c"><div class="t m0 x41 h2d y221 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24b w1a h2c"><div class="t m0 x41 h2d y221 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y6d w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">II. Ka<span class="_ _0"></span>pitał (f<span class="_ _0"></span>undu<span class="_ _0"></span>sz) za<span class="_ _0"></span>pasowy<span class="_ _0"></span>, w tym:<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y6d w18 h2c"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">11<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y6d w19 h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">9 <span class="fc2 sc0">41</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y6d w1a h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">9 4<span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24c w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">III. Ka<span class="_ _0"></span>pitał <span class="_ _0"></span>(fundus<span class="_ _0"></span>z) z a<span class="_ _0"></span>k<span class="_ _1"></span>t<span class="_ _0"></span>ualizac<span class="_ _0"></span>ji wyce<span class="_ _0"></span>ny, w<span class="_ _0"></span> tym:<span class="ff3 fs5"> </span></div></div><div class="c x3b y24c w18 h2e"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">12<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y24c w19 h2e"><div class="t m0 x45 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24c w1a h2e"><div class="t m0 x45 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24d w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">IV. Po<span class="_ _0"></span>został<span class="_ _0"></span>e ka<span class="_ _0"></span>pitały (fu<span class="_ _0"></span>ndus<span class="_ _0"></span>z<span class="_ _1"></span>e<span class="_ _0"></span>) r<span class="_ _1"></span>e<span class="_ _0"></span>zerwowe<span class="_ _0"></span>, w<span class="_ _0"></span> tym:<span class="ff3 fs5"> </span></div></div><div class="c x3b y24d w18 h2c"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">13<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y24d w19 h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">9 <span class="fc2 sc0">58</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24d w1a h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">10 3<span class="_ _0"></span>4<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24e w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">V. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk <span class="_ _0"></span>(strata<span class="_ _0"></span>) z lat u<span class="_ _0"></span>biegłyc<span class="_ _0"></span>h<span class="ff3 fs5"> </span></div></div><div class="c x3b y24e w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y24e w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">121</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24e w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y112 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">VI. Zy<span class="_ _0"></span>sk (st<span class="_ _0"></span>rata) <span class="_ _0"></span>netto<span class="ff3 fs5"> </span></div></div><div class="c x3b y112 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y112 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y112 w1a h2c"><div class="t m0 x27 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y24f w17 h1e"><div class="t m0 x21 h1a y250 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">VI</span><span class="fc2 sc0">I</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="fc2 sc0">o </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">c</span><span class="fc2 sc0">ią</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="_ _1"></span><span class="fc2 sc0">u </span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">ot</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">(wiel<span class="_ _0"></span>k<span class="_ _1"></span>ość <span class="_ _0"></span>ujemna<span class="_ _14"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y24f w18 h1e"><div class="t m0 x21 h2d y251 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y24f w19 h1e"><div class="t m0 x42 h2d y252 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24f w1a h1e"><div class="t m0 x42 h2d y252 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x40 y19 w5 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">24<span class="ls0"> <span class="lsc">| <span class="_ _0"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y253 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">B. ZO<span class="_ _0"></span>BOWI<span class="_ _0"></span>ĄZANI<span class="_ _0"></span>A I REZ<span class="_ _0"></span>ERWY N<span class="_ _0"></span>A ZO<span class="_ _0"></span>BOWI<span class="_ _0"></span>ĄZANI<span class="_ _0"></span>A<span class="ff3 fs5"> </span></div></div><div class="c x3b y253 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y253 w19 h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">11 0<span class="_ _0"></span>4<span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y253 w1a h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">14 0<span class="_ _0"></span>2<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y254 w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">I. Re<span class="_ _0"></span>zerwy na<span class="_ _0"></span> zobo<span class="_ _0"></span>wiąza<span class="_ _0"></span>nia<span class="ff3 fs5"> </span></div></div><div class="c x3b y254 w18 h2f"><div class="t m0 x1a h2d y221 ff2 fs4 fc0 sc0 ls9 ws0">14<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y254 w19 h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">94</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y254 w1a h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">1 7<span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y56 w17 h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">e</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">rw</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">r</span><span class="fc2 sc0">oc</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">doch<span class="_ _0"></span>odowe<span class="_ _0"></span>go<span class="ff3 fs5"> </span></div></div><div class="c x3b y56 w18 h25"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y56 w19 h25"><div class="t m0 x41 h2d y1d8 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">929</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y56 w1a h25"><div class="t m0 x41 h2d y1d8 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">909</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y255 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">2. Reze<span class="_ _0"></span>rwa <span class="_ _0"></span>na świa<span class="_ _0"></span>dczenia<span class="_ _0"></span> eme<span class="_ _0"></span>ry<span class="_ _1"></span>tal<span class="_ _0"></span>ne i <span class="_ _0"></span>p<span class="_ _1"></span>od<span class="_ _0"></span>obn<span class="_ _0"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y255 w18 h2c"><div class="t m0 x21 h2d y221 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y255 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">252</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y255 w1a h2c"><div class="t m0 x30 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">81</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y256 w17 h31"><div class="t m0 x21 h2d y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owa<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y256 w18 h31"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y256 w19 h31"><div class="t m0 x43 h2d y221 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">44</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y256 w1a h31"><div class="t m0 x43 h2d y221 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">48</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y257 w17 h2c"><div class="t m0 x21 h2d y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowa<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y257 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y257 w19 h2c"><div class="t m0 x46 h2d y221 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">208</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y257 w1a h2c"><div class="t m0 x43 h2d y221 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">33</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y258 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">3. Poz<span class="_ _0"></span>ostałe <span class="_ _0"></span>rezerw<span class="_ _0"></span>y<span class="ff3 fs5"> </span></div></div><div class="c x3b y258 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y258 w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">766</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y258 w1a h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">722</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y259 w17 h2c"><div class="t m0 x21 h2d y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y259 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y259 w19 h2c"><div class="t m0 x46 h2d y222 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">766</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y259 w1a h2c"><div class="t m0 x46 h2d y222 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">722</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25a w17 h2c"><div class="t m0 x21 h2d y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowe<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y25a w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y25a w19 h2c"><div class="t m0 x42 h2d y222 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25a w1a h2c"><div class="t m0 x42 h2d y222 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25b w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">II. Zo<span class="_ _0"></span>bowią<span class="_ _0"></span>zania dł<span class="_ _0"></span>ugote<span class="_ _0"></span>rminowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y25b w18 h2e"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">15<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y25b w19 h2e"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">333</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25b w1a h2e"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">2 4<span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y164 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">1. Wo<span class="_ _0"></span>bec je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k pow<span class="_ _0"></span>iązanych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y164 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y164 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y164 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25c w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">e</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _14"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ó</span><span class="_ _0"></span><span class="fc2 sc0">ry</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _14"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">posia<span class="_ _0"></span>da zaa<span class="_ _0"></span>ngażo<span class="_ _0"></span>wanie <span class="_ _0"></span>w kapit<span class="_ _0"></span>ale<span class="ff3 fs5"> </span></div></div><div class="c x3b y25c w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y25c w19 h1d"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25c w1a h1d"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25d w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">3. Wo<span class="_ _0"></span>bec po<span class="_ _0"></span>został<span class="_ _0"></span>ych je<span class="_ _0"></span>d<span class="_ _1"></span>noste<span class="_ _14"></span>k<span class="_ _1"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y25d w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y25d w19 h2c"><div class="t m0 x41 h2d y222 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">333</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25d w1a h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">2 4<span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25e w17 h2e"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">III. Z<span class="_ _0"></span>obowią<span class="_ _0"></span>zania <span class="_ _0"></span>krótkot<span class="_ _0"></span>erminow<span class="_ _14"></span>e<span class="ff3 fs5"> </span></div></div><div class="c x3b y25e w18 h2e"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">16<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y25e w19 h2e"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">7 <span class="fc2 sc0">34</span><span class="_ _0"></span><span class="fc2 sc0">4</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25e w1a h2e"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">7 9<span class="fc2 sc0">7</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y25f w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">1. Wo<span class="_ _0"></span>bec je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k pow<span class="_ _0"></span>iązanych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y25f w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y25f w19 h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y25f w1a h2f"><div class="t m0 x42 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y260 w17 h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">ią</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">nia</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">e</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">których j<span class="_ _0"></span>edn<span class="_ _0"></span>ostka <span class="_ _0"></span>posia<span class="_ _0"></span>d<span class="_ _1"></span>a <span class="_ _0"></span>zaangaż<span class="_ _0"></span>owani<span class="_ _0"></span>e w <span class="_ _0"></span>k<span class="_ _1"></span>a<span class="_ _0"></span>p<span class="_ _1"></span>itale<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y260 w18 h25"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y260 w19 h25"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y260 w1a h25"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y261 w17 h2f"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">3. Wo<span class="_ _0"></span>bec po<span class="_ _0"></span>został<span class="_ _0"></span>ych je<span class="_ _0"></span>d<span class="_ _1"></span>noste<span class="_ _14"></span>k<span class="_ _1"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y261 w18 h2f"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y261 w19 h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">7 <span class="fc2 sc0">13</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y261 w1a h2f"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">7 7<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1e8 w17 h2e"><div class="t m0 x21 h2d y262 ff2 fs4 fc0 sc0 ls0 ws0">4. Fun<span class="_ _0"></span>dusze <span class="_ _0"></span>specja<span class="_ _0"></span>lne<span class="ff3 fs5"> </span></div></div><div class="c x3b y1e8 w18 h2e"><div class="t m0 x21 h2d y22d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1e8 w19 h2e"><div class="t m0 x41 h2d y262 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">210</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y1e8 w1a h2e"><div class="t m0 x41 h2d y262 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">220</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y263 w17 h2c"><div class="t m0 x21 h2d y221 ff4 fs4 fc0 sc0 ls0 ws0">IV. Ro<span class="_ _0"></span>zliczen<span class="_ _0"></span>ia mię<span class="_ _0"></span>dzyok<span class="_ _0"></span>resowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y263 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y263 w19 h2c"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">41</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y263 w1a h2c"><div class="t m0 x40 h2d y221 ff2 fs4 fc0 sc0 ls0 ws0">1 8<span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y264 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">1. Uje<span class="_ _0"></span>mna w<span class="_ _0"></span>artość fi<span class="_ _0"></span>rm<span class="_ _0"></span>y<span class="ff3 fs5"> </span></div></div><div class="c x3b y264 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y264 w19 h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y264 w1a h2c"><div class="t m0 x42 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y265 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">2. Inne <span class="_ _0"></span>rozlic<span class="_ _0"></span>zenia <span class="_ _0"></span>międz<span class="_ _0"></span>yokreso<span class="_ _0"></span>we<span class="ff3 fs5"> </span></div></div><div class="c x3b y265 w18 h2c"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">17<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y265 w19 h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">41</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y265 w1a h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1 8<span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y266 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">- <span class="ff4">dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y266 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y266 w19 h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">06</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y266 w1a h2c"><div class="t m0 x40 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">1 3<span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0">9</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y267 w17 h2e"><div class="t m0 x21 h2d y22c ff2 fs4 fc0 sc0 ls0 ws0">- <span class="ff4">krót<span class="_ _0"></span>koterm<span class="_ _0"></span>inowe<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y267 w18 h2e"><div class="t m0 x21 h2d y22d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y267 w19 h2e"><div class="t m0 x41 h2d y22c ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">355</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y267 w1a h2e"><div class="t m0 x41 h2d y22c ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">574</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y268 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">Pasywa<span class="_ _0"></span> raze<span class="_ _0"></span>m :<span class="ff3 fs5"> </span></div></div><div class="c x3b y268 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y268 w19 h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">31 6<span class="_ _0"></span>5<span class="fc2 sc0">4</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y268 w1a h2c"><div class="t m0 x20 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">33 5<span class="_ _0"></span>6<span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y269 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y26a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y26b w17 h10"><div class="t m0 x21 h2d y26c ff4 fs4 fc0 sc0 ls0 ws0">Warto<span class="_ _0"></span>ść k<span class="_ _0"></span>s<span class="_ _1"></span>ię<span class="_ _0"></span>g<span class="_ _1"></span>owa<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y26b w18 h10"><div class="t m0 x21 h2d y221 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y26b w19 h10"><div class="t m0 x2c h2d y26d ff2 fs5 fc0 sc0 ls0 ws0">20 6<span class="fc2 sc0">1</span><span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x3e y26b w1a h10"><div class="t m0 x2c h2d y26d ff2 fs5 fc0 sc0 ls0 ws0">19 5<span class="fc2 sc0">3</span><span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 yec w17 h2e"><div class="t m0 x21 h2d y233 ff2 fs4 fc0 sc0 ls0 ws0">Licz<span class="_ _0"></span>b<span class="_ _1"></span>a a<span class="_ _0"></span>kcji<span class="ff3 fs5"> </span></div></div><div class="c x3b yec w18 h2e"><div class="t m0 x21 h2d y234 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yec w19 h2e"><div class="t m0 x47 h2d y26e ff2 fs5 fc0 sc0 ls0 ws0">2 700 0<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x3e yec w1a h2e"><div class="t m0 x47 h2d y26e ff2 fs5 fc0 sc0 ls0 ws0">2 700 0<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y26f w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">Warto<span class="_ _0"></span>ść k<span class="_ _0"></span>s<span class="_ _1"></span>ię<span class="_ _0"></span>g<span class="_ _1"></span>owa <span class="_ _0"></span>na je<span class="_ _0"></span>dną a<span class="_ _0"></span>k<span class="_ _1"></span>cję <span class="_ _0"></span>(w zł)<span class="ff3 fs5"> </span></div></div><div class="c x3b y26f w18 h2c"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">18<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y26f w19 h2c"><div class="t m0 x48 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">7,6<span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x3e y26f w1a h2c"><div class="t m0 x48 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">7,2<span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y270 w17 h2c"><div class="t m0 x21 h2d y222 ff2 fs4 fc0 sc0 ls0 ws0">Rozwo<span class="_ _0"></span>dniona<span class="_ _0"></span> licz<span class="_ _0"></span>ba akcji<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y270 w18 h2c"><div class="t m0 x21 h2d y223 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y270 w19 h2c"><div class="t m0 x47 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">2 700 0<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x3e y270 w1a h2c"><div class="t m0 x47 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">2 700 0<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y271 w17 h2c"><div class="t m0 x21 h2d y222 ff4 fs4 fc0 sc0 ls0 ws0">Rozwo<span class="_ _0"></span>dniona<span class="_ _0"></span> wart<span class="_ _0"></span>ość <span class="_ _0"></span>ks<span class="_ _1"></span>ięg<span class="_ _0"></span>owa na je<span class="_ _14"></span>dną akcję<span class="_ _0"></span>(w zł<span class="_ _0"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y271 w18 h2c"><div class="t m0 x1a h2d y222 ff2 fs4 fc0 sc0 ls9 ws0">18<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y271 w19 h2c"><div class="t m0 x48 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">7,6<span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x3e y271 w1a h2c"><div class="t m0 x48 h2d y26c ff2 fs5 fc0 sc0 ls0 ws0">7,2<span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y272 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y273 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y274 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y275 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y276 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y277 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x40 y19 w5 h16" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">25<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y1c ff2 fs3 fc0 sc0 ls3 ws0">2.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">RACHU<span class="_ _1"></span>NEK<span class="_ _1"></span> ZYSK<span class="_ _1"></span>ÓW I ST<span class="_ _1"></span>RAT<span class="_ _1c"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y278 w17 h1d"><div class="t m0 x49 h2d y1c5 ff4 fs4 fc0 sc0 ls0 ws0">Rachun<span class="_ _0"></span>ek z<span class="_ _0"></span>ysków i <span class="_ _0"></span>strat<span class="ff3 fs5"> </span></div></div><div class="c x3b y278 w18 h1d"><div class="t m0 x21 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">No<span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y278 w19 h1d"><div class="t m0 x4a h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3e y278 w1a h1d"><div class="t m0 x3f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y279 w17 h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">A</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="fc2 sc0">o </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">ro</span><span class="fc2 sc0">d</span><span class="fc2 sc0">uk</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">o</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">rów</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">w tym:<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y279 w18 h25"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y279 w19 h25"><div class="t m0 x20 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0">46 8<span class="_ _0"></span>8<span class="fc2 sc0">6</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y279 w1a h25"><div class="t m0 x20 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0">43 8<span class="_ _0"></span>1<span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y27a w17 h32"><div class="t m0 x21 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">- <span class="ff4">od je<span class="_ _0"></span>dno<span class="_ _0"></span>stek powią<span class="_ _14"></span>z<span class="_ _1"></span>anyc<span class="_ _0"></span>h<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y27a w18 h32"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y27a w19 h32"><div class="t m0 x42 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y27a w1a h32"><div class="t m0 x42 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y27d w17 h33"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">I. Prz<span class="_ _0"></span>ychody n<span class="_ _0"></span>etto z<span class="_ _0"></span>e sprze<span class="_ _0"></span>daży pro<span class="_ _0"></span>dukt<span class="_ _0"></span>ów<span class="ff3 fs5"> </span></div></div><div class="c x3b y27d w18 h33"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">19<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y27d w19 h33"><div class="t m0 x25 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0">6</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">9</span><span class="fc2 sc0">7</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y27d w1a h33"><div class="t m0 x25 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">1</span><span class="fc2 sc0">2</span><span class="_ _14"></span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y27e w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">II. Prz<span class="_ _0"></span>ychod<span class="_ _0"></span>y netto z<span class="_ _0"></span>e sprz<span class="_ _0"></span>edaży to<span class="_ _0"></span>waró<span class="_ _0"></span>w<span class="ff3 fs5"> </span></div></div><div class="c x3b y27e w18 h34"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">20<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y27e w19 h34"><div class="t m0 x43 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">89</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y27e w1a h34"><div class="t m0 x4b h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y27f w17 h35"><div class="t m0 x21 h2d y280 ff4 fs4 fc0 sc0 ls0 ws0">B. Ko<span class="_ _0"></span>szty s<span class="_ _0"></span>p<span class="_ _1"></span>rze<span class="_ _0"></span>danych <span class="_ _0"></span>prod<span class="_ _0"></span>uktów i<span class="_ _0"></span> towar<span class="_ _0"></span>ów, w<span class="_ _0"></span> tym:<span class="ff3 fs5"> </span></div></div><div class="c x3b y27f w18 h35"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y27f w19 h35"><div class="t m0 x20 h2d y280 ff2 fs4 fc0 sc0 ls0 ws0">23 9<span class="_ _0"></span>3<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y27f w1a h35"><div class="t m0 x20 h24 y280 ff2 fs4 fc0 sc0 ls0 ws0">23 4<span class="_ _0"></span>9<span class="fc2 sc0">7</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y281 w17 h32"><div class="t m0 x21 h2d y282 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązanych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y281 w18 h32"><div class="t m0 x21 h2d y283 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y281 w19 h32"><div class="t m0 x42 h2d y282 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y281 w1a h32"><div class="t m0 x42 h24 y282 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y284 w17 h33"><div class="t m0 x21 h2d y285 ff5 fs4 fc0 sc0 ls0 ws0">I. Kosz<span class="_ _0"></span>ty wytwo<span class="_ _0"></span>rzeni<span class="_ _0"></span>a sprz<span class="_ _0"></span>edanych <span class="_ _0"></span>produ<span class="_ _0"></span>któw<span class="ff3 fs5"> </span></div></div><div class="c x3b y284 w18 h33"><div class="t m0 x1a h2d y285 ff2 fs4 fc0 sc0 ls9 ws0">21<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y284 w19 h33"><div class="t m0 x25 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">5</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y284 w1a h33"><div class="t m0 x25 h24 y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">4</span><span class="fc2 sc0">8</span><span class="fc2 sc0">9</span><span class="_ _14"></span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y286 w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">II. <span class="_ _0"></span>W<span class="_ _1"></span>arto<span class="_ _0"></span>ść spr<span class="_ _0"></span>zedan<span class="_ _0"></span>yc<span class="_ _1"></span>h t<span class="_ _0"></span>owarów<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y286 w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y286 w19 h34"><div class="t m0 x43 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">79</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y286 w1a h34"><div class="t m0 x4b h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">8</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 ybe w17 h33"><div class="t m0 x21 h2d y285 ff4 fs4 fc0 sc0 ls0 ws0">C. Zy<span class="_ _0"></span>sk (st<span class="_ _0"></span>rata) br<span class="_ _0"></span>utto <span class="_ _0"></span>ze sprze<span class="_ _0"></span>d<span class="_ _1"></span>a<span class="_ _0"></span>ży (A<span class="ff2">-<span class="lsd">B)<span class="_ _0"></span><span class="ff3 fs5 ls0"> </span></span></span></div></div><div class="c x3b ybe w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ybe w19 h33"><div class="t m0 x20 h2d y285 ff2 fs4 fc0 sc0 ls0 ws0">22 9<span class="_ _0"></span>4<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e ybe w1a h33"><div class="t m0 x20 h2d y285 ff2 fs4 fc0 sc0 ls0 ws0">20 3<span class="_ _0"></span>2<span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y287 w17 h32"><div class="t m0 x21 h2d y288 ff4 fs4 fc0 sc0 ls0 ws0">D. Ko<span class="_ _0"></span>szty <span class="_ _0"></span>s<span class="_ _1"></span>prz<span class="_ _0"></span>edaż<span class="_ _0"></span>y<span class="ff3 fs5"> </span></div></div><div class="c x3b y287 w18 h32"><div class="t m0 x1a h2d y288 ff2 fs4 fc0 sc0 ls9 ws0">21<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y287 w19 h32"><div class="t m0 x20 h2d y288 ff2 fs4 fc0 sc0 ls0 ws0">12 7<span class="_ _0"></span>3<span class="fc2 sc0">6</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y287 w1a h32"><div class="t m0 x20 h2d y288 ff2 fs4 fc0 sc0 ls0 ws0">11 6<span class="_ _0"></span>0<span class="fc2 sc0">1</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y289 w17 h33"><div class="t m0 x21 h2d y285 ff4 fs4 fc0 sc0 ls0 ws0">E. Ko<span class="_ _0"></span>szty o<span class="_ _0"></span>gólnego<span class="_ _0"></span> zarzą<span class="_ _0"></span>du<span class="ff3 fs5"> </span></div></div><div class="c x3b y289 w18 h33"><div class="t m0 x1a h2d y285 ff2 fs4 fc0 sc0 ls9 ws0">21<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y289 w19 h33"><div class="t m0 x40 h2d y285 ff2 fs4 fc0 sc0 ls0 ws0">8 <span class="fc2 sc0">76</span><span class="_ _0"></span><span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y289 w1a h33"><div class="t m0 x40 h2d y285 ff2 fs4 fc0 sc0 ls0 ws0">8 5<span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28a w17 h34"><div class="t m0 x21 h2d y27b ff4 fs4 fc0 sc0 ls0 ws0">F. Zy<span class="_ _0"></span>sk (strata<span class="_ _14"></span>)<span class="_ _1"></span> ze <span class="_ _0"></span>sprzeda<span class="_ _0"></span>ży (C<span class="ff2">-<span class="_ _0"></span>D<span class="_ _1"></span>-<span class="lse">E)</span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y28a w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y28a w19 h34"><div class="t m0 x40 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">44</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28a w1a h34"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">179</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y21f w17 h33"><div class="t m0 x21 h2d y285 ff4 fs4 fc0 sc0 ls0 ws0">G. Po<span class="_ _0"></span>został<span class="_ _0"></span>e przycho<span class="_ _0"></span>dy o<span class="_ _0"></span>perac<span class="_ _0"></span>yjne<span class="ff3 fs5"> </span></div></div><div class="c x3b y21f w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y21f w19 h33"><div class="t m0 x41 h2d y285 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">578</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y21f w1a h33"><div class="t m0 x41 h24 y285 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">554</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28b w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">I. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk z<span class="_ _0"></span>e zbyci<span class="_ _0"></span>a niefin<span class="_ _0"></span>ansow<span class="_ _0"></span>yc<span class="_ _1"></span>h <span class="_ _0"></span>aktywów <span class="_ _0"></span>trwa<span class="_ _0"></span>łych<span class="ff3 fs5"> </span></div></div><div class="c x3b y28b w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y28b w19 h34"><div class="t m0 x43 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">41</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28b w1a h34"><div class="t m0 x43 h24 y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">22</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28c w17 h36"><div class="t m0 x21 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0">II. Dot<span class="_ _0"></span>acje<span class="fs5"> </span></div></div><div class="c x3b y28c w18 h36"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y28c w19 h36"><div class="t m0 x46 h2d y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">289</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28c w1a h36"><div class="t m0 x46 h24 y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">405</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28d w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">III. A<span class="_ _0"></span>k<span class="_ _1"></span>tual<span class="_ _0"></span>izacja w<span class="_ _0"></span>artości <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów niefin<span class="_ _0"></span>ansow<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y28d w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y28d w19 h34"><div class="t m0 x43 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">96</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28d w1a h34"><div class="t m0 x4b h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28e w17 h33"><div class="t m0 x21 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0">IV. In<span class="_ _0"></span>ne prz<span class="_ _0"></span>ychody o<span class="_ _0"></span>pera<span class="_ _0"></span>cy<span class="_ _1"></span>jne<span class="fs5"> </span></div></div><div class="c x3b y28e w18 h33"><div class="t m0 x1a h2d y285 ff2 fs4 fc0 sc0 ls9 ws0">22<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y28e w19 h33"><div class="t m0 x46 h2d y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">152</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28e w1a h33"><div class="t m0 x46 h24 y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">122</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y28f w17 h34"><div class="t m0 x21 h2d y27b ff4 fs4 fc0 sc0 ls0 ws0">H. Po<span class="_ _0"></span>został<span class="_ _0"></span>e ko<span class="_ _0"></span>s<span class="_ _1"></span>zty o<span class="_ _0"></span>perac<span class="_ _0"></span>yjne<span class="ff3 fs5"> </span></div></div><div class="c x3b y28f w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y28f w19 h34"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">476</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y28f w1a h34"><div class="t m0 x41 h24 y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">792</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y290 w17 h36"><div class="t m0 x21 h2d y285 ff5 fs4 fc0 sc0 ls0 ws0">I. Stra<span class="_ _0"></span>ta ze z<span class="_ _0"></span>bycia ni<span class="_ _0"></span>efinan<span class="_ _0"></span>sowych <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów trw<span class="_ _0"></span>ałych<span class="ff3 fs5"> </span></div></div><div class="c x3b y290 w18 h36"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y290 w19 h36"><div class="t m0 x42 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y290 w1a h36"><div class="t m0 x42 h24 y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y291 w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">II. A<span class="_ _0"></span>k<span class="_ _1"></span>tual<span class="_ _0"></span>izacja w<span class="_ _0"></span>artości <span class="_ _0"></span>aktywó<span class="_ _0"></span>w niefin<span class="_ _0"></span>ansow<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y291 w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y291 w19 h34"><div class="t m0 x46 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">159</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y291 w1a h34"><div class="t m0 x46 h24 y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">166</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y292 w17 h33"><div class="t m0 x21 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0">III. In<span class="_ _0"></span>ne ko<span class="_ _0"></span>szty oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>e<span class="fs5"> </span></div></div><div class="c x3b y292 w18 h33"><div class="t m0 x1a h2d y285 ff2 fs4 fc0 sc0 ls9 ws0">23<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y292 w19 h33"><div class="t m0 x46 h2d y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">317</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y292 w1a h33"><div class="t m0 x46 h24 y285 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">627</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y293 w17 h34"><div class="t m0 x21 h2d y27b ff4 fs4 fc0 sc0 ls0 ws0">I. Zy<span class="_ _0"></span>sk (strata<span class="_ _14"></span>)<span class="_ _1"></span> z <span class="_ _0"></span>działal<span class="_ _0"></span>ności o<span class="_ _0"></span>peracyjne<span class="_ _0"></span>j (F<span class="_ _0"></span>+G<span class="ff2">-<span class="lsf">H)<span class="_ _0"></span><span class="ff3 fs5 ls0"> </span></span></span></div></div><div class="c x3b y293 w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y293 w19 h34"><div class="t m0 x40 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">54</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y293 w1a h34"><div class="t m0 x46 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">59</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y294 w17 h36"><div class="t m0 x21 h2d y295 ff2 fs4 fc0 sc0 ls0 ws0">J. Prz<span class="_ _0"></span>ychod<span class="_ _0"></span>y finan<span class="_ _0"></span>sowe<span class="ff3 fs5"> </span></div></div><div class="c x3b y294 w18 h36"><div class="t m0 x21 h2d y296 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y294 w19 h36"><div class="t m0 x41 h2d y295 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">251</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y294 w1a h36"><div class="t m0 x45 h2d y295 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y297 w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">I. Dy<span class="_ _0"></span>widen<span class="_ _0"></span>d<span class="_ _1"></span>y i u<span class="_ _0"></span>działy w <span class="_ _0"></span>zys<span class="_ _0"></span>k<span class="_ _1"></span>ach, w <span class="_ _0"></span>tym:<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y297 w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y297 w19 h34"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y297 w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y33 w17 h33"><div class="t m0 x21 h2d y285 ff5 fs4 fc0 sc0 ls0 ws0">a) od j<span class="_ _0"></span>ednos<span class="_ _0"></span>tek powią<span class="_ _0"></span>zany<span class="_ _0"></span>ch, w ty<span class="_ _0"></span>m:<span class="ff3 fs5"> </span></div></div><div class="c x3b y33 w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y33 w19 h33"><div class="t m0 x42 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y33 w1a h33"><div class="t m0 x42 h24 y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 yae w17 h34"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">w <span class="_ _0"></span>k<span class="_ _1"></span>tór<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>jednost<span class="_ _0"></span>ka po<span class="_ _0"></span>siada z<span class="_ _0"></span>aangażow<span class="_ _0"></span>anie <span class="_ _0"></span>w kapit<span class="_ _0"></span>ale<span class="ff3 fs5"> </span></span></div></div><div class="c x3b yae w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yae w19 h34"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e yae w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y298 w17 h36"><div class="t m0 x21 h2d y299 ff5 fs4 fc0 sc0 ls0 ws0">b) od j<span class="_ _0"></span>edno<span class="_ _0"></span>stek pozo<span class="_ _0"></span>stałyc<span class="_ _0"></span>h, w t<span class="_ _0"></span>y<span class="_ _1"></span>m:<span class="ff3 fs5"> </span></div></div><div class="c x3b y298 w18 h36"><div class="t m0 x21 h2d y29a ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y298 w19 h36"><div class="t m0 x42 h2d y299 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y298 w1a h36"><div class="t m0 x42 h24 y299 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y29b w17 h34"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">w <span class="_ _0"></span>k<span class="_ _1"></span>tór<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>jednost<span class="_ _0"></span>ka po<span class="_ _0"></span>siada z<span class="_ _0"></span>aangażow<span class="_ _0"></span>anie <span class="_ _0"></span>w kapit<span class="_ _0"></span>ale<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y29b w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y29b w19 h34"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y29b w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y29c w17 h33"><div class="t m0 x21 h2d y285 ff3 fs4 fc0 sc0 ls0 ws0">II. O<span class="_ _0"></span>d<span class="_ _1"></span>set<span class="_ _0"></span>ki, w t<span class="_ _0"></span>ym:<span class="fs5"> </span></div></div><div class="c x3b y29c w18 h33"><div class="t m0 x1a h2d y285 ff2 fs4 fc0 sc0 ls9 ws0">24<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y29c w19 h33"><div class="t m0 x4b h2d y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">5</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y29c w1a h33"><div class="t m0 x4b h24 y285 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">8</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 yd4 w17 h34"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązanych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b yd4 w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yd4 w19 h34"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e yd4 w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y29d w17 h37"><div class="t m0 x21 h2d y27c ff5 fs4 fc0 sc0 ls0 ws0">III. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk z <span class="_ _0"></span>tytułu r<span class="_ _0"></span>ozch<span class="_ _0"></span>odu a<span class="_ _0"></span>ktywów <span class="_ _0"></span>finansow<span class="_ _0"></span>ych, w <span class="_ _0"></span>tym:<span class="ff3 fs5"> </span></div></div><div class="c x3b y29d w18 h37"><div class="t m0 x21 h2d y1c4 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y29d w19 h37"><div class="t m0 x42 h2d y27c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y29d w1a h37"><div class="t m0 x42 h24 y27c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x40 y19 w1b h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">26<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y29e w17 h34"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązanych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y29e w18 h34"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y29e w19 h34"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y29e w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y72 w17 h33"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">IV. A<span class="_ _0"></span>k<span class="_ _1"></span>tual<span class="_ _0"></span>izacja w<span class="_ _0"></span>artości <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowy<span class="_ _0"></span>ch<span class="ff3 fs5"> </span></div></div><div class="c x3b y72 w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y72 w19 h33"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y72 w1a h33"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y29f w17 h34"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">V. Inn<span class="_ _0"></span>e<span class="fs5"> </span></div></div><div class="c x3b y29f w18 h34"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">25<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y29f w19 h34"><div class="t m0 x46 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">247</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y29f w1a h34"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a0 w17 h33"><div class="t m0 x21 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">K. Ko<span class="_ _0"></span>sz<span class="_ _1"></span>t<span class="_ _0"></span>y finan<span class="_ _0"></span>sowe<span class="ff3 fs5"> </span></div></div><div class="c x3b y2a0 w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a0 w19 h33"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">570</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a0 w1a h33"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">851</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a1 w17 h32"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">I. O<span class="_ _0"></span>dsetki, w <span class="_ _0"></span>tym:<span class="fs5"> </span></div></div><div class="c x3b y2a1 w18 h32"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">26<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2a1 w19 h32"><div class="t m0 x46 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">468</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a1 w1a h32"><div class="t m0 x46 h24 y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">666</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a2 w17 h33"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązan<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2a2 w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a2 w19 h33"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a2 w1a h33"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a3 w17 h37"><div class="t m0 x21 h2d y27c ff5 fs4 fc0 sc0 ls0 ws0">II. Str<span class="_ _0"></span>ata z ty<span class="_ _0"></span>tułu rozc<span class="_ _0"></span>hodu <span class="_ _0"></span>aktywó<span class="_ _0"></span>w finan<span class="_ _0"></span>sowych, <span class="_ _0"></span>w ty<span class="_ _0"></span>m:<span class="ff3 fs5"> </span></div></div><div class="c x3b y2a3 w18 h37"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a3 w19 h37"><div class="t m0 x42 h2d y27c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a3 w1a h37"><div class="t m0 x42 h24 y27c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a4 w17 h33"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">w <span class="_ _0"></span>jednostkac<span class="_ _0"></span>h powi<span class="_ _0"></span>ązan<span class="_ _0"></span>yc<span class="_ _1"></span>h<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2a4 w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a4 w19 h33"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a4 w1a h33"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a5 w17 h32"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">III. A<span class="_ _0"></span>k<span class="_ _1"></span>tual<span class="_ _0"></span>izacja w<span class="_ _0"></span>artości <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowy<span class="_ _0"></span>ch<span class="ff3 fs5"> </span></div></div><div class="c x3b y2a5 w18 h32"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a5 w19 h32"><div class="t m0 x42 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a5 w1a h32"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a6 w17 h33"><div class="t m0 x21 h2d y27b ff3 fs4 fc0 sc0 ls0 ws0">IV. In<span class="_ _0"></span>ne<span class="fs5"> </span></div></div><div class="c x3b y2a6 w18 h33"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">27<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2a6 w19 h33"><div class="t m0 x46 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">103</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a6 w1a h33"><div class="t m0 x46 h24 y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">185</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2a7 w17 h38"><div class="t m0 x21 h1a y2a8 ff5 fs4 fc0 sc0 ls0 ws0">V. Udzia<span class="_ _0"></span>ł w z<span class="_ _0"></span>yskach (s<span class="_ _0"></span>tratac<span class="_ _0"></span>h) je<span class="_ _0"></span>dnostek </div><div class="t m0 x21 h2d y223 ff5 fs4 fc0 sc0 ls0 ws0">podpor<span class="_ _0"></span>ząd<span class="_ _0"></span>k<span class="_ _1"></span>owan<span class="_ _0"></span>ych wy<span class="_ _0"></span>cenian<span class="_ _0"></span>ych m<span class="_ _0"></span>e<span class="_ _1"></span>to<span class="_ _0"></span>d<span class="_ _1"></span>ą <span class="_ _0"></span>praw wł<span class="_ _0"></span>asności<span class="ff3 fs5"> </span></div></div><div class="c x3b y2a7 w18 h38"><div class="t m0 x21 h2d y2a9 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2a7 w19 h38"><div class="t m0 x42 h2d y2aa ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2a7 w1a h38"><div class="t m0 x42 h24 y2aa ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ab w17 h33"><div class="t m0 x21 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">L. Zys<span class="_ _0"></span>k (strat<span class="_ _0"></span>a) b<span class="_ _0"></span>rutto (I<span class="_ _0"></span>+J-<span class="ls10">K)<span class="_ _1"></span></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y2ab w18 h33"><div class="t m0 x21 h2d y280 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ab w19 h33"><div class="t m0 x40 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">22</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ab w1a h33"><div class="t m0 x27 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">902</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y197 w17 h32"><div class="t m0 x21 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">M. Po<span class="_ _0"></span>datek d<span class="_ _0"></span>ocho<span class="_ _0"></span>d<span class="_ _1"></span>o<span class="_ _0"></span>wy<span class="ff3 fs5"> </span></div></div><div class="c x3b y197 w18 h32"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y197 w19 h32"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">271</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y197 w1a h32"><div class="t m0 x27 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">137</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y2ac w17 h33"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">część <span class="_ _0"></span>bieżąca<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y2ac w18 h33"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">28<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2ac w19 h33"><div class="t m0 x46 h2d y27b ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">273</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ac w1a h33"><div class="t m0 x42 h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ad w17 h34"><div class="t m0 x21 h2d y27b ff5 fs4 fc0 sc0 ls0 ws0">część o<span class="_ _0"></span>droczo<span class="_ _0"></span>na<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ad w18 h34"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">29<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2ad w19 h34"><div class="t m0 x4c h2d y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">2</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ad w1a h34"><div class="t m0 x4d h24 y27b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">137</span></span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ae w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">oz</span><span class="_ _0"></span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">ob</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">ią</span><span class="_ _14"></span><span class="fc2 sc0">z</span><span class="_ _1"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">nie</span><span class="_ _0"></span><span class="fc2 sc0">j</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">nia</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">(zwię<span class="_ _0"></span>kszenia<span class="_ _0"></span> straty<span class="_ _0"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ae w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ae w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ae w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2af w17 h36"><div class="t m0 x21 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">O. Zy<span class="_ _0"></span>sk (stra<span class="_ _0"></span>ta) net<span class="_ _0"></span>to (L-M-<span class="_ _0"></span><span class="ls11">N)<span class="ff3 fs5 ls0"> </span></span></div></div><div class="c x3b y2af w18 h36"><div class="t m0 x1a h2d y27b ff2 fs4 fc0 sc0 ls9 ws0">30<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2af w19 h36"><div class="t m0 x41 h2d y27b ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2af w1a h36"><div class="t m0 x27 h2d y27b ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y2b0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2b1 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y2d w17 h27"><div class="t m0 x21 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0">Zysk <span class="_ _0"></span>(strata<span class="_ _0"></span>) netto <span class="_ _0"></span>(zannua<span class="_ _0"></span>lizow<span class="_ _0"></span>any)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d w19 h27"><div class="t m0 x41 h2d y218 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d w1a h27"><div class="t m0 x27 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y2b2 w17 h36"><div class="t m0 x21 h2d y27b ff4 fs4 fc0 sc0 ls0 ws0">Śre<span class="_ _0"></span>d<span class="_ _1"></span>nia wa<span class="_ _0"></span>żona<span class="_ _0"></span> liczba<span class="_ _0"></span> akcji<span class="_ _0"></span> zwykłyc<span class="_ _0"></span>h<span class="ff3 fs5"> </span></div></div><div class="c x3b y2b2 w18 h36"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2b2 w19 h36"><div class="t m0 x4e h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">2 70<span class="_ _0"></span>0 <span class="fc2 sc0">00</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b2 w1a h36"><div class="t m0 x4e h2d y27b ff2 fs4 fc0 sc0 ls0 ws0">2 70<span class="_ _0"></span>0 0<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2b3 w17 h39"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">(</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ra</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ną</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">)</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3b y2b3 w18 h39"><div class="t m0 x1a h24 y73 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">31</span><span class="ffc fs5 ls0"> </span></div></div><div class="c x3c y2b3 w19 h39"><div class="t m0 x4f h2d y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">0,</span><span class="fc2 sc0">35</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b3 w1a h39"><div class="t m0 x1 h2d y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">0,</span><span class="fc2 sc0">28</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2b4 w17 h27"><div class="t m0 x21 h2d yd ff4 fs4 fc0 sc0 ls0 ws0">Śre<span class="_ _0"></span>d<span class="_ _1"></span>nia wa<span class="_ _0"></span>żona<span class="_ _0"></span> rozw<span class="_ _0"></span>odniona <span class="_ _0"></span>liczba a<span class="_ _14"></span>k<span class="_ _1"></span>cji <span class="_ _0"></span>zwy<span class="_ _0"></span>k<span class="_ _1"></span>ł<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y2b4 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2b4 w19 h27"><div class="t m0 x4e h2d yd ff2 fs4 fc0 sc0 ls0 ws0">2 70<span class="_ _0"></span>0 <span class="fc2 sc0">00</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b4 w1a h27"><div class="t m0 x4e h2d yd ff2 fs4 fc0 sc0 ls0 ws0">2 70<span class="_ _0"></span>0 0<span class="fc2 sc0">0</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2b5 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">R</span><span class="fc2 sc0">o</span><span class="fc2 sc0">z</span><span class="fc2 sc0">w</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">on</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ra</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ną</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">zł)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2b5 w18 h1d"><div class="t m0 x1a h24 y1c5 ff2 fs4 fc0 sc0 ls9 ws0">31<span class="ffc fs5 ls0"> </span></div></div><div class="c x3c y2b5 w19 h1d"><div class="t m0 x4f h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">0,3<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b5 w1a h1d"><div class="t m0 x1 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-0,2<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y2b6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2b7 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x40 y1bd w5 h18" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </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 lsb ws0">27<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="fc1 ls0">S<span class="_ _0"></span>trona </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y1c ff2 fs3 fc0 sc0 ls3 ws0">3.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">ZE<span class="_ _1"></span>STAWIE<span class="_ _1"></span>NIE ZMI<span class="_ _1"></span>AN <span class="_ _1"></span>W KAPIT<span class="_ _1"></span>ALE<span class="_ _1"></span> WŁAS<span class="_ _1"></span>NYM<span class="_ _1c"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y278 w17 h1d"><div class="t m0 x21 h2d y1c5 ff4 fs4 fc0 sc0 ls0 ws0">ZEST<span class="_ _0"></span>AWIEN<span class="_ _0"></span>IE ZMI<span class="_ _0"></span>AN W K<span class="_ _0"></span>APIT<span class="_ _0"></span>ALE WŁ<span class="_ _0"></span>ASNYM<span class="ff3 fs5"> </span></div></div><div class="c x3b y278 w18 h1d"><div class="t m0 x21 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">No<span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y278 w19 h1d"><div class="t m0 x50 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3e y278 w1a h1d"><div class="t m0 x50 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y2b8 w17 h3a"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">I. Ka<span class="_ _0"></span>p<span class="_ _1"></span>itał<span class="_ _0"></span> wła<span class="_ _0"></span>s<span class="_ _1"></span>ny na<span class="_ _0"></span> poc<span class="_ _0"></span>ząte<span class="_ _0"></span>k<span class="_ _1"></span> okr<span class="_ _0"></span>esu (BO<span class="_ _14"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2b8 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2b8 w19 h3a"><div class="t m0 x20 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">19 5<span class="_ _0"></span>3<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b8 w1a h3a"><div class="t m0 x20 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">20 3<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2b9 w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) zmia<span class="_ _0"></span>ny prz<span class="_ _0"></span>yjętych <span class="_ _0"></span>zasa<span class="_ _0"></span>d (polit<span class="_ _0"></span>yki) rach<span class="_ _0"></span>unkow<span class="_ _0"></span>ości<span class="ff3 fs5"> </span></div></div><div class="c x3b y2b9 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2b9 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2b9 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y256 w17 h3b"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) kor<span class="_ _0"></span>ekty b<span class="_ _0"></span>łędów po<span class="_ _0"></span>dstaw<span class="_ _0"></span>owych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y256 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y256 w19 h3b"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">121</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y256 w1a h3b"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ba w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">it</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ny</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">oc</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0">k</span><span class="fc2 sc0">re</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">(</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="fc2 sc0">)</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">uzgo<span class="_ _0"></span>dnieniu <span class="_ _0"></span>do da<span class="_ _0"></span>nych p<span class="_ _0"></span>orówny<span class="_ _0"></span>waln<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ba w18 h1d"><div class="t m0 x1a h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0">10<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2ba w19 h1d"><div class="t m0 x20 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">19 6<span class="_ _0"></span>5<span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ba w1a h1d"><div class="t m0 x20 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">20 3<span class="_ _0"></span>0<span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 yb9 w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">1. Ka<span class="_ _0"></span>pitał <span class="_ _0"></span>zakładow<span class="_ _0"></span>y na p<span class="_ _0"></span>ocząte<span class="_ _0"></span>k ok<span class="_ _0"></span>resu<span class="ff3 fs5"> </span></div></div><div class="c x3b yb9 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yb9 w19 h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e yb9 w1a h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2bb w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">1.1. Z<span class="_ _0"></span>miany <span class="_ _0"></span>kapita<span class="_ _0"></span>łu zakła<span class="_ _0"></span>dowe<span class="_ _0"></span>g<span class="_ _1"></span>o<span class="ff3 fs5"> </span></div></div><div class="c x3b y2bb w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2bb w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2bb w1a h27"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 yda w17 h3a"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b yda w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yda w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e yda w1a h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2bc w17 h3b"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">emisji <span class="_ _0"></span>akcji <span class="_ _0"></span>(wydani<span class="_ _0"></span>a udział<span class="_ _0"></span>ów)<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2bc w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2bc w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2bc w1a h3b"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2bd w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2bd w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2bd w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2bd w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2be w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">umorz<span class="_ _0"></span>enia <span class="_ _0"></span>akcji (ud<span class="_ _0"></span>ziałów)<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2be w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2be w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2be w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2bf w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">1.2. Ka<span class="_ _14"></span>p<span class="_ _1"></span>itał za<span class="_ _0"></span>kła<span class="_ _0"></span>dowy na <span class="_ _0"></span>koniec o<span class="_ _0"></span>kre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2bf w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2bf w19 h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2bf w1a h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">540</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c0 w17 h3c"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">2. Ka<span class="_ _0"></span>pitał <span class="_ _0"></span>zapasow<span class="_ _0"></span>y na p<span class="_ _0"></span>ocząte<span class="_ _0"></span>k okre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2c0 w18 h3c"><div class="t m0 x1a h2d y200 ff2 fs4 fc0 sc0 ls9 ws0">11<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2c0 w19 h3c"><div class="t m0 x40 h2d y200 ff2 fs4 fc0 sc0 ls0 ws0">9 <span class="fc2 sc0">41</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c0 w1a h3c"><div class="t m0 x40 h2d y200 ff2 fs4 fc0 sc0 ls0 ws0">9 4<span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c1 w17 h3b"><div class="t m0 x21 h2d y1cc ff5 fs4 fc0 sc0 ls0 ws0">2.1. Z<span class="_ _0"></span>miany <span class="_ _0"></span>kapita<span class="_ _0"></span>łu zapaso<span class="_ _0"></span>wego<span class="ff3 fs5"> </span></div></div><div class="c x3b y2c1 w18 h3b"><div class="t m0 x21 h2d y2c2 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c1 w19 h3b"><div class="t m0 x42 h2d y2c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c1 w1a h3b"><div class="t m0 x42 h2d y2c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c4 w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2c4 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c4 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c4 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y9f w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">emisji <span class="_ _0"></span>akcji <span class="_ _0"></span>powyżej w<span class="_ _0"></span>arto<span class="_ _0"></span>ści nomi<span class="_ _0"></span>nalnej<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y9f w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y9f w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y9f w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c5 w17 h3a"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z pod<span class="_ _0"></span>ziału zy<span class="_ _0"></span>sku (u<span class="_ _0"></span>stawowo)<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2c5 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c5 w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c5 w1a h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c6 w17 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">z </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">zi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">zy</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">(</span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ma</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">us</span><span class="fc2 sc0">ta</span><span class="_ _0"></span><span class="fc2 sc0">wo</span><span class="fc2 sc0">wo</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ma</span><span class="fc2 sc0">l</span><span class="fc2 sc0">ną </span></span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ść)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2c6 w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c6 w19 h1d"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c6 w1a h1d"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c7 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zb<span class="_ _0"></span>y<span class="_ _1"></span>cia śr<span class="_ _0"></span>odków <span class="_ _0"></span>trwał<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2c7 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c7 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c7 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c8 w17 h3b"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z ka<span class="_ _0"></span>pitału re<span class="_ _0"></span>zerwow<span class="_ _0"></span>ego<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2c8 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c8 w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c8 w1a h3b"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2c9 w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>e (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y2c9 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2c9 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2c9 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ca w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- pokr<span class="_ _0"></span>ycia str<span class="_ _0"></span>aty<span class="fs5"> </span></div></div><div class="c x3b y2ca w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ca w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ca w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2cb w17 h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">z </span><span class="fc2 sc0">ty</span><span class="fc2 sc0">tu</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óż</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">mi</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">b</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">nomin<span class="_ _0"></span>alną<span class="ff3 fs5"> </span></div></div><div class="c x3b y2cb w18 h25"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2cb w19 h25"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2cb w1a h25"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2cc w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">kos<span class="_ _0"></span>zty pozy<span class="_ _0"></span>skania <span class="_ _0"></span>kapitału<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2cc w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2cc w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2cc w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2cd w17 h3b"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">2.2. Ka<span class="_ _14"></span>p<span class="_ _1"></span>itał za<span class="_ _0"></span>pasow<span class="_ _0"></span>y na <span class="_ _0"></span>koniec <span class="_ _0"></span>okre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2cd w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2cd w19 h3b"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">9 <span class="fc2 sc0">41</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2cd w1a h3b"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">9 4<span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ce w17 h3d"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">3. Ka<span class="_ _0"></span>pitał <span class="_ _0"></span>z aktuali<span class="_ _0"></span>zacji w<span class="_ _0"></span>ycen<span class="_ _0"></span>y na poc<span class="_ _0"></span>ząte<span class="_ _0"></span>k okresu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ce w18 h3d"><div class="t m0 x1a h2d y2cf ff2 fs4 fc0 sc0 ls9 ws0">12<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y2ce w19 h3d"><div class="t m0 x45 h2d y2cf ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ce w1a h3d"><div class="t m0 x45 h2d y2cf ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d0 w17 h3a"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zmian<span class="_ _0"></span>y przy<span class="_ _0"></span>jętych z<span class="_ _0"></span>asad (<span class="_ _0"></span>polityki) <span class="_ _0"></span>rachun<span class="_ _0"></span>kowoś<span class="_ _0"></span>ci<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2d0 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d0 w19 h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d0 w1a h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d1 w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">3.1. Z<span class="_ _0"></span>miany <span class="_ _0"></span>kapita<span class="_ _0"></span>łu z akt<span class="_ _0"></span>ualizacji <span class="_ _0"></span>wycen<span class="_ _0"></span>y<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d1 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d1 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d1 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d2 w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d2 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d2 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d2 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y248 w17 h3b"><div class="t m0 x21 h2d y1cc ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y248 w18 h3b"><div class="t m0 x21 h2d y2c2 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y248 w19 h3b"><div class="t m0 x42 h2d y2c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y248 w1a h3b"><div class="t m0 x42 h2d y2c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y228 w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zb<span class="_ _0"></span>y<span class="_ _1"></span>cia śr<span class="_ _0"></span>odków <span class="_ _0"></span>trwał<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y228 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y228 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y228 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d3 w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">3.2. Ka<span class="_ _14"></span>p<span class="_ _1"></span>itał z a<span class="_ _0"></span>ktua<span class="_ _0"></span>lizacji<span class="_ _0"></span> wyceny<span class="_ _0"></span> na <span class="_ _0"></span>k<span class="_ _1"></span>on<span class="_ _0"></span>iec okr<span class="_ _0"></span>esu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d3 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d3 w19 h27"><div class="t m0 x45 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d3 w1a h27"><div class="t m0 x45 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24a w17 h3c"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">4. Poz<span class="_ _0"></span>ostałe <span class="_ _0"></span>kapitał<span class="_ _0"></span>y re<span class="_ _0"></span>zerwowe<span class="_ _0"></span> na p<span class="_ _0"></span>ocząte<span class="_ _0"></span>k okres<span class="_ _0"></span>u<span class="ff3 fs5"> </span></div></div><div class="c x3b y24a w18 h3c"><div class="t m0 x1a h2d y200 ff2 fs4 fc0 sc0 ls9 ws0">13<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y24a w19 h3c"><div class="t m0 x20 h2d y200 ff2 fs4 fc0 sc0 ls0 ws0">10 3<span class="_ _0"></span>4<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y24a w1a h3c"><div class="t m0 x20 h2d y200 ff2 fs4 fc0 sc0 ls0 ws0">11 3<span class="_ _0"></span>9<span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d4 w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">4.1. Z<span class="_ _0"></span>miany p<span class="_ _0"></span>ozosta<span class="_ _0"></span>łych ka<span class="_ _0"></span>pitałów r<span class="_ _0"></span>ezerwo<span class="_ _0"></span>wych<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d4 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d4 w19 h27"><div class="t m0 x4d h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">765</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d4 w1a h27"><div class="t m0 x24 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">-1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d5 w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d5 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d5 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d5 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d6 w17 h3b"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pod<span class="_ _0"></span>ziału wy<span class="_ _0"></span>niku fin<span class="_ _0"></span>ansow<span class="_ _0"></span>eg<span class="_ _1"></span>o<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2d6 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d6 w19 h3b"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d6 w1a h3b"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d7 w17 h3a"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2d7 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d7 w19 h3a"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">765</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d7 w1a h3a"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d8 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wy<span class="_ _0"></span>pł<span class="_ _1"></span>aty <span class="_ _0"></span>dywid<span class="_ _0"></span>e<span class="_ _1"></span>n<span class="_ _0"></span>dy<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2d8 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d8 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d8 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2d9 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pokr<span class="_ _0"></span>ycie strat<span class="_ _0"></span>y z la<span class="_ _0"></span>t ubieg<span class="_ _0"></span>łych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2d9 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2d9 w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">765</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2d9 w1a h27"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x40 y19 w5 h3e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 lsb ws0">28<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y2da w17 h27"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">4.2. P<span class="_ _0"></span>ozostał<span class="_ _0"></span>e ka<span class="_ _0"></span>pitały re<span class="_ _0"></span>zerw<span class="_ _0"></span>owe na<span class="_ _0"></span> koniec <span class="_ _0"></span>okr<span class="_ _0"></span>esu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2da w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2da w19 h27"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">9 <span class="fc2 sc0">58</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2da w1a h27"><div class="t m0 x20 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">10 3<span class="_ _0"></span>4<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2db w17 h27"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">5. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk <span class="_ _0"></span>(strata<span class="_ _0"></span>) z lat u<span class="_ _0"></span>biegłyc<span class="_ _0"></span>h na <span class="_ _0"></span>począt<span class="_ _0"></span>ek o<span class="_ _0"></span>k<span class="_ _1"></span>resu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2db w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2db w19 h27"><div class="t m0 x27 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x3e y2db w1a h27"><div class="t m0 x24 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">-1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2dc w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">5.1. Zy<span class="_ _0"></span>sk z lat<span class="_ _0"></span> ubie<span class="_ _0"></span>g<span class="_ _1"></span>ł<span class="_ _0"></span>ych na<span class="_ _0"></span> począte<span class="_ _0"></span>k ok<span class="_ _0"></span>resu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2dc w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2dc w19 h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2dc w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2dd w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">a) zmia<span class="_ _0"></span>ny prz<span class="_ _0"></span>yjętych <span class="_ _0"></span>zasa<span class="_ _0"></span>d (polit<span class="_ _0"></span>yki) rach<span class="_ _0"></span>unkow<span class="_ _0"></span>ości<span class="ff3 fs5"> </span></div></div><div class="c x3b y2dd w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2dd w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2dd w1a h27"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2de w17 h3a"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) kor<span class="_ _0"></span>ekty b<span class="_ _0"></span>łędów po<span class="_ _0"></span>dstaw<span class="_ _0"></span>owych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y2de w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2de w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2de w1a h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2df w17 h1e"><div class="t m0 x21 h1a y1cb ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">5.</span><span class="fc2 sc0">2</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">la</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">ub</span><span class="fc2 sc0">ie</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="_ _1"></span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oc</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">re</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">uzgo<span class="_ _0"></span>dnieniu <span class="_ _0"></span>do da<span class="_ _0"></span>nych p<span class="_ _0"></span>orówny<span class="_ _0"></span>waln<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y2df w18 h1e"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2df w19 h1e"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2df w1a h1e"><div class="t m0 x42 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y27d w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y27d w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y27d w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y27d w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e0 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pod<span class="_ _0"></span>ziału zy<span class="_ _0"></span>sku z lat u<span class="_ _0"></span>biegł<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e0 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e0 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e0 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e1 w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zmian <span class="_ _0"></span>zasad r<span class="_ _0"></span>achun<span class="_ _0"></span>kowości<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e1 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e1 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e1 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e2 w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2e2 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e2 w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e2 w1a h27"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e3 w17 h3f"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pod<span class="_ _0"></span>ziału wy<span class="_ _0"></span>niku na <span class="_ _0"></span>kapita<span class="_ _0"></span>ł rezerw<span class="_ _0"></span>owy<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e3 w18 h3f"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e3 w19 h3f"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e3 w1a h3f"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e4 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pod<span class="_ _0"></span>ziału wy<span class="_ _0"></span>niku na <span class="_ _0"></span>kapita<span class="_ _0"></span>ł zapasow<span class="_ _0"></span>y<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e4 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e4 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e4 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e5 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wy<span class="_ _0"></span>pł<span class="_ _1"></span>ata <span class="_ _0"></span>dywid<span class="_ _0"></span>endy na <span class="_ _0"></span>rzecz <span class="_ _0"></span>właści<span class="_ _0"></span>cieli<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e5 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e5 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e5 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e6 w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pokr<span class="_ _0"></span>ycie strat<span class="_ _0"></span>y z la<span class="_ _0"></span>t ubieg<span class="_ _0"></span>łych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e6 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e6 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e6 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e7 w17 h27"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zmian <span class="_ _0"></span>zasad r<span class="_ _0"></span>achun<span class="_ _0"></span>kowości<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2e7 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e7 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e7 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e8 w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">5.3. Zy<span class="_ _0"></span>sk z lat<span class="_ _0"></span> ubie<span class="_ _0"></span>g<span class="_ _1"></span>ł<span class="_ _0"></span>ych na<span class="_ _0"></span> koniec <span class="_ _0"></span>okre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2e8 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e8 w19 h27"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e8 w1a h27"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2e9 w17 h3f"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">5.4. Stra<span class="_ _0"></span>ta z la<span class="_ _0"></span>t u<span class="_ _0"></span>biegłych <span class="_ _0"></span>na <span class="_ _0"></span>p<span class="_ _1"></span>ocząte<span class="_ _0"></span>k o<span class="_ _0"></span>kresu<span class="ff3 fs5"> </span></div></div><div class="c x3b y2e9 w18 h3f"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2e9 w19 h3f"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">765</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2e9 w1a h3f"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ea w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) zmia<span class="_ _0"></span>ny prz<span class="_ _0"></span>yjętych <span class="_ _0"></span>zasa<span class="_ _0"></span>d (polit<span class="_ _0"></span>yki) rach<span class="_ _0"></span>unkow<span class="_ _0"></span>ości<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ea w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ea w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ea w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2eb w17 h27"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) kor<span class="_ _0"></span>ekty b<span class="_ _0"></span>łędów po<span class="_ _0"></span>dstaw<span class="_ _0"></span>owych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y2eb w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2eb w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">121</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2eb w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ec w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">5.</span><span class="fc2 sc0">5</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">St</span><span class="fc2 sc0">ra</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">la</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">g</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">oc</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">re</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">uzgo<span class="_ _0"></span>dnieniu <span class="_ _0"></span>do da<span class="_ _0"></span>nych p<span class="_ _0"></span>orówny<span class="_ _0"></span>waln<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ec w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ec w19 h1d"><div class="t m0 x41 h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">765</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ec w1a h1d"><div class="t m0 x40 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ed w17 h27"><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ed w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ed w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ed w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1d1 w17 h3b"><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">prze<span class="_ _0"></span>niesienia <span class="_ _0"></span>straty z l<span class="_ _14"></span>at ubiegł<span class="_ _0"></span>ych do <span class="_ _0"></span>pokryci<span class="_ _0"></span>a<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y1d1 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1d1 w19 h3b"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y1d1 w1a h3b"><div class="t m0 x42 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ee w17 h3a"><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2ee w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ee w19 h3a"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">765</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ee w1a h3a"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2ef w17 h27"><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pokr<span class="_ _0"></span>ycie strat<span class="_ _0"></span>y z <span class="_ _0"></span>k<span class="_ _1"></span>apita<span class="_ _0"></span>łu r<span class="_ _0"></span>ezerwow<span class="_ _0"></span>ego<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y2ef w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2ef w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">765</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2ef w1a h27"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f0 w17 h27"><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">5.6. Stra<span class="_ _0"></span>ta z la<span class="_ _0"></span>t u<span class="_ _0"></span>biegłych <span class="_ _0"></span>na <span class="_ _0"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec okre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f0 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f0 w19 h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">121</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f0 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f1 w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">5.7. Zy<span class="_ _0"></span>sk (<span class="_ _0"></span>strata)<span class="_ _0"></span> z<span class="_ _1"></span> la<span class="_ _0"></span>t ubie<span class="_ _0"></span>głych na<span class="_ _0"></span> kon<span class="_ _0"></span>iec okre<span class="_ _0"></span>su<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f1 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f1 w19 h27"><div class="t m0 x27 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">121</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x3e y2f1 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f2 w17 h3b"><div class="t m0 x21 h2d y2f3 ff2 fs4 fc0 sc0 ls0 ws0">6. Wy<span class="_ _0"></span>nik nett<span class="_ _0"></span>o<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f2 w18 h3b"><div class="t m0 x21 h2d y2f4 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f2 w19 h3b"><div class="t m0 x41 h2d y2f5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f2 w1a h3b"><div class="t m0 x27 h24 y2f5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y1d4 w17 h27"><div class="t m0 x21 h2d y73 ff2 fs4 fc0 sc0 ls0 ws0">a) zy<span class="_ _0"></span>sk netto<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y1d4 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1d4 w19 h27"><div class="t m0 x41 h2d y218 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y1d4 w1a h27"><div class="t m0 x45 h24 y218 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">0</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y189 w17 h3a"><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">b) st<span class="_ _0"></span>rata nett<span class="_ _0"></span>o<span class="ff3 fs5"> </span></div></div><div class="c x3b y189 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y189 w19 h3a"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y189 w1a h3a"><div class="t m0 x41 h24 yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">765</span><span class="ffc fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f6 w17 h27"><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">c) o<span class="_ _0"></span>dpisy z <span class="_ _0"></span>zysku<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f6 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f6 w19 h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f6 w1a h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f7 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">p</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">ra</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">oz</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">nia</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">rt</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="ff2"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> ne</span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">o </span></span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">popr<span class="_ _0"></span>zednich<span class="_ _0"></span> kwarta<span class="_ _0"></span>łów<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f7 w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f7 w19 h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f7 w1a h1d"><div class="t m0 x42 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f8 w17 h27"><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">III. Ka<span class="_ _0"></span>pitał wł<span class="_ _0"></span>asn<span class="_ _0"></span>y na k<span class="_ _0"></span>oniec ok<span class="_ _0"></span>resu <span class="_ _0"></span>(BZ )<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f8 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f8 w19 h27"><div class="t m0 x20 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">20 6<span class="_ _0"></span>1<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f8 w1a h27"><div class="t m0 x20 h24 yd ff2 fs4 fc0 sc0 ls0 ws0">19 5<span class="_ _0"></span>3<span class="fc2 sc0">5</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f9 w17 h1e"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">V.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">it</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ny</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o </span><span class="fc2 sc0">u</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">g</span><span class="fc2 sc0">lę</span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ie</span><span class="fc2 sc0">niu</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ro</span><span class="fc2 sc0">p</span><span class="fc2 sc0">on</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ne</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">podzia<span class="_ _0"></span>łu zy<span class="_ _0"></span>sku (<span class="_ _0"></span>p<span class="_ _1"></span>o<span class="_ _0"></span>k<span class="_ _1"></span>rycia<span class="_ _0"></span> straty<span class="_ _0"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y2f9 w18 h1e"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2f9 w19 h1e"><div class="t m0 x20 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">20 6<span class="_ _0"></span>1<span class="fc2 sc0">5</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y2f9 w1a h1e"><div class="t m0 x20 h24 y1c5 ff2 fs4 fc0 sc0 ls0 ws0">19 5<span class="_ _0"></span>3<span class="fc2 sc0">5</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x40 y1bd w5 h18" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 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 lsb ws0">29<span class="ls0"> <span class="lsc">| <span class="_ _0"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y2fa ff2 fs3 fc0 sc0 ls3 ws0">4.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _1f"> </span><span class="ff4">RACHU<span class="_ _1"></span>NEK<span class="_ _1"></span> PRZEPŁY<span class="_ _1"></span>W<span class="_ _1"></span>ÓW PIE<span class="_ _1"></span>NIĘ<span class="_ _1"></span>ŻNYCH<span class="_ _1c"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h1a y2fb ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y2fc w17 h25"><div class="t m0 x21 h2d y1d8 ff4 fs4 fc0 sc0 ls0 ws0">RACH<span class="_ _0"></span>UNEK P<span class="_ _0"></span>RZEPŁ<span class="_ _0"></span>YWÓW<span class="_ _0"></span> PIEN<span class="_ _0"></span>IĘŻNY<span class="_ _0"></span>CH<span class="ff3 fs5"> </span></div></div><div class="c x3b y2fc w18 h25"><div class="t m0 x21 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0">No<span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y2fc w19 h25"><div class="t m0 x4a h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3e y2fc w1a h25"><div class="t m0 x3f h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div><div class="t m0 x3d h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y2fd w17 h30"><div class="t m0 x21 h1a y2fe ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">A</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">E</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">ŚR</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">EN</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">DZIAŁ<span class="_ _0"></span>ALNOŚ<span class="_ _0"></span>CI OP<span class="_ _0"></span>ERACY<span class="_ _0"></span>JNEJ<span class="ff3 fs5"> </span></div></div><div class="c x3b y2fd w18 h30"><div class="t m0 x21 h2d y2ff ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y2fd w19 h30"><div class="t m0 x21 h2d y2ff ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3e y2fd w1a h30"><div class="t m0 x21 h2d y2ff ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y300 w17 h27"><div class="t m0 x21 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">I. Zy<span class="_ _0"></span>sk (strata<span class="_ _14"></span>)<span class="_ _1"></span> netto<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y300 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y300 w19 h27"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">958</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y300 w1a h27"><div class="t m0 x27 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">765</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x1 y301 w17 h27"><div class="t m0 x21 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0">II. Kor<span class="_ _0"></span>ekty ra<span class="_ _0"></span>zem<span class="ff3 fs5"> </span></div></div><div class="c x3b y301 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y301 w19 h27"><div class="t m0 x40 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0">2 <span class="fc2 sc0">62</span><span class="_ _0"></span><span class="fc2 sc0">6</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y301 w1a h27"><div class="t m0 x40 h2d y218 ff2 fs4 fc0 sc0 ls0 ws0">3 8<span class="fc2 sc0">7</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y302 w17 h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">zy</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h)</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">n</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">to </span><span class="fc2 sc0">je</span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">metod<span class="_ _0"></span>ą praw w<span class="_ _0"></span>łasnoś<span class="_ _0"></span>ci<span class="ff3 fs5"> </span></div></div><div class="c x3b y302 w18 h25"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y302 w19 h25"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y302 w1a h25"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y303 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">2. Amor<span class="_ _0"></span>tyza<span class="_ _0"></span>cja<span class="fs5"> </span></div></div><div class="c x3b y303 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y303 w19 h27"><div class="t m0 x1 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">1</span><span class="fc2 sc0">3</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y303 w1a h27"><div class="t m0 x1 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">8</span><span class="fc2 sc0">6</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5b w17 h3b"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">3. Zys<span class="_ _0"></span>ki (stra<span class="_ _0"></span>ty<span class="_ _1"></span>) <span class="_ _0"></span>z tytuł<span class="_ _0"></span>u różnic <span class="_ _0"></span>kursow<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y5b w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y5b w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y5b w1a h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y304 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">4. Ods<span class="_ _0"></span>etki i<span class="_ _0"></span> udziały w <span class="_ _0"></span>zys<span class="_ _0"></span>k<span class="_ _1"></span>ach (<span class="_ _0"></span>dywi<span class="_ _0"></span>d<span class="_ _1"></span>end<span class="_ _0"></span>y)<span class="ff3 fs5"> </span></div></div><div class="c x3b y304 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y304 w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">468</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y304 w1a h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">666</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y305 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">5. Zys<span class="_ _0"></span>k (str<span class="_ _0"></span>ata) z dzia<span class="_ _0"></span>łalności<span class="_ _0"></span> inw<span class="_ _0"></span>e<span class="_ _1"></span>sty<span class="_ _0"></span>cyjnej<span class="ff3 fs5"> </span></div></div><div class="c x3b y305 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y305 w19 h27"><div class="t m0 x51 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">40</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y305 w1a h27"><div class="t m0 x43 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">94</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y306 w17 h27"><div class="t m0 x21 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0">6. Zmia<span class="_ _0"></span>na stan<span class="_ _0"></span>u rez<span class="_ _0"></span>e<span class="_ _1"></span>rw<span class="fs5"> </span></div></div><div class="c x3b y306 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y306 w19 h27"><div class="t m0 x46 h2d y218 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">235</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y306 w1a h27"><div class="t m0 x46 h2d y218 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">823</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e w17 h3a"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">7. Zmia<span class="_ _0"></span>na stan<span class="_ _0"></span>u zapa<span class="_ _0"></span>sów<span class="ff3 fs5"> </span></div></div><div class="c x3b y5e w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y5e w19 h3a"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">574</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y5e w1a h3a"><div class="t m0 x4d h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">644</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y307 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">8. Zmia<span class="_ _0"></span>na stan<span class="_ _0"></span>u nal<span class="_ _0"></span>eżności<span class="ff3 fs5"> </span></div></div><div class="c x3b y307 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y307 w19 h27"><div class="t m0 x4d h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">724</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y307 w1a h27"><div class="t m0 x1 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">5</span><span class="fc2 sc0">6</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y308 w17 h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">9</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Zmi</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">na </span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">u </span><span class="fc2 sc0">zo</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">za</span><span class="fc2 sc0">ń </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">tk</span><span class="_ _0"></span><span class="fc2 sc0">ot</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">wy</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">wyjąt<span class="_ _0"></span>kiem po<span class="_ _0"></span>życze<span class="_ _0"></span>k i kred<span class="_ _0"></span>y<span class="_ _1"></span>tów<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y308 w18 h1e"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y308 w19 h1e"><div class="t m0 x4d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">216</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y308 w1a h1e"><div class="t m0 x52 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y309 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">10. Zmi<span class="_ _0"></span>ana <span class="_ _0"></span>stanu rozli<span class="_ _0"></span>czeń <span class="_ _0"></span>międz<span class="_ _0"></span>y<span class="_ _1"></span>okr<span class="_ _0"></span>esowych<span class="ff3 fs5"> </span></div></div><div class="c x3b y309 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y309 w19 h27"><div class="t m0 x4d h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">505</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y309 w1a h27"><div class="t m0 x4d h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">443</span></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y30a w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">11. Inn<span class="_ _0"></span>e kore<span class="_ _0"></span>kty<span class="fs5"> </span></div></div><div class="c x3b y30a w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30a w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">121</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30a w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y30b w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">lno</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff2 fs4 fc0 sc0 ls0 ws0">opera<span class="_ _0"></span>cyjnej <span class="_ _0"></span>(I+/-II<span class="_ _0"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y30b w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30b w19 h1d"><div class="t m0 x40 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">3 <span class="fc2 sc0">58</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30b w1a h1d"><div class="t m0 x40 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">3 1<span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y141 w17 h1e"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">B.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">EP</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">YW</span><span class="_ _0"></span><span class="fc2 sc0">Y </span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ó</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">DZIAŁ<span class="_ _0"></span>ALNOŚ<span class="_ _0"></span>CI IN<span class="_ _0"></span>WEST<span class="_ _0"></span>YCYJN<span class="_ _0"></span>EJ<span class="ff3 fs5"> </span></div></div><div class="c x3b y141 w18 h1e"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y141 w19 h1e"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3e y141 w1a h1e"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y30c w17 h27"><div class="t m0 x21 h2d yd ff4 fs4 fc0 sc0 ls0 ws0">I. W<span class="_ _0"></span>pływy<span class="ff3 fs5"> </span></div></div><div class="c x3b y30c w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30c w19 h27"><div class="t m0 x30 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">74</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30c w1a h27"><div class="t m0 x30 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">59</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y30d w17 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Zb</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ma</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wn</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">or</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">rzeczow<span class="_ _0"></span>ych a<span class="_ _0"></span>ktywów <span class="_ _0"></span>trwał<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y30d w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30d w19 h1d"><div class="t m0 x43 h2d y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">74</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30d w1a h1d"><div class="t m0 x43 h2d y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">59</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y30e w17 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Zb</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">nw</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ji</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="fc2 sc0">mo</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">or</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="fc2 sc0">oś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterialne i <span class="_ _0"></span>prawn<span class="_ _0"></span>e<span class="fs5"> </span></div></div><div class="c x3b y30e w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30e w19 h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30e w1a h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y30f w17 h3b"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">3. Z a<span class="_ _0"></span>ktywów <span class="_ _0"></span>finan<span class="_ _0"></span>sowych, w <span class="_ _0"></span>ty<span class="_ _0"></span>m:<span class="_ _1"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y30f w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y30f w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y30f w1a h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y310 w17 h27"><div class="t m0 x21 h2d y218 ff5 fs4 fc0 sc0 ls0 ws0">a) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach <span class="_ _0"></span>powiązan<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y310 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y310 w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y310 w1a h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y311 w17 h3a"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zb<span class="_ _0"></span>y<span class="_ _1"></span>cie <span class="_ _0"></span>aktywów f<span class="_ _0"></span>inanso<span class="_ _0"></span>wych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y311 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y311 w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y311 w1a h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y108 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dywi<span class="_ _0"></span>dendy i <span class="_ _0"></span>udziały w <span class="_ _0"></span>zys<span class="_ _0"></span>kach<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y108 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y108 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y108 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y312 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">spłata <span class="_ _0"></span>udzi<span class="_ _0"></span>elonych <span class="_ _0"></span>pożycz<span class="_ _0"></span>ek dług<span class="_ _0"></span>otermino<span class="_ _0"></span>wych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y312 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y312 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y312 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y313 w17 h3b"><div class="t m0 x21 h2d y2c3 ff3 fs4 fc0 sc0 ls0 ws0">- ods<span class="_ _0"></span>etki<span class="fs5"> </span></div></div><div class="c x3b y313 w18 h3b"><div class="t m0 x21 h2d y2c2 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y313 w19 h3b"><div class="t m0 x42 h2d y2c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y313 w1a h3b"><div class="t m0 x42 h2d y2c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y216 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>wpływ<span class="_ _0"></span>y z akt<span class="_ _0"></span>y<span class="_ _1"></span>w<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowych<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y216 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y216 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y216 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y314 w17 h27"><div class="t m0 x21 h2d y218 ff5 fs4 fc0 sc0 ls0 ws0">b) w po<span class="_ _0"></span>zosta<span class="_ _0"></span>łych j<span class="_ _0"></span>e<span class="_ _1"></span>dnost<span class="_ _0"></span>kach<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y314 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y314 w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y314 w1a h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y315 w17 h3a"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zb<span class="_ _0"></span>y<span class="_ _1"></span>cie <span class="_ _0"></span>aktywów f<span class="_ _0"></span>inanso<span class="_ _0"></span>wych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y315 w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y315 w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y315 w1a h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y316 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dywi<span class="_ _0"></span>dendy i <span class="_ _0"></span>udziały w <span class="_ _0"></span>zys<span class="_ _0"></span>kach<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y316 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y316 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y316 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y317 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">spłata <span class="_ _0"></span>udzi<span class="_ _0"></span>elonych <span class="_ _0"></span>pożycz<span class="_ _0"></span>ek dług<span class="_ _0"></span>otermino<span class="_ _0"></span>wych<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y317 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y317 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y317 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y318 w17 h3b"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- ods<span class="_ _0"></span>etki<span class="fs5"> </span></div></div><div class="c x3b y318 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y318 w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y318 w1a h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y319 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>wpływ<span class="_ _0"></span>y z akt<span class="_ _0"></span>y<span class="_ _1"></span>w<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowych<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x3b y319 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y319 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y319 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31a w17 h27"><div class="t m0 x21 h2d y218 ff5 fs4 fc0 sc0 ls0 ws0">4. Inn<span class="_ _0"></span>e wpł<span class="_ _0"></span>ywy inw<span class="_ _0"></span>estycyj<span class="_ _0"></span>ne<span class="ff3 fs5"> </span></div></div><div class="c x3b y31a w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31a w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31a w1a h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31b w17 h3a"><div class="t m0 x21 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">II. W<span class="_ _0"></span>ydatki<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y31b w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31b w19 h3a"><div class="t m0 x41 h2d yd ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">337</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31b w1a h3a"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">1 1<span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x40 y19 w5 h40" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">30<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y22f w17 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">b</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ma</span><span class="fc2 sc0">te</span><span class="fc2 sc0">r</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wn</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">or</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">rzeczow<span class="_ _0"></span>ych a<span class="_ _0"></span>ktywów <span class="_ _0"></span>trwał<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y22f w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y22f w19 h1d"><div class="t m0 x46 h2d y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">337</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y22f w1a h1d"><div class="t m0 x1 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">1</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y94 w17 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Inw</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ty</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="fc2 sc0">mo</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">or</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">z </span><span class="fc2 sc0">war</span><span class="fc2 sc0">toś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">prawne<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x3b y94 w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y94 w19 h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y94 w1a h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31c w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">3. Na <span class="_ _0"></span>aktyw<span class="_ _0"></span>a finan<span class="_ _0"></span>sowe, w t<span class="_ _0"></span>ym:<span class="fs5"> </span></div></div><div class="c x3b y31c w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31c w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31c w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31d w17 h27"><div class="t m0 x21 h2d y218 ff5 fs4 fc0 sc0 ls0 ws0">a) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach <span class="_ _0"></span>powiązan<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y31d w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31d w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31d w1a h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31e w17 h3f"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">nab<span class="_ _0"></span>y<span class="_ _1"></span>ci<span class="_ _0"></span>e<span class="_ _1"></span> a<span class="_ _0"></span>k<span class="_ _1"></span>tyw<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowy<span class="_ _0"></span>ch<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y31e w18 h3f"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31e w19 h3f"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31e w1a h3f"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y31f w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzielo<span class="_ _0"></span>ne poż<span class="_ _0"></span>ycz<span class="_ _0"></span>k<span class="_ _1"></span>i dłu<span class="_ _0"></span>gotermi<span class="_ _0"></span>nowe<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y31f w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y31f w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y31f w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y320 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">b) w po<span class="_ _0"></span>zosta<span class="_ _0"></span>łych j<span class="_ _0"></span>e<span class="_ _1"></span>dnost<span class="_ _0"></span>kach<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y320 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y320 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y320 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y321 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">nab<span class="_ _0"></span>y<span class="_ _1"></span>ci<span class="_ _0"></span>e<span class="_ _1"></span> a<span class="_ _0"></span>k<span class="_ _1"></span>tyw<span class="_ _0"></span>ów finan<span class="_ _0"></span>sowy<span class="_ _0"></span>ch<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y321 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y321 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y321 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y322 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzielo<span class="_ _0"></span>ne poż<span class="_ _0"></span>ycz<span class="_ _0"></span>k<span class="_ _1"></span>i dłu<span class="_ _0"></span>gotermi<span class="_ _0"></span>nowe<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y322 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y322 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y322 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y323 w17 h27"><div class="t m0 x21 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0">4. Inn<span class="_ _0"></span>e wyd<span class="_ _0"></span>atki inwe<span class="_ _0"></span>stycyj<span class="_ _0"></span>ne<span class="fs5"> </span></div></div><div class="c x3b y323 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y323 w19 h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y323 w1a h27"><div class="t m0 x42 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y324 w17 h30"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">lno</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">inwe<span class="_ _0"></span>stycyjnej<span class="_ _0"></span> (I-II<span class="_ _0"></span>)<span class="ff3 fs5"> </span></div></div><div class="c x3b y324 w18 h30"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y324 w19 h30"><div class="t m0 x27 h2d y1d8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">263</span><span class="_ _0"></span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x3e y324 w1a h30"><div class="t m0 x24 h24 y1d8 ff2 fs4 fc0 sc0 ls0 ws0">-1 0<span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="ffc fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y325 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">C</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">E</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">ŚR</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">EN</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">DZIAŁ<span class="_ _0"></span>ALNOŚ<span class="_ _0"></span>CI F<span class="_ _0"></span>I<span class="_ _1"></span>N<span class="_ _0"></span>A<span class="_ _1"></span>N<span class="_ _0"></span>SOWEJ<span class="ff3 fs5"> </span></div></div><div class="c x3b y325 w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y325 w19 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3e y325 w1a h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y9c w17 h27"><div class="t m0 x21 h2d yd ff4 fs4 fc0 sc0 ls0 ws0">I. W<span class="_ _0"></span>pływy<span class="ff3 fs5"> </span></div></div><div class="c x3b y9c w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y9c w19 h27"><div class="t m0 x42 h2d yd ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y9c w1a h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">372</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y326 w17 h1e"><div class="t m0 x21 h1a y1cb ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tt</span><span class="fc2 sc0">o </span><span class="fc2 sc0">z </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">(</span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ji</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">ji</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">nny</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h2d y1cc ff5 fs4 fc0 sc0 ls0 ws0">instrum<span class="_ _0"></span>entów <span class="_ _0"></span>kapita<span class="_ _0"></span>łowych or<span class="_ _0"></span>az do<span class="_ _0"></span>płat <span class="_ _0"></span>do kapitał<span class="_ _0"></span>u<span class="ff3 fs5"> </span></div></div><div class="c x3b y326 w18 h1e"><div class="t m0 x21 h2d y2ff ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y326 w19 h1e"><div class="t m0 x42 h2d y327 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y326 w1a h1e"><div class="t m0 x42 h2d y327 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y328 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">2. Kre<span class="_ _0"></span>dyty i<span class="_ _0"></span> pożyczki<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y328 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y328 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y328 w1a h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">372</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y329 w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">3. Emisj<span class="_ _0"></span>a dłuż<span class="_ _0"></span>nych <span class="_ _0"></span>papieró<span class="_ _0"></span>w wartoś<span class="_ _0"></span>ciow<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3 fs5"> </span></div></div><div class="c x3b y329 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y329 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y329 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32a w17 h3a"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">4. Inn<span class="_ _0"></span>e wpł<span class="_ _0"></span>ywy finan<span class="_ _0"></span>sowe<span class="ff3 fs5"> </span></div></div><div class="c x3b y32a w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32a w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32a w1a h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32b w17 h27"><div class="t m0 x21 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">II. W<span class="_ _0"></span>ydatki<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y32b w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32b w19 h27"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">3 <span class="fc2 sc0">00</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32b w1a h27"><div class="t m0 x40 h2d yd ff2 fs4 fc0 sc0 ls0 ws0">2 3<span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0">9</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32c w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">1. Nab<span class="_ _0"></span>ycie u<span class="_ _0"></span>działów (a<span class="_ _0"></span>kcji) <span class="_ _0"></span>własn<span class="_ _0"></span>ych<span class="ff3 fs5"> </span></div></div><div class="c x3b y32c w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32c w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32c w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32d w17 h3b"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">2. Dy<span class="_ _0"></span>widen<span class="_ _0"></span>dy<span class="_ _1"></span> i i<span class="_ _0"></span>nne w<span class="_ _0"></span>ypłaty n<span class="_ _0"></span>a rzecz w<span class="_ _0"></span>łaścici<span class="_ _0"></span>eli<span class="ff3 fs5"> </span></div></div><div class="c x3b y32d w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32d w19 h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32d w1a h3b"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32e w17 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Inn</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ż </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na </span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">z </span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h2d y73 ff5 fs4 fc0 sc0 ls0 ws0">podział<span class="_ _0"></span>u zys<span class="_ _0"></span>k<span class="_ _1"></span>u<span class="ff3 fs5"> </span></div></div><div class="c x3b y32e w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32e w19 h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32e w1a h1d"><div class="t m0 x42 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y19d w17 h27"><div class="t m0 x21 h2d y218 ff5 fs4 fc0 sc0 ls0 ws0">4. Sp<span class="_ _0"></span>ła<span class="_ _1"></span>ty <span class="_ _0"></span>kred<span class="_ _0"></span>y<span class="_ _1"></span>tów <span class="_ _0"></span>i poży<span class="_ _0"></span>czek<span class="ff3 fs5"> </span></div></div><div class="c x3b y19d w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y19d w19 h27"><div class="t m0 x1 h2d y218 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">6</span><span class="fc2 sc0">0</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y19d w1a h27"><div class="t m0 x46 h2d y218 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">335</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y32f w17 h3a"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">5. Wy<span class="_ _0"></span>kup dłużn<span class="_ _0"></span>ych p<span class="_ _0"></span>apieró<span class="_ _0"></span>w wart<span class="_ _0"></span>ościow<span class="_ _0"></span>yc<span class="_ _1"></span>h<span class="ff3 fs5"> </span></div></div><div class="c x3b y32f w18 h3a"><div class="t m0 x21 h2d y218 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y32f w19 h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y32f w1a h3a"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y19e w17 h27"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">6. Z t<span class="_ _0"></span>ytułu i<span class="_ _0"></span>nnych z<span class="_ _0"></span>obowiąz<span class="_ _0"></span>ań finan<span class="_ _0"></span>sowych<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y19e w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y19e w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y19e w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y330 w17 h3b"><div class="t m0 x21 h2d yd ff5 fs4 fc0 sc0 ls0 ws0">7. Pł<span class="_ _0"></span>atności zo<span class="_ _0"></span>bowiąza<span class="_ _0"></span>ń z t<span class="_ _0"></span>ytułu um<span class="_ _0"></span>ów le<span class="_ _0"></span>asingu fi<span class="_ _0"></span>nansow<span class="_ _0"></span>ego<span class="ff3 fs5"> </span></div></div><div class="c x3b y330 w18 h3b"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y330 w19 h3b"><div class="t m0 x1 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">4</span><span class="fc2 sc0">8</span><span class="fc2 sc0">0</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y330 w1a h3b"><div class="t m0 x1 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0">3</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y331 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">8. Ods<span class="_ _0"></span>etki<span class="fs5"> </span></div></div><div class="c x3b y331 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y331 w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">468</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y331 w1a h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">666</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y332 w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">9. Inn<span class="_ _0"></span>e wyd<span class="_ _0"></span>atki finans<span class="_ _0"></span>owe<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x3b y332 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y332 w19 h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y332 w1a h27"><div class="t m0 x42 h2d yd ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y333 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">lno</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff2 fs4 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>sowej <span class="_ _0"></span>(I-II)<span class="ff3 fs5"> </span></div></div><div class="c x3b y333 w18 h1d"><div class="t m0 x21 h2d y229 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y333 w19 h1d"><div class="t m0 x24 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-3 <span class="fc2 sc0">00</span><span class="_ _0"></span><span class="fc2 sc0">8</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y333 w1a h1d"><div class="t m0 x24 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-1 9<span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0">7</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y334 w17 h1e"><div class="t m0 x21 h1a y1cb ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">D</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">E</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">EN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">E </span><span class="fc2 sc0">N</span><span class="fc2 sc0">E</span><span class="fc2 sc0">TT</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">EM </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">.</span><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">+/</span><span class="_ _1"></span><span class="ff2"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y1cc ff2 fs4 fc0 sc0 ls0 ws0">B.III +/-<span class="_ _0"></span> C.I<span class="_ _0"></span>II)<span class="ff3 fs5"> </span></div></div><div class="c x3b y334 w18 h1e"><div class="t m0 x1a h2d y327 ff2 fs4 fc0 sc0 ls9 ws0">32<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y334 w19 h1e"><div class="t m0 x41 h2d y327 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">313</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y334 w1a h1e"><div class="t m0 x30 h2d y327 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">99</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y335 w17 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">E.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">L</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">SO</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">M</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">TA</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Ś</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff4 fs4 fc0 sc0 ls0 ws0">PIENI<span class="_ _0"></span>ĘŻNY<span class="_ _0"></span>CH, W <span class="_ _0"></span>TYM<span class="ff3 fs5"> </span></div></div><div class="c x3b y335 w18 h1d"><div class="t m0 x1a h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0">32<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y335 w19 h1d"><div class="t m0 x41 h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">313</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y335 w1a h1d"><div class="t m0 x30 h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">99</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y336 w17 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">zmi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">nu </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">w </span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _1"></span><span class="fc2 sc0">h </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">r</span><span class="fc2 sc0">ó</span><span class="_ _0"></span><span class="fc2 sc0">żni</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y1cf ff3 fs4 fc0 sc0 ls0 ws0">kursow<span class="_ _0"></span>ych<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x3b y336 w18 h1d"><div class="t m0 x21 h2d y230 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y336 w19 h1d"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y336 w1a h1d"><div class="t m0 x42 h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y337 w17 h27"><div class="t m0 x21 h2d y218 ff4 fs4 fc0 sc0 ls0 ws0">F. ŚRO<span class="_ _0"></span>DKI <span class="_ _0"></span>PIENIĘŻ<span class="_ _0"></span>NE N<span class="_ _0"></span>A POCZ<span class="_ _0"></span>ĄTEK <span class="_ _0"></span>OKRES<span class="_ _0"></span>U<span class="ff3 fs5"> </span></div></div><div class="c x3b y337 w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y337 w19 h27"><div class="t m0 x41 h2d y218 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y337 w1a h27"><div class="t m0 x41 h2d y218 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">270</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y338 w17 h30"><div class="t m0 x21 h1a y339 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">G</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ŚR</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">EN</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">C</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ES</span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">F</span><span class="fc2 sc0"> </span><span class="fc2 sc0">+</span><span class="_ _0"></span><span class="fc2 sc0">/</span><span class="_ _1"></span><span class="ff2"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">)</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">W TYM<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x3b y338 w18 h30"><div class="t m0 x1a h2d y33a ff2 fs4 fc0 sc0 ls9 ws0">32<span class="ff3 fs5 ls0"> </span></div></div><div class="c x3c y338 w19 h30"><div class="t m0 x41 h2d y33a ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">682</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y338 w1a h30"><div class="t m0 x41 h2d y33a ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y33b w17 h27"><div class="t m0 x21 h2d yd ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">o <span class="_ _0"></span>ograniczon<span class="_ _0"></span>ej możli<span class="_ _0"></span>wości d<span class="_ _0"></span>ysponow<span class="_ _0"></span>ania<span class="ff3 fs5"> </span></span></div></div><div class="c x3b y33b w18 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y33b w19 h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">267</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x3e y33b w1a h27"><div class="t m0 x46 h2d yd ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">149</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h1a y33c ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y33d ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y33e w1c h41"><div class="t m0 x19 h2d y33f ff3 fs5 fc0 sc0 ls0 ws0">Szczeci<span class="_ _0"></span>n<span class="_ _1"></span>, </div></div><div class="c x2f y33e w1d h41"><div class="t m0 x53 h2d y33f ff3 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span>3 kwie<span class="_ _0"></span>tni<span class="_ _1"></span>a<span class="_ _0"></span> 2025 r<span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x40 y19 w5 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAW3CAIAAAAXYR9GAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd2AUdcLw8UlCAgEhBEICBJQSCYKFUzhQ6aAoonJYEXxU1FPBdtjQO7F3FBRQlKqgdEQFHqUoj7yKp6Jnp3MQkE7oJZDs+8c8zz77BAih3J16n88/kN3Zyezs7O53JrO/jYtEIgEAAHAsxFsFAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAHBslov+Li4uzOgAA4MhEIpH/k9cLFiywUgAA4Gg4OQQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAAD+ZeIikch//y8uzuoAAIAjE3b1/+Y1AABwlJwcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADy2ioAAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawB+mdauXZuRkXHSSSfl5uZaGwC/mryePHnyiSeeeOutt/5zlrJNmzbt27f/JayvPn36ZGVlrVix4lf6eH/22WdjxoxZt26dTf8o9e7dOysra8OGDeGPEydOnDhx4m/mUf5X3Z3TTjutW7duxZx4zZo1WVlZjzzyiK2xkBdeeGH9+vUvvfRSampqcaZfsGDBmDFjFixYYNUB/CvzumPHjpdccsnAgQPfeuutf8JSLl++/CiL9umnn27QoMHRZ+WGDRuWLFmSl5f3K328BwwY0Llz5x9//PEXtVSbN29u0KDBo48+emxnO3PmzAYNGkybNu0fsczr1q1bsmTJvn37wh+vueaaa6655jfzKP+r7s6SJUt+/vnnYk68b9++JUuWrF+//rf3unw0m25ubu4rr7xy7733nnPOOcW8yXvvvde5c+f33nvPOyLAMVHiiG/5xBNPzJ49+7bbbuvQoUO5cuV+4fdz5cqV33zzza83i4+Vm266qW3btnXr1v1FLdW+ffu++eabhg0bHvNq/+abbzZt2vRPuAuvvvrqb+lR/kXdnX9DR7Ppbty48fnnn7/22muLf5Pzzz8/LS2tUaNG1jzAPy+vV65cuXXr1mrVqsVmdEJCQt++fc8666x+/fr17t27mL9vwYIFe/fuzc7OTkxMLHTVtm3bVq9evXv37szMzIoVKx7w5gUFBT/99FNeXt7JJ5+8/xyO2IoVK9asWVOpUqWaNWsekxlGIpGFCxdu27atRo0aaWlpB5vs559/Xrt2bVZWVtmyZQ/4Nrl27dqKFStmZGQc1gLn5eUtXrw4KSnphBNOKLSWmjVr1qxZs0LT79q1a8GCBQUFBdnZ2WXKlDmaO758+fL169dnZWWVL1++0FW7d+9es2bNli1bKlSoUL169cPKhWXLliUnJ9etWzchIeGA02zZsmXx4sXVq1dPT0//lzyRunTpcsDdhuXLl+/bt69WrVr7b67F2eqK3kJ27ty5YsWKUqVKnXDCCXFxccfwUT7g3TnYU3L+/Pl79uypX79+UlLSAV89Vq9enZ6efsIJJxzs5WXt2rVFPHa5ublLly4NN4D4+AP/wW3nzp3z588vU6ZMdnb2ASfIy8v78ccfU1JSatSoEbuu/nEvAlH5+flr167dsGFD6dKla9SoUaJEiaOcYdErpFKlSk2aNFm3bl3VqlUPeE/3fz2vX79+/fr1vR0CHDORIr3xxhvRN5v4+PjWrVvPmTMndoKzzz47IyOjoKCgiJn87ne/O/PMMydMmJCVlRXOKjU19d13341OsGjRomrVqsUuVcOGDb/44ovoBLVr165fv/7YsWOrVq0afQuZNm1aeO2HH36YkpLy5z//udDvvfLKK9PT0zdu3HjFFVeEb/zlypVLSUlJSUnp1atXOM0nn3xy2mmnRX/vySef/OWXXxZxX+67774gCBYtWhS95IUXXkhJSbn11lujK2Hy5MnHH398dKV17Nhx/fr10elvu+22lJSUWbNmtWjRIrqj8vDDD8f+lr/+9a9nnXVWdKnq1as3dOjQ4izwnj177rjjjtKlS0fnfNZZZ/3tb3+L/t7Q0qVLo9P37NkzOTk5nL5kyZL33HPPvn37IocjnPPMmTPPPPPMcD5JSUmPP/547DS///3vYzugWrVqI0eODK/6+uuvw7f5pKSk6BJu3rw5EomsWrXqwgsvjN6wUqVK0VtFIpGxY8empKQMHTr0mmuuicZrx44dt23bFolE+vfvH66H0qVLh/Ns2rTpli1bqlSp0qJFi0J3YcCAASkpKe+//37x7/VNN90UBMHq1avDHxs1atSoUaPotXl5eQ888EBKSkq4VMnJyVddddXKlSuL8yAWZwtZvXp1dKsOgiAjI6Nnz54FBQXH6lEudHcO9qQeP358dE8pLS1t6tSpsdP88MMP0U0iCILf/e538+bNi51g2bJlrVq1ik7QtGnTxMTEdu3aRSfYvHnzVVddFd2nqly58ptvvhm9NicnJwiCG2+88eGHH45u86eddtrixYvDCVatWpWSknLnnXc+/vjj0f29evXqzZ8/P3YxDutFYNWqVeXLl7/llluil7z77rspKSnjxo2L3TYqVqy4ffv2SCRy5513lipVKjrzsmXLFlr54ZrcuHHj3XffnZWVVaFChRtvvHH/TbeYK6RDhw7R50vp0qWjT4eiX88nTpyYkpIyceLE4m//4bMv9rffe++95cuXX7VqVfSS+vXrt23bNgLw76eovO7bt294YKN///6TJk166KGHMjMzC1Vs//79gyCITeH91a5du0SJEgkJCV27dn3llVcefPDBUqVKpaSkbNy4MZzgm2++adSoUe/evUeOHDlu3LjevXuXLl06LS1t69at0TnExcWVKlXqj3/848svv9yzZ8+SJUsmJyeHAVFQUFC7du2KFSvu2rUr+ktXrFiRkJBw9dVXRyKR8ePHh2/z999//1NPPfXUU0/NnDkzrNiSJUs2aNBgwoQJ8+bNGzlyZPXq1dPS0tatW1fMvB4wYEAQBP/xH/+Rn58fXvKf//mf8fHxderUGT58+AcffHDfffclJCQ0aNBg9+7d4QTXX399EAQlSpRo0aJFv379XnjhhfCo3qxZs8IJ5s6dW6pUqdTU1Mcff3zSpEkvvvhiw4YNzz777OIscPfu3ePi4u644473339/6tSpf/nLX6pXrx4m6bRp05566qnwoGZ0+Tt16pSYmPjAAw988skns2fPvvHGG4MgeOihhw5rGwrvUXx8fPv27V966aVHHnkk3At66623otOcfvrpt99+++DBgydOnNi3b99atWoFQfDpp5+Gpfjggw8GQdCoUaOn/sfu3btzc3Nr1aqVnp7+8ssvf/HFF1OnTm3atGlcXFx0RY0cOTJckyeeeOJjjz32yiuvhPfuwQcfDNdVeAj2iiuuCOc5bNiwSCRy3XXXFdpiCwoK6tSpU6NGjeiDeAR5nZ2dnZ2dHZ1hx44dgyDo0KHD8OHDx44de8stt5QpU2bGjBnFeRAPuYVs3LixZs2aCQkJt95669ixY4cNG9axY8e4uLi9e/ceq0c59u4c7EkdFxdXsmTJG2+88eWXX77zzjuTkpJKlSoVbfpVq1alpaWVLVv2ueeemzFjRv/+/StWrFi2bNnoUuXm5taoUSM+Pv7mm29+4403XnnllcsvvzwuLi6a1/v27Qsf8dtvv33atGmjRo0KI3jMmDGxeR0XF1elSpX7779/wIABV1xxRdjHe/fujU5QokSJ8uXL9+zZ89VXXw1PmWjWrFnsruzhvghkZWVlZWVFf+zatWsQBJ06dYpecuKJJzZu3Dj8f7du3bp06TJgwICJEycOGTIk3GV68sknY9dkWlpaZmZmhQoV2rRp06xZsz59+hxw0y16heTn55988snlypV74YUXZs6cOX78+D/+8Y/HHXdcTk7OIV/PR48eHQTB6NGji7/9r1y5MgiCG264IbrNhztaL730UnQDCILgvvvu8y4LyOv/tXbt2lKlSmVnZ+/cuTN64Y4dOz7//PPYyb7//vsgCPr06VP0O3FaWlp4DDXUr1+/IAjefvvtg93kmWeeCYJgypQp0TlUrlx5yZIl0QlGjBgRBMHdd98d/vj8888HQTBixIjoBA888EAQBNGl7dGjRxAE0Xea6CHVmjVrxh7d+X//7/8FQfDss88WJ69fe+21uLi46667LjbL6tWrV65cueieQyQSefbZZ4MgePnll2PjKfaoz9/+9rcgCO64447o0azExMRCB9hmz55dnAWuWLFiw4YNY2+4e/fu6EHTSCRy1113RZc//ODUwIEDY6dv27ZtuXLlwjo5rLyOPXK5aNGihISEM84442A3+etf/xr78IWfTrv++utjp7n33nsTExO//vrr6CVbtmypWLFi+/btY/O6R48ee/bsiR4zTk9PP+2008Ifx48fHwRB7AHvSCQyb968IAiuvfba6CXTp08v+kE/3Lx+5513wp2u2OmXL1++bNmy4jyIh9xC/vSnPwVBECZX1McffxzdDo/+US5OXleuXDl6nDgSiQwbNiwIgrvuuiu6pxcEQbhHEfr888+DILj88stjn6Gvvvpq7GzLlCkTzetx48YFQRC7P799+/b09PTMzMzYem7Tpk10PzwSiYQBHb50hBOcffbZa9eujU4Q7vnk5uYe8YvAzTffHATBmjVrwr8MpKSkZGVlJScnh4erw435gQceOOBt9+zZU758+dgnae3atRMTE//yl7/EHh044KZb9Ar57rvvYp9T0b9y7Nix45Cv50eQ15FIpG7dunXr1o19RmdlZUV3XcK7MH36dO+ywL+hg44cMmXKlN27d8f+TTn8a2Ohj79kZ2cnJCQc8sP+GRkZsX9+PfXUU8OTHQudUDh9+vTXXnvtiSeemDt3bhAE0VHPgiCoWLFieMgz1Llz55IlS86ZMyf8sVu3bqVLl3755Zej51kOGTKkcePGRXxYZ+XKlZ9//nmnTp1279694X/UqVOnZMmSYYEVbcSIETfddFO3bt2GDBkS/Wvs0qVLf/zxx8suu6xChQrRKcM34zC5os4999zo/0855ZS4uLhwbSxduvTrr7++9NJLC51C2qJFi+IscGpq6vz582fPnh29YcmSJTMzMw94FyZOnJiYmHjRRRdtiNGkSZOtW7cuXrz4cM8y+v3vfx/9f/gu+/XXX+/YsSN64Z49ez755JPhw4c/++yz4YAzsY/vARfvjDPOqFatWnTZ8vLyTj311EKPTsuWLaPnSCQmJtatW7foQWZOP/30M888c+zYsdHPjQ0cODA5OTmM2mNiwoQJYQbFXnj88cfXqFGj+FvdwbaQcP6ZmZmFRvZo1qzZAc9LPraPcqyKFSvWrl079nTt2Kfke++9V7t27bZt20YnaNSo0emnnz516tT8/PxwwTIyMopY7eFAFuHTJ1SmTJmuXbuuWrXqyy+/jF5Yt27d2BPTw7yOLkYQBA0aNIg9qzv2xefIXgTatGkT/RWzZs3avn370KFDd+3aNWXKlCAIwteu1q1bx56A9+23344ePbpfv36PPPJIYmJioS2/Tp06jz32WOw5JEewQsKzX2bMmLFkyZLoBJUrVw7PMynm6/lhadOmzfz588PdiYkTJ5566qk9e/b85JNPVq9eHa6HpKSkpk2bOgMT+Dd00LwO33pPOumkom9fokSJcuXKHe7YWOHbYXQcj23btl1zzTUZGRnt2rW78847hwwZ8u2334ZvSwebQ1JSUuXKlcPX8SAIypcv36VLl88//zx8Uxw/fvy6detuu+22IpZh4cKFQRA8//zzlWKkp6fv2bNny5YtRS//W2+9df3117dt23bw4MGxTbNs2bIgCGJ3A8I7m5aWtnTp0oM+BvHxpUuXDtdGEau9OAv86KOP7t69u1WrVlWqVOnYsWOfPn3WrFlTxBrYu3dv9erVY2f4+OOPB0FwyDVwSDVq1CgoKIiOhPj0009nZGQ0bdr0j3/840svvfThhx8W/fjm5+cvXbr0s88+q/R/ffTRR0UvW9myZQ85Psytt966a9eu8GjrihUrpkyZ0qVLl9g9oqO0ePHixMTE6CcNjn6ri91C8vLycnJysrOzD/Yhv3/mo1zoKVmlSpVwe9u3b19OTk6hJ0L41NixY8fatWuDIFiyZEm4c36wGS5btiwpKanQzmE4zyKeTeGJNNFXhqJffI7s4WjdunV8fHyY15MmTWrRokXz5s3r168f7lbNnTu3ZMmSZ599djjx1KlTs7KyTjvttC5dujz55JOTJ08ODycfwRoueoVUq1ate/fu33zzTVZWVt26dbt27fr666/v2rXrsF7PD0u47xQe7J80adKll17aqVOnuLi4SZMmheuhSZMmsTUP8O/joJ9hD98Ainjziy2ho/ws/I033jh27Ni77767e/fu4SdvpkyZcuGFFxZ9q8TExIKCguiPPXr0GDx48MCBA4cNGzZw4MCMjIzLLrusiJuHt73nnnsuv/zyQldFP5F2MI888khmZubs2bM/+OCD8847r9BK2//T+nFxccV8Qy1itRdngTt37nz66aePHDlyzpw5s2bNeuedd5544okPP/zwd7/73QFnGH4kcf+rjv5tOMyX8BOHgwYNuv/++88///zHHnusQYMGCQkJ27dvP+BQGLHrIRKJtG7dOjxNqFBrHuWyXXrppT179hw0aNBdd901aNCg/Pz8ovfEDlckEomPjz/goA1Hs9Ud7hPzn/Ao7/+ghzlVxBMhvDY/P3/fvn0lS5Ys+p4WMYciXhbC3f5irpwjeDgqVKjQoEGDOXPm5OfnT548+bHHHguC4PLLL3/mmWd27tw5d+7cs846KzwU/d1333Xs2LFmzZrTpk1r2bJluHIaNmxY9N9tjniFDBw48NJLL50wYcLcuXPHjh375ptvPvfcc5999tlxxx13uJtNcbRs2TIhIWHOnDm1a9devHjxZZddlpGR0bx58/Hjx994441fffVVeP4PgLz+X+HnVObPnx87hMX+du/eHZ7/d8RLUFBQMGnSpGbNmj333HPFv9WePXtycnKiQysEQXDaaac1bdp0zJgxXbp0mTt3bu/evWOHCdv/XblGjRpBEGzfvv0IhlseMmRIu3btzjrrrEsuuWTGjBnRVRQOGFLo0Nq2bdvWr18fe25MEaKrff+rirnA2dnZ4bHJvXv3jho1qlu3bs8///yoUaMOOMNPP/20evXq+w/8d/QWLFhQrly5KlWqBEEwfvz4kiVLTpgwITq8wyGbqUSJEpmZmatXrz6awbAPlmJJSUk33njj448//s477wwZMqR58+bhCQPHSvXq1T/77LNly5btf/j2aLa6UMmSJStVqrRgwYIDxtY/+VGOtXXr1jVr1px//vlh41apUmX/Y8zhcHIZGRkJCQmVKlUq+jSe448//pNPPvn5559jj9eG8wxX4wEtWrQoCIID/ungiJ9T+2vbtm2fPn2mTJmSm5vbqVOnMK8feuihd95554svvujVq1c42eTJk/ft2zdo0KDYc0WOeNMtzgpp1apVOBjLli1bevXqNWjQoDFjxtxwww3FfD0/LOXLlz/jjDPmzJlTtmzZk08+ORxn/fLLL+/Ro8fUqVP37NlzuPca4DfjoAcCzzvvvPj4+H79+sX+qX3v3r3haRtR33//ffQz40ec1/tXwiG/cG748OF79uz5wx/+EHth+Ef/yy+/PDExMfYMxSAIwraIfTvPysqqX7/+yJEjwz8QR+3bt++Qv71Zs2ZVq1adPn16mTJlOnToEH6oKAiCOnXqZGVljRs3Ljc3Nzrxa6+9FgTBBRdcUJy1cdJJJ9WsWXP8+PF///vfYy//8ssvD7nAkUgk9pTTxMTELl26xMfHH+zP3B07doxEIvuPWf7DDz+EZ8eGevfu3atXr/C8l2L68MMP582b16lTp+jRskItWGgNp6amJiUlFYqtjh07/vTTT+GHrmJ98803xVyM/R/0qJtvvrlEiRLXX3/9+vXr9z90/fHHH/fq1Wvw4MFHtkmHj3X4kdaotWvX5uTkHM1WFzv/FStWjB07NvbCr7766oDHdIv5KB+95557rqCgIPono/bt2y9evDg8Cyi6Dc+bN+/cc88NDy03bdp0wYIFX331VXSC8DyW6I/t27cP/u8X3OzcuXPUqFHp6elFnDE8aNCguLi48POLh3TED0fbtm0LCgp69erVrFmz8OBC3bp1Tz755EceeWTHjh3hydkHtG7duuIcuj7gplv0CsnJyYl9kqakpFx66aXB/5wCVMzX88N9CrRt2/brr79+6623wt8VBEF4fsj9999fpkyZxo0be4sF/k0V8bHHcICChg0bjhgx4oMPPujTp0+dOnUKDcwXHigNj6UVMchA/fr1Yy/54osvwvfj8MfwiNdtt902adKk4cOHR7/Ld/jw4dE5JCcn9+zZ89133506dWrPnj0TEhLq1asX+1n7cOCI8HDplVdeWWgZPvrooyAIGjVqNHny5NGjR7/33nvhhYmJiWXLlu3du/eUKVOmTp368MMP16xZs4jBpAoNzPfFF18cd9xx4YG68JLw/Mv69euPGzfuk08+eeSRR0qUKJGdnR2OKhAdFyJ2JOxwwIQLLrgg/P/bb78dFxeXkZHx4osvTp8+fejQoa1btw4H5it6gcM0ad++/ejRo+fNmzdr1qxwnLI33njjgCOH5Ofnh5+fa9my5euvvz5z5szXX3/9kksuSUhIiK7YcGSYqlWrFjHKRHiPzj333IEDB7711lu9evVKTk6uUKHC8uXLY8eBOffcc8eMGTNu3LgbbrghDKxrrrkmOpMWLVrEx8c/9dRTU6dO7dOnz86dO9esWVOtWrX4+Phu3bqNHz9+xowZL7300llnndWkSZPYkUPGjx8fuzAXXHBBmTJlwv9v3rw5JSWlYsWKI0eOnDx5cqFBKsIgqFat2v53Lbyq0GgbxR85JC8vL/yg55VXXjlhwoQpU6bcd999qamp4TAah9zqDrmFLFu2LDU1NTEx8f777586der48eOvueaahISE6B053Ef5yEYOSUpKuvbaa4cNGzZixIirr746CIImTZpEl2Hp0qXlypUrX778wIED586dO3To0PT09FKlSn333XfhBHPmzImLi0tPTw8/6tq9e/fwz03RkUPy8vJOP/30+Pj4++67b86cOW+//XZ4jHnIkCGxA/NVr179mWeeef/998ePH3/RRRcFQdCtW7fYCXr06BG75OFfyaIjMx7Bi0AkEtm5c2d4ZkvsRvLoo48GQVC2bNnoSpg7d25cXNyJJ544ZMiQt99+u3fv3qmpqUEQnHDCCUW8PB5s0y16hcyYMSMpKemmm26aOnXqvHnz3n777dNPP71kyZLRF6siXs/3HzmkOE+BSCQya9as6N5a9MLwoPV5551n6ADAwHwHkJ+f/+STT8Z+5OvMM8/8r//6r+gE4YDBsUPAHller1ixIjruRFxcXPv27cOR+2LzunLlyvXq1YsuSevWrWO/v6BQ9HzyySf7X/XAAw9Ez8i85557ooNwNWnSJPZvss2bN//www+LmdeRSGTmzJlJSUm1a9eOltbIkSNjz5Y555xzYofGO2Q8hSO71alTJzqHWrVqRdOwiAUuKCi47rrrYs9pzszMHDRoUOwv6tmzZ+zy7969+9577409zTQ9Pb1Hjx7Rr7148cUXgyB47LHHDjkwX7t27aLHqhs3bhytqLD7/+M//iP6K04++eS33367UF5///330VOBS5QosWXLljCPLr300tjvO6xbt250iMND5nW4txMGTbhzFTtlmBRPPPFEobtTUFBQsWLFlJSU6B7R4eZ1mEfXXntt7JAmnTp1WrFiRXG2uuJsIT/88EPLli2jfxAoX758jx49ol9sdLiP8pHldVpaWvRpm5CQcOWVV0ZHuwt9+eWXsWfdZGdnF/pSqiFDhkS/PxWBnHMAACAASURBVLJy5cqjRo2KHZgvHOTuoosuit7N1NTU2H2ksJ5POeWUSpUqRReje/fueXl5xc/rI3gRCLVq1So+Pj66AUQikfCcrujAkdFnUHRIkPT09Jdeeun0008/ZF4fbNMtYoUsX768Xbt2sSedn3HGGeGAnod8PS+U18V8CoSbVnJy8kknnRR74aBBg4LDH+kS4Lfk0B+5KygoWLx48a5du2rUqFHo4z5vvvlm165dBw0aFKbGUR5EX7hw4caNG2vXrl3ESaJLly4NTz084BcX7927t0aNGpUrVz7YoFq7du1avnx5SkpKeJA7av369StWrEhOTq5Ro8bBzg8+LPv27fv++++3bdtWq1atg42Ld0g5OTkbNmyoWrXq/iukiAXet2/f4sWLt27dWrly5czMzEIfZrrhhhuGDh26evXqypUrRy/Mz89fuHDh9u3bMzMzq1SpEnsWx0UXXTR9+vQVK1YUcXp9OM/169cnJyevXLkyesp1IatWrVq2bFnlypWLOC921apVO3bsOP7442MHKduxY8fixYsLCgpOOOGEIxjfI/xm8vj4+BNOOCH2Y5GXXXbZe++9l5OTE42z6FkWZ5xxxp133hl+DcfR2LVrVziKSI0aNfYfdu3ot7pNmzYtX748NTW1evXqsQ/04T7KRyArK6tUqVLff//9xo0bw+/fPthnARctWhR+KXp4bm4h27Zt+/bbb0uXLn3KKacc7POIa9asWbx4cXJy8qmnnrr/d8sHQZCXl7do0aLc3Ny6deumpaUd2T065i8CUZs3b/7pp5/KlClTr169w/oU+ME23SJWyM6dOxctWrRv376Dfcl8Ea/n/4inAICTQw7Pli1bKleuXLNmzeixon+5119/PfaYN7EHriKRyNatW2vXrp2SklLMW+3du7dcuXKFvh7lYEevCx1t/YVbunRpQkJC7OHzqGeeeSY+Pj72C1N+24/ykTnYMVd+A369TwGAX4gSRxzlN9xww/r168MzF38huwovvPBCWlralVdeaa8p1vbt22vXrp2dnb148eLVq1c//fTTxbzh559/vnXr1ttvv/23t0769et3sPH4Zs6c2b59+9gvTPltP8rw23gKAPxyHGFeT5s2raCgYMCAAc2aNfuF3JNly5ZlZWV17979kF9+9u8mKSmpffv2y5cvb9as2R/+8Ifi735Uq1btgw8+OOOMM4qerGHDhps3by56DONflIKCgnC34YB37d577y3msG6/jUf5yJx//vm/nP1qjq1f6VMA4JejuF93AgAAHFK8VQAAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQDgH6pE+E9cXJx1AQAARywSiQSOXgMAwDEUF1Y2AABw9By9BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5bRUAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAOAwlYj+Ly4uzuoAAIAjFolEHL0GAIBj5n+PXi9YsMDqAACAo+HoNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIa6sAAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEolueff75t27Zbtmz51y5GXl5e27Ztn3766V/vmpw1a9bUqVNtUYC8Bvi3tmnTppycnPz8/COew6uvvnrRRRdt3LjxaBYjEonk5ORs2LDh17smH3744Z49e9qigH+JElYBwG/G2rVrFyxYsHfv3n/z9fDAAw/s2rXL9gDIa4Dfgry8vCVLlhx33HHVqlWLi4srdO2mTZs2btwYFxeXmZmZnJx8sJmsXLkyNze3Ro0aZcuWPSZLVVBQsGzZsh07dmRmZlasWPGYzHPLli05OTmlSpWqVatWfPxB/xy6dOnSffv21axZMzExcf9r16xZs3379sqVKx933HGFrsrNzV25cmU4/4SEhELXrlu3Ljc3Nz09PTU1tdBV559//v6/qOi5AchrgF+QtWvXtm/f/pJLLklNTR06dOi2bduCIKhdu/aAAQNq1aoVTjN16tSHHnoovCoIgoSEhFatWj322GMVKlSIndVPP/3Ut2/f7777LgiCxMTEW2+99eabbw6CYODAgcOGDevbt2/z5s1jU759+/ZVqlQZOXLkn/70pxkzZgRB0L59+zDrr7rqqrvuuisIggkTJvTt2zd6vkfLli2feuqpQr+3COvXr7/++uu3bdv26quv1qlTJwiCbdu2Pfzww9OmTSsoKAiCIC0trVevXhdeeGH0Jh07dixZsmS3bt369OmzYsWKIAjKlSv3zDPPtG7dOjrN5MmT+/fvv3LlyiAI4uLiGjdufNtttzVs2DBcnw899NDs2bMjkUgQBKmpqffff//FF18c3vDLL7989NFHFyxYEP5YoUKFSy655O677w5/b05OThAEGRkZ06ZNiz46RcwNQF4D/OJEIpHt27ePGjWqdOnSl156ac2aNb/++uu33377L3/5y1tvvRVOs3Xr1gYNGjRp0iQzM3Pfvn2ffvrppEmTdu3aNWzYsNhZXX/99S1atPjLX/6yZcuWcePG9e3bt3r16hdccMHFF1/cv3//UaNGxeb1Bx98kJOTE/Z3u3btfv7557/97W9dunQJjwSfcsopQRC88cYbTzzxxHnnnXf55ZeXLVv2s88+69+//+233z5q1Kji3LVNmzZdc80169atGz58eNjW+fn5N91007x5866++upmzZpt2bJlyJAhd999d3x8/AUXXBDeavv27QsXLrzzzjs7dOjQrVu3devWDRky5J577pk1a1b58uWDIBgxYsRTTz2VlZX14IMPZmRkzJ8/f9y4cXPmzGnYsOHWrVuvuuqqnTt39u7d+5RTTtm0adOrr7567733pqenn3nmmatWrbr++uurVq36zDPPZGRkrF69eubMmTNmzAjz+sorr9yyZcuoUaOiuzFFz82mC8hrgF+u0047bcCAAeGpF1dcccW2bdtmzpy5devWcuXKBUHQuXPnzp07Rye+8MILN2zY8PHHH2/fvj32vIhXX321RYsW4f8vuuiidu3aDRs27IILLqhWrVrLli1nz56dk5NTvXr1cII333yzfPny4WHj88477/PPPw/zunLlyuEEubm5zz//fLt27V588cXwklNPPTU/P79fv37ffvvtqaeeWvQ9ys3Nvfbaa9evX//666/Xr18/vHD69Onz5s27+eab//SnP4WXtG3btk2bNk8//XS7du1KlPjvd5Zy5cqNGDGibt264Y/ly5d/8sknv/jii3POOWfjxo3PP/98zZo1J06cWKpUqSAIzjnnnBtuuGHRokXhGlizZs2ECRNOOumk8LZnnHFGmzZthg0bduaZZ3700Ue7d+++7777WrZsGV7bqVOn8Ih1mNfhXsf69euj67OIudlogWPOyCEAx8xJJ50Ue1pzdnZ2EAQ///xz7DSrVq2aMWPGqFGj+vfvH56tUWgkvvCQc+j4449v2LDhDz/8EH5Qr2vXrpFIZMyYMeG1P/3009dff33ZZZeVLFnyYIv08ccf7969+8ILL9wUIwzlH374oei7s3Xr1m7duq1Zsya2rYMg+Oijj8K9heglpUuXvvjii9etW/f9999HL6xYsWK0raNrY/Xq1eEc8vLyrrvuurCtQ8nJyWHuf/DBB/Xr18/IyIgucF5eXnZ2drjA4b7K1KlTt27dGr1tdH9jf0XPDeCYc/Qa4B+lTJkyQRBEx/FYunTpgw8++OWXX4ZXpaWlbd++PQiC8ITgg6latWokEtmwYUP16tXPPvvsGjVqTJgw4Y477khKSnrzzTfj4+OvuuqqIm7+97//PQiCW2+9df+roqdPHND27du7dev2448/vvnmm/Xq1Yu9auXKlYmJiRkZGbEXVqtWLQiCnJycBg0aHHJtLF++PAiC2rVr7z9Zfn5+Tk5OTk7O/oeWk5KSgiBo167diBEj3n333WnTptWtW/eUU05p06ZNs2bNDvhLDzk3AHkN8KuUl5fXrVu3LVu2PProo+eee2442MXTTz89fPjwom8YjrYRnnERFxd31VVXPfnkk9OmTWvduvV7773XunXrqlWrFnHz8KOHL7zwwvHHH1/oqugJJAf00UcfZWZmBkEwYMCA1157LTZGD7g/EH6YsuhdhUIOONhIOIcmTZqE51LvP33JkiXHjBkzffr02bNnf/PNN6NHjx49evTFF1/87LPPHsHcAOQ1wK/St99+u3r16u7du19xxRWHdcO///3vycnJlSpVCn/s1KlT3759R40alZubu3v37quvvvpgTRkKEzkuLi72nJPiqFOnzltvvTVq1Kh+/frddddd/fr1iw5mV6VKla+++mrdunWxB7DDs5/DX3dIYdkvXbr09NNPL/y2VKJEenr6unXriljgpKSkDh06dOjQIQiClStX3nXXXe+8806PHj1OOOGEI5gbwLFl3x3gXyMvLy8csa4ICxcunDdvXqtWraKfFyxbtuzFF1/83XffDRo06MQTT2zSpEns9GlpacH/Pdu7RYsWiYmJr776aqGvWdm8efOaNWuK+NXZ2dlly5a95ZZbrr766unTpz/00EOx8wyCIHoKeBAEu3btevfddytUqFDMim3evHlcXNzrr7+el5cXvXDv3r3z588PguCcc85ZunTplClTCt0qvPbHH38MT6oJVatWLTzx42DnuhQ9t9CaNWv69OnTr1+/o/nKTID/3rG3CgD+CU466aTU1NTXX3+9dOnStWrVWrVq1ejRo5cuXbr/lOHZIykpKQsWLHjllVeSkpIKnTndpUuXMWPGbN68OTpwR9QZZ5wRBMFTTz11880379mzp3Tp0q1aterRo0e/fv06dOhw3XXX1axZc/v27X/961/feeedvn37Fn1+SOjPf/5zbm7u+PHjy5cvH55i0b59+xEjRrzyyit79+5t2bJlbm7uoEGDNm7c+PjjjxfzhObq1atfc801I0aM6Ny5c9euXStVqrRw4cKxY8eed955devW7d69+8yZM+++++5PP/20efPm5cqVW7JkydSpUwsKCsaNG/fBBx+MHTu2a9eujRs3Tk5Onj9//pgxY2rUqBEdGKSQoucWTjNz5szBgwefd955vm4GkNcAvw5lypTp16/fPffc06dPnyAIkpKSLrvsskaNGo0dO7bQlJs2bYp2c/Xq1Z955plCHwGsU6dOzZo1N2zYcNFFFxW6bePGjW+66aYhQ4b06NEjCILrr7++VatWt9xyS6VKlV5++eXHHnssnKxkyZItW7Y84CcL9xcXF/f0009v2bJl8ODB5cuXv+GGGxITE4cOHfrnP/958ODBgwcPDoKgXLlyjz766GWXXVb8FXLfffdVqFBh6NChvXr1Ci9p0KBB06ZNgyBIS0sbN27ck08++c4770ycODG8tlatWuGZMI0bN549e3b//v379+8fXtW2bdsHHnggtoxjT48pem6huXPnBkFwwDNtAA5XXPQ1aOHChVYHwD9UXl7eokWL8vPza9Wqtf93gEdt2LAhJycnOTk5Ozt7/69VX7hw4YUXXnjddddFw7SQ3bt3r1q1qmzZsunp6bGXr1y5ctOmTampqVWqVImebXI01q9fv3z58lKlSmVnZx/wC88PqaCgYPny5Xv27MnMzNz/69937ty5YsWKgoKCqlWrhl9GE7sTsmrVqqSkpMzMzP3XZNu2bUuUKPH+++8XZ24FBQW///3vq1WrNnnyZJsocJTq1Knj6DXAP09SUlLsANIHk5aWFp5FfUDDhw+Pi4vr0qXLwSYoVarUAY9MV6tWLRw+71ipVKlS9DOXRyY+Pr5mzZoHu7Z06dKxI2fHqlChQqEvdc/Pzw8PYC9atCgnJyf229eLntv333+/bds2h66BY0VeA/yarF+//r333mvRokURX6Ty72nOnDlPPPFEpUqVfvrpp/j4+BtuuKGYN/z0009TU1PDcUgA5DXAv5fvv/++VatW1157rVVRSPXq1evVq5ebm3veeed17tz5kN/3HtW8efOmTZsW8c2XAIfFudcAAHBs1KlTx7jXAABwzMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXVgEAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ3A/2fvPgOiOhr+7w8gUgQXpCoiiAgCFjRWSlQQexdEgyYSY9coiSbGNI3ltkWJJfZEgyjWgBoSY70uNMSCRkGEiCJgoSksTeru/8W57332oazEmuvK9/OKnTNnzszZffHbYc4sAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAACvVgNuAQDg1ZPL5RkZGfr6+g4ODtratc/1lJaW3rlzR09Pr1WrVvVvuby8/M6dO0ql0t7e3sDAoGaFzMzM7OxsKysrKyur+jdbVlaWk5NTVFQkk8maNm3KOwiAeA0A+FsoLCxcuHBhdHS0QqEQQpibm8+fP3/IkCHS0aysrIEDB44cOdLU1HTbtm0lJSVCCGdn5/Xr19vZ2Ul1Fi9eHBkZ+euvv0ZHRx86dOjBgwcBAQHz5s1TKpWbNm1SnaWnp/fOO+/MmTNHR0dHOjEjI2PBggUXL16UXnbt2vXu3bvu7u7r16+XSoYPH66np7dly5YtW7acPHlSLpcvW7asT58+/v7+CQkJSqVSqmZlZfXhhx8OGzaMdxMA8RoA8DpVVVVNmTIlLi5u/Pjx3t7ecrl8+/btc+fO1dbWHjRokBBCqVQWFRX98MMPZmZm48aNs7Kyunjx4vHjx6dPnx4VFdWgQQMhRGlpaVFRUXBw8J07d9q3b+/q6tqwYUMhxJo1a7Zu3frmm2/6+/s3aNAgKipq69atBQUFixYtEkI8evQoKCjo0aNHwcHB7u7uhYWF58+fv3jxopTFJUVFRZmZmUOGDCkrK3N1dbWwsNDS0pK6PW7cOCcnJxMTkwcPHoSFhX300UctWrTo2LEj7ykA4jUA4LX59ddf4+Lipk6dGhISIpX06dPH19d3+fLl/fr1k9KzEKJHjx4bNmwwMjISQowbN+6jjz6KioqKiYnp3bu3qik7O7vt27dbWlpKL7Oysnbs2PHGG29s3bpVysS+vr6TJ0+OiIgYP368o6Pjpk2bsrKy1qxZI+V4IURAQMDZs2er9bCwsHDSpEnTpk3T09NTFf7444/qdTp16hQQEPDrr78SrwHUxKONAIBX58yZM0KIsWPHqkoMDQ2HDRuWnZ2dkJCgKnRwcJCytcTf318IcfnyZfWmFi1apMrWQoiYmJiqqqrAwEApW0vGjBkjhDh16pQQ4uTJk9bW1qpsXRd7e/s5c+aoZ2tJeXl5XFzcoUOHtm3bdvToUSFEXl4ebyiAmpi9BgC8Ovfu3dPV1a32TGHz5s2FEBkZGe7u7rWeZWNjI4TIycnR3LIQwtbWVr1QepmRkaFQKDIzM7t16/Zs3d6yZcvWrVuLiop0dHTMzMxMTEyEEKql2ABAvAYAvB61RlJpvllDWq2oqBBC6OrqPrVl9anrai+VSuWzBeK9e/euWbPmzTffnD17touLi46OTnFxcadOnXg3AdSKxSEAgFenadOmFRUV2dnZ6oUZGRni/6aoa5WamiqEcHBw0NBys2bNVE3VbFlbW7tZs2apqanSdiV/yS+//KKrq7tu3bq2bduqNiEBAOI1AOD169mzpxAiIiJCVfLkyZMjR440adKkXbt2tZ5SVVX13XffaWlp9e3bV0PLXl5eWlpa+/btUy+ULiRdtHfv3tnZ2Xv37pUOVVZWhoWFlZWV1bPn6hPht2/f5q0EUBcWhwAAXp2BAwfu3Llz06ZNFRUVvXr1ysvL27x586NHj5YsWSJtrif5+eefDQwMnJ2di4qKjh07FhcX9+6771ZbV12NjY1NUFDQ7t27Z8yYMWbMGB0dncOHD589e3bo0KGurq5CiGnTpp04ceKrr76KiIiwtLS8efNmVVWVlpZWtfUktQb333//ffr06aNGjdLW1j5//vzhw4d5KwEQrwEAr5+uru6OHTs+/fTTbdu2bdu2TQjRuHHjr776KiAgQL2amZlZdHT09u3bhRCGhoYzZ86cOXPmUxtfsGCBvr7+rl27Tp48KYRo0KBBUFDQ/PnzpaMWFhb79+//9ttvr1+/LpfLhw4dOnHiRB8fH319fc3NBgcH37p1Kyoq6vz580KI1q1bf/PNN/XpD4B/Ji3Vcx5//vkntwMA8Grk5OSkpaXp6+s7OzurP7OYmZnZs2fPoKCgzz//PDs7u6ioyNbWVn1i+6mKi4tTUlIUCoWjo6OxsbGGmtnZ2d7e3sHBwaoIrkFWVlZGRoaFhYXqxyMBoCYnJydmrwEAr4GFhYWFhYWGClpaWlZWVtW28KuPRo0adejQodZDV65ccXd319bWFkJUVlauWbNGCNGnT5/6NPtsnQHwD0S8BgD8UwQFBenp6dna2hobG9+5cycvLy8oKKhz587cGQDEawDAfyd9ff2+ffu6uLi8jMY/+uijGzdu5ObmCiH69Onj5+cnbSoCAC8Qa68BAACAF8PJyYl9rwEAAIAXhngNAAAAEK8BAAAA4jUAAABAvAYAAABAvAYAAACI1wAAAADxGgAAACBeAwAAACBeAwAAAMRrAAAAgHgNAAAAgHgNAAAAEK8BAAAA4jUAAABAvAYAAABAvAYAAACI1wAAAADxGgAALtihbQAAIABJREFUAADxGgAAACBeAwAAAMRrAAAAgHgNAAAAgHgNAAAAEK8BAAAA4jUAAAAA4jUAAABAvAYAAACI1wAAAADxGgAAAADxGgAAACBeAwAAAMRrAAAAAMRrAAAAgHgNAAAAEK8BAAAA4jUAAAAA4jUAAABAvAYAAACI1wAAAACI1wAAAADxGgAAACBeAwAAAMRrAAAAAMRrAAAAgHgNAAAAEK8BAAAAEK8BAAAA4jUAAABAvAYAAACI1wAAAACI1wAAAADxGgAAACBeAwAAAMRrbgEAAABAvAYAAACI1wAAAADxGgAAAADxGgAAACBeAwAAAMRrAAAAgHgNAAAAgHgNAAAAEK8BAAAA4jUAAAAA4jUAAABAvAYAAACI1wAAAADxGgAAAADxGgAAACBeAwAAAMRrAAAAAMRrAAAAgHgNAAAAEK8BAAAA4jUAAAAA4jUAAABAvAYAAACI1wAAAACI1wAAAADxGgAAACBeAwAAAMRrAAAAAMRrAAAAgHgNAAAAEK8BAAAAEK8BAAAA4jUAAABAvAYAAACI1wAAAACI1wAAAADxGgAAACBeAwAAACBeAwAAAMRrAAAAgHgNAAAAEK8BAAAAEK8BAAAA4jUAAABAvAYAAABAvAYAAACI1wAAAADxGgAAAPjvpqVUKrkLAP7J/vzzT24CXjgnJyduAvDPxOw1AAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAAPytNFD9paWlxe0AAAAAnplSqeRH0QEAAIAXhsUhAAAAAPEaAAAAIF4DAAAAxOt/hPnz55uYmISGhtZ6NDs728rKytnZ+dGjR9wrAAAAvOB4XVpaOnDgwDZt2ty8efO/4Ebk5uZu2LDB3d39/fffr7XCmjVrcnJyvvnmGzMzs1orZGZmOjo6Llq0iE8VAAAA8fov09fX//bbb/Pz8wMDA0tLS/8Og/H39x86dOiznRsaGqqvrx8eHq6tXcs9yc/P37Rp0wcffNC/f/+6WqisrLx9+3ZOTs7LGNrJkyfd3d2jo6PVC5cvX+7u7p6dnc3nGAAA4D8+Xgsh7O3td+zYER8fv3r16r/DYJKSkhITE5/t3LZt20ZHR9vY2NR69NGjR6tXr162bNnrGlp+fv61a9ceP36sXnjv3r1r166Vl5fzOQYAAPjPiNdVVVUPHjy4fv16SkpKZWVlzQqDBg3q27fvmjVr5HL5i+1Zbm7ujRs3EhMTS0pKnr+1vLy8uLi4xMREhUJR86hSqezSpYuRkVFxcXGtp5uYmHh6eubl5dXzciUlJVeuXElOTn5d76tSqUxOTr58+XJubi6fcgAAgFeaw+oyZ84cfX19VU1jY+N58+ZVVlZWq3bixAkhxLfffltXO/fv3zcxMZk2bZqq5MiRIzKZbP/+/aqSKVOmmJmZFRUVKZXKiIgIExMT1XUbNGgwYsSI7OxsVeVZs2bJZLKsrKx169Z17NixSZMmH330kY2Njba2tra2tuz/HDt2TKlU5ufnv/XWWzo6OlJr1tbW4eHh6t3bsmVL06ZNVZdzcnLau3ev6uiFCxc8PDxUR11dXXfs2FHrMDMyMoQQkyZNWrhwoaGhoVS/Q4cOKSkpmnuuVCodHBwGDRqk3trJkydlMtkPP/ygVCrXr18vNWhoaCgNzcvLKzAwsGHDhkKIxo0bS4Xz58+Xzo2MjGzRosX/fn/S1h4+fHhOTo4SAAAAL18DDcm7oKBg1KhRPXr0aNq0aV5eXlhY2KpVq0xNTT/55BP1aj4+PpaWlj/99NO0adNqbadZs2bm5uZSCpfs379fLpdHREQEBARIJadPn3Z0dGzUqJE009y9e3cfHx97e/uKioqTJ09+//33xcXFx48fV80Ny+VyPz+/pKSkrl27duzYUU9P74MPPli5cmVlZeXcuXNVQbmqqmrw4MHnz5+fNWtW//79Hz9+vGrVqqCgIB0dncDAQCHEgQMHpkyZMmDAgI0bNxobGyckJOzZs+fkyZNjxowRQvz++++9e/c2MDBYsmSJq6trRkZGWFjYd9999+6779Z107Zv325tbT179mwbG5uYmJh9+/YNHz786tWrDRo0qKvnQgi5XF5UVKTeTkVFhVwuLysrE0J07dp1xIgR4eHhQ4YMcXd3F0JYWVkZGxunp6fHxsbOmDGjcePGQoguXboIIX755ZeRI0c6Ojp+//33zZo1O3369OrVq/38/H7//XfpWgAAAHg9s9fVlJWVmZiYdO7cueYhf39/IyMjDedOnTpVCJGZmSm1I5PJHB0dDQwMpOlq6XHABQsW1HX6gAEDtLS0CgoKpJcTJ04UQowaNerBgwfq1dzc3Fq1aqVesn//fiHEp59+qiopKiqytLS0sbGpqKhQKpWjRo0SQhQWFqqfdfv2bemPjh076urqJiUlqR89e/ashtlrX19fVT+VSuWECROEENI8uoaem5mZ9ezZU73k559/FkJs27ZNenngwAEhRFhYmHqdGTNmCCEyMjLUC11dXRs3bvzo0SNVycqVKzX/ewEAAAAvivZTw/f169f37t0bGhq6aNEiXV3dWtfyurm5FRUVFRYW1tWOr6+vECImJkYIcerUqaKioh07djx58uTYsWNCiNjYWGkWXP2UtLS0yMjIjRs3Lly4MCsrS6lUVnuwb/PmzeqLOmp19OhRIYQU7iWNGjUaN27c/fv3L1++LIQwNTUVQnz33XcVFRWqOg4ODkKIO3fuXL161d/f39nZWb3Nnj17arhimzZtjI2NVS+leC0N/C/1/NncuXMnMTExICCgSZMmqkJp+FFRUXyZBAAAeNk0xeuffvrJ0dGxQ4cOQUFBy5Yti4yMLC4uViqVNWtKYU7DnnQ+Pj7a2tpSyjx8+HDPnj3ffPNNNze3gwcPSvFaT0/P09NTqpycnNyzZ097e/sRI0YsWLBgz5499+/fl7L+Xx1eampqw4YNq+0HokrPQoiQkBBzc/PZs2ebmZn5+Ph88skn8fHxUrWUlBQhhIuLy/PcXzs7OyHEw4cPX83bmZqaqhqgirGxsbm5uTReAAAAvJ54HR8fP3z4cB0dnejo6OLi4uzs7Bs3btSVNauqqoQQ0vLiWjVp0sTd3T0mJqaqqioyMlJacj169Ojo6OiSkpLY2FgPDw/pMcry8vK+ffteuXJly5Ytubm5crn8zz//HDdu3LMNT6lUamlpVSuUSqSw7urqevPmzbVr1/bs2TMxMVHaSXr79u2qCqpnIp+Nrq6u5jvzYkl9rnXIz/DlBAAAAC8sXkdGRlZWVm7evHnAgAEGBgaaW5HmrS0tLTXU6dOnz7Vr144dO5aXlzdy5EgpXpeUlERFRV26dEm1MuTChQvp6ekhISGTJ0+u6/cR61IzRLZo0aKsrOzBgwfqhdI8rr29vfTS3Nx8zpw5R48ezczM/O2330xNTRcuXCiEsLW1FUIkJSU9z/29deuWEMLR0fGpKfzJkyeahyZqzN/XLJQ2DKk2UV1YWJiTk6MaLwAAAF5DvK4pOzu7rk2Ur1+/bm5urr6LX63xWqFQzJ8/39vbWwribdq0adu27aJFi4qLi6XF2bUqLy+X1mk8lZWVVVZWlvrPrAwcOFAIsWXLFlVJSUnJ7t27LS0tpX02zp07p74Tdo8ePVxcXKQ9vF1cXFq2bHngwIG7d++qX0VatF1Pmzdv1tLSGj58uOZqtra2N2/eVCVspVJ54cKFakMTQqSnp2sudHJycnR03L9/v/oW3Vu3bhVCDBo0iI87AADAy1bnogU/P78vv/xy6tSpH3/8sZmZ2dWrV9evX5+XlyctJlZXVlb2r3/9a8iQIZqv5OXlpaenl5SUNGvWLFXh6NGjv/jiC2NjYynsCiE6duxoYWERGhpqZGTUpk2bu3fvbtq0qZ5TyF5eXqdOnXrvvffGjh17//79bt26BQYGrl27dunSpeXl5YMHD87NzV26dGlWVtb27dulTaPnz5+fn58/Y8aMTp06KRSK48eP//bbb9LziFpaWmvWrBk5cmT37t0XLFjg4uKSkZERHh5eVlZ27ty5uvpw5MiRFi1adOjQobCwMCws7MiRI+++++5TF3APGjTo0qVLI0aMmDBhwuPHj3fu3BkXF6deoV27djKZbO3atXZ2dsbGxllZWZMnT/by8hJChISEfPrpp0+ePDEyMho8ePDy5cv9/f29vb2//PJLGxubkydPLl682NnZedKkSXzcAQAAXjoNu4p88803qglpS0vLdevWderUyc7Orlq13bt3CyF279791G1Kevfura2t/fDhQ1WJlJsHDhyoXu306dPNmjWTrquvrz9jxowpU6YIIVJTU9W3t6v5UykFBQXqc7TSdng5OTlDhw5VLUc2NTXdsmWL+hibN2+uOsXQ0PCDDz548uSJqkJUVJSTk5OqgoODg/rpNTfma9eunYWFhVRZR0dn+vTp5eXlqjp19by4uHjYsGGqqwwZMkSaclZtzKdUKg8ePCjtcyKE6NKli1S4YMEC1cLuefPmSYVhYWHqC3X8/Pzu3bvHLjkAAACvwFOeeMvPz79582ajRo1cXV1rfT6voqLC3d29qKjo1q1b0nzwC1FWVnbjxo2qqqpq+9zVR15eXmZmZtOmTdV/+jEzMzMlJcXAwKB9+/bS44bq0tLSsrKyTExM7Ozsav3tlYyMjNzc3GbNmknrMTQrLy+/detWXl5emzZtzM3N69/zjIyMtLS0li1bVtvqRKWysjItLU1bW9vOzk5b+38X9jx58iQtLU0mk6lv9ldZWZmQkFBYWOjg4FBXawAAAHjhnndDiZUrV3788cfbtm177733uJsAAAAgXj97vL506ZK0g/XPP/9cczM4AAAAgHhdX0+ePAkJCcnPz1+3bp3mLfkAAAAA4jUAAACAv0abWwAAAAAQrwEAAADiNQAAAEC8BgAAAEC8BgAAAIjXAAAAAPEaAAAAIF4DAAAAIF4DAAAAxGsAAACAeA0AAACAeA0AAAAQrwEAAADiNQAAAEC8BgAAAEC8BgAAAIjXAAAAAPEaAAAAAPEaAAAAIF4DAAAAxGsAAACAeA0AAACAeA0AAAAQrwEAAADiNQAAAADiNQAAAEC8BgAAAIjXAAAAAPEaAAAAAPEaAAAAIF4DAAAAxGsAAAAAxGsAAACAeA0AAAAQrwEAAADiNQAAAADiNQAAAEC8BgAAAIjXAAAAAIjXAAAAAPEaAAAAIF4DAAAAxGsAAAAAxGsAAACAeA0AAAAQrwEAAAAQrwEAAADiNQAAAEC8BgAAAIjXAAAAAIjXAAAAAPEaAAAAIF4DAAAAxGsAAAAAxGsAAACAeA0AAAAQrwEAAAAQrwEAAADiNQAAAEC8BgAAAIjXAAAAAIjXAAAAAPEaAAAAIF4DAAAAIF4DAAAAxGsAAACAeA0AAAAQrwEAAAAQrwEAAADiNQAAAEC8BgAAAEC8BgAAAIjXAAAAAPEaAAAAIF4DAAAAIF4DAAAAxGsAAACAeA0AAACAeA0AAAAQrwEAAADiNQAAAEC8BgAAAEC8BgAAAIjXAAAAAPEaAAAAAPEaAAAAIF4DAAAAxGsAAACAeA0AAACAeA0AAAAQrwEAAADiNQAAAADiNQAAAEC8BgAAAIjXAAAAAPEaAAAAAPEaAAAAIF4DAAAAxGsAAAAAxGsAAACAeA0AAAAQrwEAAADiNQAAAADiNQAAAEC8BgAAAIjXAAAAAPG6Tr6+vgMHDtRQITIysnXr1jNnznyVPU5OTo6IiEhOTq5P5fLyckdHx7lz5/4Nb/1fGohmhw4dcnR0/OCDD/hAAwAA/H3jdVpaWnp6uoYKw4cPHzVq1MaNG/fs2fPKenz06NGxY8cePXq0PpUVCsXt27czMzP/hrf+Lw1Eg9TU1IkTJ1paWi5dupQPNAAAwOvV4DnPX7p06dmzZ2fNmjV48ODGjRu/gh4PGDDA3Ny8S5cu/+m3/kUNZNasWVVVVXv37jUwMOADDQAA8B8QrxUKxc2bN8vLy9u2baurq6t+SEdHZ+3atR4eHqGhoV988cUr6LGbm5ubm1vN8vT09MzMTAsLi5YtW/7VNuVyeXp6epMmTZo1a6alpVX/ExUKxZ9//llYWGhnZ2dpaVlXteTk5IqKCmdnZ/W7V+tAcnNzs7KytLS07O3tDQ0Nn9qBCxcu/PTTT59//rmdnR2fZgAAgNfu6Y827t+/39bWtm3btp06dbKxsfn555+rVejRo4enp+e3336rVCrrauTzzz83qc0ff/zx4MEDU1PT6dOnqyofPXrUxMTkwIEDqpKpU6eam5sXFxcLIQ4fPmxiYnL48GHV0d9++83d3d3Ozq5bt24ODg7t2rWLi4urqyeZmZkdOnSwt7dPSEgQQty7d2/IkCFNmjRp37598+bNjYyMRowYUVRUpLnPUlPfffedjY2Ni4tL165dra2thwwZkpubq7pQp06dPDw8Dh061Lp16zZt2rRr187Kykp9KUi1gezbt8/U1NTCwqJt27Zubm4ymWzkyJE5OTma352NGzdqa2tPnjxZvbB37941u928eXM+7gAAAC/bU2avExMT33nnnbffftvd3T0lJWXjxo2jRo26ceNGtRniMWPGzJo1Ky4urnPnzrW206dPH5lMpnpZUFCwbNkyCwsLW1tbMzMzc3PzEydOqAd6uVweEREREBAglZw+fdrR0bFRo0ZCiPLycrlcXl5eLh26ePGij4+Pi4vLwYMHW7ZsmZiYuGDBgv79+ycmJlpYWFTrRk5Ojq+v74MHD06cONG2bVuFQjFgwID09PTVq1e3b98+Ly/vxIkTe/bsyc/PNzIy0tBnIcS6detmz54dEBAwadIkmUx25syZhQsX+vv7nz17VlU/Pj4+MDBw7NixH3744YMHD1atWjV+/Pg7d+40adKk5kDy8vK6d+/u4+Njb29fUVFx8uTJ77//vri4+Pjx43W9OwqF4pdffunVq1e16Dxx4kT15ebx8fE//PBD165d+bgDAAC8dMq6tWrVytra+vbt26qSnTt3CiHmzp1braY0E7x69WplPSgUimHDhunq6p47d04qmTp1qhAiMzNTqVSWlZXJZDJHR0cDA4OioiKlUinN4C5YsECqvHfvXiHE3r17pZddu3Zt2bJlYWGhqv1z584JIVauXKlUKp88eSKECAoKUiqVubm57du3NzU1jYuLk2rGx8fXHM7Dhw+Li4s19zk3N9fQ0NDf31+9zpIlS6S4r7p75ubmf/zxh6pCaGioEOLHH3+sdSA1DRgwQEtLq6CgoK4KUv+//vprDXf70aNHLVu2bNGiRU5OjhIAAAAv2VMWh5iZmTk4OKhejh07Vk9PLyYmplo1Z2dnHR2dBw8e1CfQL1myJCoqKjQ01NPTUyrx9fUVQkjNnjp1qqioaMeOHU+ePDl27JgQIjY2Vgjh4+NTs6l79+5dvHhx5MiRpaWluf/HyclJT0+v2vqQ/Pz8vn373rt379SpU506dZIKTUxMhBAnTpy4ffu2qqa1tXXNRc/V+vzzzz+XlJS89dZbuWreeOMNIYT6da2srDp06KB62b59eyGE5s1Y0tLSIiMjN27cuHDhwqysLKVS+fjx47oqSzfc1dVVw/T22LFjHz58ePjwYXNzc75MAgAAvGx/beeQhg0bWltbP3z4sHorDRo0btz4qQuFhRDR0dELFy6cMGGC+mJrHx8fbW3tmJgYf3//w4cP9+zZ880333Rzczt48GBgYGBsbKyenp4qi6v7888/penbr7/+utohuVyu+rugoKBfv35XrlyJiYnp2LGjqrx58+bTp0//9ttvHR0dnZ2dO3fu7OfnN3r06GpbcNTss3TdkSNH1uyS+nWrMTY2FkKoVoNUk5ycPHny5H//+99CiMaNG1tZWRUUFEj/XqirQemGm5mZ1VVhwYIFv/76686dO6XoDwAAgL9XvBZC6OrqKhSKmuVVVVUNGjyltZSUlKCgoE6dOm3atEm9vEmTJu7u7jExMVVVVZGRkYsXLxZCjB49esWKFSUlJbGxsR4eHvr6+rVeVAgxb9680aNHVzukvmz66NGj9vb2QohFixb99NNPDRs2VB3auHGjv7//wYMHY2Nj9+3bFx4evmrVqt9//93IyEhDn6U7EBER0apVq2rXfbYnCMvLy/v27fv48eMtW7aMGjVKSsxz586t+bWh2rca1U2o6eDBgytWrJgxY8Y777zDBx0AAODvGK/LysoyMjJ69uxZrby0tLSoqEjDznRCiOLi4hEjRujq6h4+fLhmVu7Tp8/q1auPHTuWl5cnzQqPHj36yy+/jIqKunTp0vz582ttUwrNRUVFdT1SKWnXrl1MTMyGDRs+++yzt956a9++fTo6OqqjvXv37t27txBCLpfPnz9/8+bNERER7733noY+S9fV0tLSfN36u3DhQnp6+ueff15tDxDNpBuuvl2Jyo0bN4KDg728vNauXcunHAAA4JXR/ku1v//++7KyshEjRlQrT0hIUCgU0pYadQkODr558+a+fftqrdanTx+FQjF//nxvb28pNbZp06Zt27aLFi0qLi6WFmfX1Lp1a1dX17CwMGm1hkplZWViYqLqZfv27WUy2aeffvr+++8fOnRIepJSCJGRkZGamqqqJpPJ/P39hdoCj7r6PGDAgIYNG/7P//xPSUmJevnjx4/v3bv3Qt6Y8vLylJQUzXVatGghhJAecFQnl8tHjBjRuHHjAwcOVNunHAAAAC/VU2av79y58+GHH/bq1UtHR+fUqVPffPONq6vrhAkTqlWTNo/z8/Orq53Q0NADBw54enomJycnJyeryn19fVu3bi2E8PLy0tPTS0pKmjVrluro6NGjv/jiC2NjYw0/bbh+/fr+/ft37tw5JCSka9euWlpaly5d2rVr1+jRo5cvX16zG7m5udu3bzczM1u+fHlycvKgQYOCg4OHDh1qbW2dnp6+ePFiPT29YcOGPbXPX3zxxWeffdauXbuQkBBnZ+eCgoIzZ87s3r07IiLiGdaHdOzY0cLCIjQ01MjIqE2bNnfv3t20aVNSUpLms1q1amVvb3/o0KFPPvlEvfydd965detWcHBwZGSkevn48eOlzQ0BAADwsjx1Yz71jSl8fHzu379fc9M6JycnR0dHDU2NGjWq1quHhYWp6vTu3VtbW/vhw4eqEilfDhw4UL2pmvvZnTt3rkePHqo2dXR0PDw8Tp06VW1jPkl5eXn//v2FECtXrkxLS+vXr5/6kvE33njj7Nmz9ezzjh07pFUiEgMDA39//7t376runpubm3rPL126JIRYtWpVrQM5ffp0s2bNpKb09fVnzJgxZcoUIURqaqqGGztz5kwhREJCgnphXQ87ZmRksFcOAADAS6WlYWMK9TnsBw8e2NjY1Pp74+Hh4ePGjdu8ebMUB1+XnJycMWPGlJSUnDx58i/N0ZaUlNy6dauystLW1lbz8vFa3b17Nzs729zcvEWLFk99uFOzsrKyGzduVFVVtWnTRtpm5KlSUlJcXFzGjBkTFhbGd0UAAIDXrl7xWoOCggJnZ2cDA4Pk5OTXvsx33LhxV69evXHjxj/qLZw0adL27dv/9a9/vfnmm3ygAQAA/oPjtVKpDAwMPHz48JkzZ7y9vV/7YI4cOTJs2LBu3bo1b968R48eH3744T/hLczPz+/YsaOWltaFCxdq/g48AAAAXiXt5zk5OjpaoVBs2LDh75CthRBDhw49duxY69atFQqFi4vLP+QtNDEx2bdvX6dOnbZu3coHGgAA4PV63sUhAAAAAFS0uQUAAAAA8RoAAAAgXgMAAADEawAAAADEawAAAIB4DQAAABCvAQAAAOI1AAAAAOI1AAAAQLwGAAAAiNcAAAAAiNcAAAAA8RoAAAAgXgMAAADEawAAAADEawAAAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAiNcAAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAADEawAAAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAAOI1AAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAD4j47XkZGRrVu3njlz5t9zVHl5eRERETExMfU/5c6dOxEREQkJCa+98zExMREREXl5ec/f1EcffeTo6Lhv3z4+6AAAAH/reD18+PBRo0Zt3Lhxz549f8NR3b59e+zYsStWrKj/KadPnx47duzBgwdfe+dXrFgxduzY27dvP2c7hw8fXrVq1eDBgwMDA/mgAwAAvBpaSqXy2c6sqqry9PS8detWampq48aN/1ajevTo0dGjR21tbX19fet5yq1bt86fP+/u7u7u7v56O3/q1KmMjIwhQ4aYmZk9cyPFxcUODg42NjYXL15s0KABH3QAAIC/Uby+d+9eQUFB8+bNq8Xo2NhYDw+PRYsWffHFFy8kE6emptra2lpZWUklFRUViYmJRkZGDg4OWlpatZ714MGDrKwsR0dHY2Pjp14iPT09MzPTwsKiZcuW9elSeXl5SkpKw4YN7ezsdHV1/9Jwnnqt8vLyxMREmUxmb29f1+hU32SysrJyc3MNDQ3t7e3rE5dXrFgxf/78U6dO+fj48CkHAAB4dZQa/fDDD6p0qK2t7ePjExMTo17B09PTyspKoVDU1cJnn30mq83Vq1eVSuW+fftkMtn27dvfeustHR0d6SqC48JOAAAgAElEQVTTpk2rrKxctWpVkyZNpEs7OTklJiaq2pw1a5ZMJjt16lTPnj2lCjo6OgsXLlRVyMrKkslkISEhqpLz58936NBBNeq2bdtevnxZOiT1QfLDDz9IhWVlZbNnzzY0NFS17+Hh8ccffxQVFdU6nMDAwPpc6/79+zKZbM6cOUuWLDExMZEquLq6JiUlqU4PCQmRyWRZWVnSyzlz5ujr66taMzY2njdvXmVlpeY3rkWLFk5OTuol9ek5AAAAnpOmedDQ0NCQkBA3N7f169fb2Nhcu3Zt+/btv/zyi5eXl6rOmDFjZs2aFRcX17lz51ob6dOnj0wmU70sKChYtmyZhYWFra2tNIMrl8unTp3q7Oy8dOlSY2PjLVu2bNq0SVogMXHixHbt2sXFxW3dunX69OlnzpyRGikpKZHL5f369fP09AwNDVUoFN98883ChQu9vb2lyVqFQiGXy0tKSqT6Fy9e9PHxcXFxOXjwYMuWLRMTExcsWNC/f//ExEQLCws3N7f58+cnJSXt2rWrrKxMOiUkJGTTpk3vv//+gAEDqqqqYmNjd+3aFR8f7+rq+tlnn6kPMDIy8vz58+3bt6/PtaSObdiwwcjI6N1333V2do6Njd25c+ekSZP+/e9/q49OoVCo7tioUaN69OjRtGnTvLy8sLCwVatWmZqafvLJJ3W9cfHx8enp6V999ZV6YcOGDTX3HAAAAC9x9jorK0tfX9/Z2bmkpERVWFxcfPHiRfVq0lYbq1evrk+WVygUw4YN09XVPXfunFQSFhYmhJg5c2ZFRYVUIj3S5+TkdPv2bdWJAwcOFEIUFxdLLydOnCiECA8PV1X4448/hBCzZ8+WXj58+FAIMWXKFOll165dW7ZsWVhYqKp/7tw5IcTKlStVJUePHhVCbNu2TXppZmbWuXNn9c6Xlpbeu3ev2ohiY2MbNmw4aNAg1fy95mtlZGQIITw9PVWT00qlcvjw4UKIvLw86eWUKVOEEA8fPqz1HpaVlZmYmFTrWzXr168XQsTFxWmoU7PnAAAAeImz18eOHSstLf3ggw8MDAxUhYaGhl26dFGv5uzsrKOj8+DBg/pE+SVLlkRFRW3cuNHT01O9vGfPnqr1xA4ODvr6+nZ2dg4ODqoKTk5O0dHRGRkZzs7OqsK+ffuq/m7Xrp2WllZ6enrNi967d+/ixYsffvhhaWlpaWmpqkE9Pb24uLi6umpqapqUlHT27NlevXpJJXp6ejY2Nup1srKy/P397ezswsPDpcXT9byWu7u7paWl6mX79u0jIyPT09NVy0VqfgWKj4+/ceNGVlZWTk6Orq5ubm6uhvssvR2urq51VajZcwAAALwQdcbrlJQUIYSLi8tTzm/QoHHjxjk5OU+9UnR09MKFCydMmDB9+nTNNRs1aqRaGqEqEUJUVFTUdYq2trahoWF5eXnNQ3/++acQ4uuvv/7666+rHZLL5XU1+NVXX7399tu9e/e2trbu1q2bl5fXuHHjrK2tVRUqKir8/f3lcvnx48dVq1+e7VrSQ5m1dl4I8dNPP73//vt37tzR0tIyNze3sLAoLi5WLQqvVU5OjqGhofqKbXW19hwAAAAvN14rlUohhPS4oWZVVVVP3csiJSUlKCioU6dOmzZtesUjlJL6vHnzRo8eXe2QhnA5duzYTp06hYWFxcTEnDp1KioqaunSpadPn+7YsaNUISQk5Ny5c/v373dzc3vOa2kQHx8/fPjwli1bRkdH9+rVS/pPQufOnTXPXjdo0KCqqqquo7X2HAAAAC83XkuPHiYlJXl4eGg4v7S0tKioSH2pQ03FxcUjRozQ1dU9fPhwXVOqL4+9vb0QoqioqK6HL+vi7Oy8ZMkSIURFRcXu3bvffffdr7/+evfu3UKIXbt2bdy48eOPPw4ICHgh16pLZGRkZWXl5s2b/9L+epaWlmVlZUVFRUZGRtUO1dVzAAAAvBB1/mpj//79tbW1Q0ND1RctVFRUXL9+Xb1aQkKCQqGQsnhdgoODb968uW/fPs3VXhJHR0c3N7ewsDBp5YZKZWVlYmJiracolUr1H1TX1dUNCgrS1taWFnjExcVNnTrVz89v6dKlz3+tvyo7O1vz1LUQokWLFkKI+Pj4auUaeg4AAIAXos7ZawcHh9mzZ69du9bT03PmzJlNmzaNj4/funVrQECA+lZux48fF0L4+fnV1U5oaOiBAwc8PT2Tk5OTk5NV5b6+vq1bt341g9ywYUPfvn07d+4cEhLStWtXLS2tS5cu7dq1a/To0cuXL69Zv6qq6s033xw4cOD48eOdnJzy8/O3bt2qUChGjx4tl8tHjhxZXl7es2fPbdu2qU6RyWRjx459hmtp5ufn9+WXX06dOvXjjz82MzO7evXq+vXr8/Ly7OzsNJzVp08fIcShQ4d69OihKnxqzwEAAPAS47UQYvXq1RYWFqtXr54wYYJU0qNHD/X9OpRK5Q8//ODo6Ojk5FRXI9K2dOfPnz9//rx6eVhY2CuL17169Tpz5szcuXNVW0FraWl5e3v369dPfSyqv3V0dIKDgw8ePBgdHS2V2NjYbN68efz48QkJCdL+JNX2kG7VqpUUUutzrfrr3r17aGjoxx9//N577wkhLC0tFy1atHPnzkePHmk4y87Orm3btuHh4StWrFCtns/IyNDccwAAADy/p/8oukKhSElJefLkib29fbXn88LDw8eNG7d582Zpq+a/v5ycnPT0dAMDA3t7+2qbb+zevXv8+PF79+4dM2aMVFJZWZmSklJQUGBtbW1jY1Ofpzzrea2/Kj8//+bNm40aNXJ1da3PL6ILIXbu3BkcHLx9+3Zpj3AAAAD8XeJ1XQoKCpydnQ0MDJKTk3V1df9Dx19VVSXl5sDAwP3791+5ckW1N8h/tKqqKjc3t0ePHiUnJ6t+Wx4AAAAvW4NnO02pVL733ns5OTlnzpz5z83WQghfX9/y8nJperh///7/HdlaCKGjoxMWFubp6RkcHPzjjz9qa2vzWQcAAHgFnjF1RUdHKxSKDRs2eHt7/0ePv1+/fkZGRq1atVq+fHlkZOR/01vbpUuXLVu26OrqHjlyhA86AADAq/Hsi0MAAAAAVMOaAQAAAIB4DQAAABCvAQAAAOI1AAAAAOI1AAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAAADEawAAAADEawAAAIB4DQAAABCvAQAAAOI1AAAAAOI1AAAAQLwGAAAAiNcAAAAAiNcAAAAA8RoAAAAgXgMAAADEawAAAADEawAAAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAiNcAAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAADEawAAAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAgXnMLAAAAAOI1AAAAQLwGAAAAiNcAAAAAiNcAAAAA8RoAAAAgXgMAAADEawAAAADEawAAAIB4DQAAABCvAQAAABCvAQAAAOI1AAAAQLwGAAAAiNcAAAAAiNcvSlZWlpWVlYuLS15eXq0VvL29mzRp8ttvv3GvAAAA8ALi9Y4dOxwdHf/44w/pZWRkZOvWrWfOnPnfcS/WrFmTk5Ozbt06U1PTmkd/+eWXc+fOTZkyxcPDo64WFixY4OjoWFc6BwAAAPH6/ycvL+/27dulpaXSy+HDh48aNWrjxo179uz5Owzm5MmT7u7u0dHRz3BuXl7epk2bPvroIz8/v1orLFu2rHv37osXL9bQSHZ29u3bt6uqql7N0J5nvAAAAHj98bqmpUuXduvWbdasWQUFBa99MPn5+deuXXv8+PEznPvo0aOvv/66rvT85MmToKCg/fv3N2jQ4O8ztOcZLwAAAF5PvC4rK7t69WpSUlJ5eXnNozo6OmvXrn38+HFoaOiL7Vlpaendu3evXbuWkZHx/K0plcrk5OTLly/n5ubWWsHCwqJ79+7Z2dlKpbLW03v27FlVVVXr0VrdvXv38uXLcrn8db21eXl5cXFxiYmJCoWCDzoAAMArotRo3bp1MplMqmlqauru7i6EiI2NrVbN09PTyspKoVDU1c6sWbNkMllaWpqqxMPDo1OnTqqXqampMpls4cKF0suuXbtqa/9/0b958+ZhYWGqyvfv35fJZPPmzUtMTBw7dmyzZs0sLS2XLVtmaGgohDA0NJTJZDKZzMvLS6ofGRnZokWL//0+oa09fPjwnJwcVWsZGRmDBw9WXc7Q0HD48OGFhYXS0YcPHwYGBjZs2FA6amVl9cEHH9Q10okTJwohfv311y5dukj1GzZsuHTpUs09z8zM3Lp1q0wmi4mJUW+tT58+rq6uSqVy/fr1NYdWa6F0Yn5+/ltvvaWjoyP1wdraOjw8XAkAAICXT9NSh2+++WbOnDkuLi5ffPGFtbV1UlJSeHh4rTXHjBkza9asuLi4zp0711qhW7du69evj4mJCQoKEkLcvn1b2n8jPj6+Xbt2QojffvtNLpd369ZNql9ZWTlz5sx27do1adIkPT19/fr148ePb9WqVY8ePYQQCoVCLpcfOXJk3bp1TZs2bdu2bV5enru7+4gRI8LDw4cMGSJ9DbCyshJC/PLLLyNHjnR0dPz++++bNWt2+vTp1atX+/n5/f7773p6egqFYsCAAenp6atXr27fvn1eXt6JEyf27NmTn59vZGT0+PFjDw+P9PT0adOmeXt7FxcXHzlyZO3atStWrNCwSqR///4DBw5ct25dXl7etm3bPv30UwcHhzFjxtTVc6VSWVZWJpfLKysr1dspLCyUJr+7du1ac2hubm61jreqqmrw4MHnz5+fNWtW//79Hz9+vGrVqqCgIB0dncDAQL5PAgAAvJ7Z68ePHxsZGbVu3Vo1j6tUKletWlXr7HVCQoIQYvXq1XW19vDhQyHE1KlTpZcrVqxo2rRpo0aNPv/8c6lkxowZurq6RUVFtZ5+4cIFIcTcuXNV881CCAsLi2qTsgcOHBBCqM9zK5VKV1fXxo0bP3r0SFWycuVKIcS3336rVCrj4+PVW1b1tri4WKlUhoSECCG+++479aP//ve/pVUidc1e//TTT6qSlJQUHR2dzp07a+75+vXrhRBnzpxRL+zWrZuNjY2GodVauH//fiHEp59+qiopKiqytLS0sbGpqKjgCyUAAMBLVefa6+PHjxcVFc2ePdvIyOipGd3Z2VlHR+fBgwd1VbC2tnZzc4uJiZFeHjp0KCAgYNCgQQcPHpRKYmNju3Xr1qhRI9UpZWVl58+f//7771euXCntTFJt2fTo0aPfeustzR27c+dOYmJiQEBAkyZNVIVTp04VQkRFRQkhTExMhBAnTpy4ffu2em+ldRcHDx60sbF555131Nv09vZWX7hSU9euXVV/t2rVytvb+8qVKyUlJX+p58/s6NGjqjFKGjVqNG7cuPv371++fJnvkwAAAC9VnTHx1q1bQghXV9f6tNKgQYPGjRvn5ORoqNOnT5/ExMTHjx/fu3fv0qVL/v7+AQEBN2/evHHjRklJyfXr1318fFSVly9fbmVl5eXlNXny5HXr1p0+fVqaaP+rw0tNTRVCODg4qBcaGxubm5vfuXNHCNG8efPp06dfu3bN0dGxTZs248aN27Vr15MnT4QQ5eXlGRkZzs7OmsP0U9nZ2SkUiqysrFfzjqampjZs2NDGxka9ULoD0pABAADwGuJ1RUWFEEJPT6+eDVVVVWnetM7X11epVJ47d+7w4cPW1taenp6DBg1q1KjRgQMHLl26VFlZ6evrK9XcvHnzJ5984uHhcfny5dLS0nv37j3zDyVKiVxLS6tauZaWliqsb9y48fTp09OnTzc0NNy3b9+ECRO6dOkiLVMRQqgeEHxmurq60jeQV/OOKpXKWsf7bN9PAAAA8GLitbW1tRAiPT29Pq2UlpZKC3w11OnVq1eDBg1iYmIOHTo0atQobW1tAwODwYMHHzhw4LfffjM0NOzevbtU88CBA3p6egcPHnzjjTf+UrqtGSKlDUOqzdoWFhbm5OTY29urSnr37r1x48YrV67k5uZOnTr1xo0bERERenp6FhYWycnJz5lKb9261ahRo6ZNmz41gkuz5vUcWl2FLVq0KCsrq7ZQR7oD6kMGAADAK43XXl5eQgj1n2OsqqpKSkqqtXJCQoJCobC1tdVwJWNj465du0ZFRZ07d87f318qDAgISExM3LVrl5eXl2rzO1FjCjYxMbE+g5G2zlD/SuDk5OTo6Lh//371HyrfunWrEGLQoEFCiIyMDGkBiUQmk0l9k7bsGDRoUHp6+r59+9SvcuXKlfoH7oSEhHPnzg0ePFjz7LV0665cuaIqSUtLk54HrWtodRUOHDhQCLFlyxZVSUlJye7duy0tLVXbBQIAAOAlqTPztW/f3s/P7+jRo6NHjx48eLBcLt+xY8e1a9dqrXz8+HEhRF0/J67i6+u7ePFiKysrb29vVRY0MjJKTk4ODg5WVevXr9/p06eHDx/+7rvvamtr//rrrzt37qzPYNq1ayeTydauXWtnZ2dsbJyVlTV58uTly5f7+/t7e3t/+eWXNjY2J0+eXLx4sbOz86RJk4QQycnJgwYNCg4OHjp0qLW1dXp6+uLFi/X09IYNGyaE+PLLL6Oiot5+++3r1697eXmVlJQcO3Zs9+7dpaWlGuLyjBkzRo0aZWpqev369aVLl+rp6S1cuFBzzz08PExNTaWtu5s1axYbG7t169aysjLVnHetQ6u1MDAwcO3atUuXLi0vLx88eHBubu7SpUuzsrK2b9+u/gUGAAAAL4WGXUWys7NVOVhLS2vkyJFz584VNTbmUygU0iTxU7cp+de//iWEmDZtmnqhtCH0xYsXVSUVFRVvv/22qodt27b98ccfhRDvvPOO+vZ2M2bMqHmJgwcPmpqaSid26dJFKgwLC1NfuOLn53fv3j3pUFpaWr9+/dSz8htvvHH27FlVgzdu3OjVq5dqKt3ExGTGjBmaf1amd+/eqtZatWp17tw5VQUNPT9y5IhqexNLS8tt27apb8xX19BqLczJyRk6dKiqz6amplu2bGGXHAAAgFdA66nrHJKSknJyclq3bi2txq4pPDx83LhxmzdvnjJlygvM/ffv309NTbW2tnZ0dPxLJ1ZWVqalpWlra9vZ2ak2/aisrExISCgsLHRwcKi2q4YQoqSk5NatW5WVlba2trWuIH/8+HFaWpqpqamtrW19loNnZWXduXOnUaNG7dq1q/mgYV2ePHly8+ZNhULRoUMHaTV2PYdWs1AIkZmZmZKSYmBg0L59+1pbAwAAwAv39HitWUFBgbOzs4GBQXJyMhkOAAAA/3DPtVucUql87733cnJyzpw5Q7YGAAAAnusHU6KjoxUKxYYNG1RLtAEAAIB/suddHAIAAABARZtbAAAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAgXgMAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAQLwGAAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAAADEawAAAIB4DQAAAIB4DQAAABCvAQAAAOI1AAAAAOI1AAAAQLwGAAAAiNcAAAAA8RoAAAAA8RoAAAAgXgMAgP/X3r2H1ZQuDhx/u23ddEE3212EXBKGyqk5EVPmnIPCQ8ZlDHrUQefh0PBg5sH0ZIaEkZPLnMOMmjA5yl3nuIxrIlFpckmFLtROW/e9f3+s51m//aQa0vnxm/P9/FXvfvey1pr9x7c171obAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAO86r6uqqvz8/Pr06ZOZmfk2e3D+/HlHR8f4+Pj38OyMHTt27NixfEoAAADwH89rY2Pjb7/9tqysbMqUKVVVVS3ejlqtvnfvnkqleg/PTm5ubm5uLp8SAAAA/MfzWgjRrVu3Xbt2paenf/3115xKAAAA4NfzWqPRZGVlXbt2raio6NVXx40bN2bMmI0bN77O5eeampqMjIycnJza2tr/0PE8e/YsJSWlsLBQHqmtrU1LS7t3755Wq22Vf6K0tPT69esZGRkajeZttlNfX//48eNbt27l5OTU1dU1M/Px48c3btx48eLFqy9VVVU9fPgwLS0tLy+PTzMAAMD7nte7d+9WKpV9+/b94IMP7O3t//CHP5SUlDSYs3Tp0tLS0h9++KH5sF68eLG1tbWzs3OvXr1MTEw8PDzS0tIanXzhwgV7e3svL6/y8nIhRExMjJWV1YULF3Tn+Pj4ODs7Sz//+OOPVlZWu3btCgwMtLOzGzZsWMeOHRcsWFBfX//111/b29u7uLg4Ojo2WCY+c+ZMKysr3W1WV1dbWVnNnz+/qaNQqVSBgYE2NjZDhw51dnZWKpW6R+3q6jpw4ED515KSkvbt2y9atEge2bdvn5WV1ZkzZ4QQoaGh5ubmSqVy0KBBvXr1ateu3V//+tf6+np58sKFC62srJKTkz/88EOlUunq6mptbf3FF1/o7s/w4cPNzMy6d+/u4uLSpUuXzp0779u3j880AADAe5rXUVFRc+bM+d3vfnfy5MkrV6589dVXp0+fDggIaDDN29vb1tY2KSmpmU2FhoZGRUXNnTv3+PHjSUlJYWFheXl56enpr868fPmyn5+fg4PDoUOHLCwspOpVqVQNru++ePFCvl5eU1OjUqmCgoLS0tLWrVu3bdu2/v37b9++vV+/fqtWrZo2bdqOHTvmzZuXnZ29YMECeQtqtbrBFXetVqtSqdRqdaOHUF9f//HHH+/fvz84OPjo0aP79u2zs7MLDAyMi4uTJgwZMiQ9Pb2goED69fDhw8+fP9+/f78czefOnVOr1cOHDxdClJeX+/v7b9269eDBgzt37nR1dd2wYUNERIT8z718+VKlUkk3VkZGRm7cuLFTp05r1qxJTk6W59TV1YWEhMTExBw8eHDTpk0KheKTTz65dOkSH2sAAIB3RtuEkpISU1PTgIAA3cG1a9cKIa5evdpgckBAgLm5ubZp7du3Hzp0qO5IVVVVfn6+Vqs9duyYECImJkar1V67ds3S0nLw4MHPnj2TZ27ZskUI8a9//Uv37cOHD1cqldLPe/fuFUKEhITU1tZKI/fu3RNC9O7dW1oTIvHz85OqWvrV39+/weFXVlYKIQIDA+URJycnJycn6ecff/xRCLFixQr51YqKCltbW6VSKf27sbGxQojY2FjpVV9fX0dHRyHEmTNnpBFnZ2d3d/dGz4904Vz3FM2ZM0cI8f3338sjN2/eFEIsWrSoqZN85coVIcSSJUu0AAAAeEeavHp97Nixly9fTps2rUTHkCFDhBDXr19vMNnZ2bmioqLRxcESa2vrrKysf//73/JImzZtlEql7pybN2+OGTPG0dHxzJkz7dq1e9O/E7y8vAwNDaWfe/ToYWxs3LVr1x49esgTevfuLYRo8RrlI0eOCCGCgoLkETMzs+nTpxcUFKSkpEhX8fX09M6fPy+EUKlUZ86cCQ8Pt7e3l545qFKpMjIyvL29df+wuXXr1v79+yMjI7/44gsjI6NXF96MGTNG/nnAgAF6enqPHj3SnVBdXf3zzz/v2bMnIiJCWqny6kYAAADwf8awqReys7OFEBMnTnz1pVfvYpRquLi4uG3bto1u7csvv5wxY8bvf/97e3v74cOHjxw5cvr06fb29vKE27dvh4WFGRgYnDp1ytra+u0PzMzMrMGth2ZmZkKIFt9V+eDBA4VC0eBPAinf79+/P2LECBsbm4EDB0p5nZiYqFAo/Pz8/P39Dxw4sG3btitXrmi1Wjmvk5KSFi5ceP/+fT09vQ4dOtjY2KjValNT02Z2QF9f39TUtKamRh4JDw8PDw9XqVSGhoZ2dnbSf4XWuoMTAAAALdDk1WupTWNjY6+9YubMmQ0mS8uL5YvHr5o6dert27dXrFjRu3fvM2fOLF26tG/fvjdu3JAnbN682dzcvKSkZOPGje/nmdJqtXp6eg0GpRG5aEeNGnX79u2ysrKDBw+OGzfOxMRk8uTJhYWF586du3TpkomJibu7uxAiPT19/PjxBgYGR48eVavVRUVFd+7c6du37xvtT3R0dFhYmLu7e0pKirTS5uLFi3ygAQAA3tO87tatm5SPQ1+he9VZUlxcLISwtbVt5l9ycnJau3bt2bNnnz9/vnv37rKysm+++UZ+debMmXfv3vX19V27du3mzZt132hkZCSEkBZGt6I33WyXLl2qq6sfP36sO3j//n35XAkhRo8erdFoTp48efz48UmTJgkhRo4c6eDgEB8ffyV6w4oAABHTSURBVPHiRXd39zZt2gghEhIS6urqoqOjfX19TUxMWrb/8fHxbdq0OXDgwJAhQwwMDPgoAwAAvNd57evrq1Aovvrqq5cvX+qOP3/+PD8/v8HkW7dudejQwdjYuNFNabVaacmE3LWBgYH6+vq6i0xGjhypUCgOHDjg5uYWGhoq3a0o6dy5sxAiNTVVHsnNzX3y5MlbHvmrm718+XIz86U7I3fs2CGPvHz5ct++fba2tsOGDZNGPD09jYyMVq9era+v7+vrK4TQ19f39/c/ePDglStXRo0a1dTGi4qKWrBmusEF9YyMDD7QAAAA72leK5XKVatW3bx5c8CAAVu3bj116tTBgwdDQkJ69Ohx+/Zt3ZnV1dVnz5718fFpalP19fWenp7jxo2LjY1NTU1NTk6eMWOGRqOZPHlyg5mmpqaJiYl9+/b99NNPExMTpUF3d3dra+v169dv2rQpLi5u8eLFffv2fTXx39S4ceOEEDNnzvzuu+/27t07adKk0aNHNzN/ypQprq6u69atW758+YULFxISEry8vAoLC9evX69QKKQ5ZmZmI0aMyMrK8vPzkxdSS+tDVCqVvPDax8dHT08vKCho165dCQkJq1ev7tOnz5t++/rYsWNramrGjx8fFxcXHx8/d+5cDw8PPtAAAADvWPMPFtm1a5e88kEIYWJiEhAQ8PDhQ9050leZ7Nu3r6mNaDSa2bNn6971qFQqo6OjpVd1H8wnyc/P79Kli4mJydmzZ6WRf/7zn/KzRGxtbWNiYl59MF98fHyDRwGOGjVKd2TFihVCiPT0dHnkiy++kJdVDBgw4NSpU6LpB/Nptdri4uI//vGP8gVja2vrHTt2NDhY6Ztf4uLidA+/Y8eOFhYWdXV18uDmzZvli/22trZRUVGurq5du3Zt8GC+4uJi3Y2bmZmNGzdO+rm2tnbGjBnyKe3fv/9PP/0k/cHAA3EAAADeFb3XedDEw4cPi4qKOnTo0KVLlwb3L9bW1rq4uFRUVPzyyy/yRdxG1dXV5eTklJeX29vbK5XKN10uXFlZmZmZqdFoBg0aJC2bbhWlpaVZWVnW1tZ9+vR5zbc8ffo0JyfHxMRk4MCBb7MnZWVlmZmZZmZm/fr1a+au0OYVFBQ8ePDA3t5eesY2AAAA3q3XyutmRERELFu2LCYm5rPPPuNsAgAAgLxueV5fu3bNy8vL09Pz2LFjrz60DgAAACCvX1dlZWVoaGhZWVlUVFTzj+QDAAAAyGsAAAAAb0afUwAAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAQF4DAAAAaP28Tk5O9vLysrOzUyqV0dHRYWFhjo6Oe/fu5cS9pYqKitjY2OTkZE4FAADAf0tep6Wl+fj45OfnBwYGTpw40dzcfM2aNUqlcsGCBdnZ2f+/jjM8PNzFxaWoqOg92Z+nT59OnTr1yy+/5CMIAADwW2LYzGvR0dF6enrnz5/v2LGjPPjDDz84OzsvWLDg9OnT/4+OMz8/Py0traam5j3ZHzs7uz179tjb2/MRBAAA+G/J65ycHAcHB922FkIolcply5Z9/vnn586d8/T0bH7rVVVVT58+ValU7dq169y5c1PTKisrMzMzLS0te/bsKQ9mZ2dXV1c7OTkpFIpGc/nJkye2trZdu3Z9V+euvr6+sLCwpKTE1NS0W7duhoaGTZV9eXl5p06dLCws5MG2bdvOmjWrwcySkpLCwkI9Pb1u3bqZmpq+/R62+gYBAADwK7RN6Nevn4GBgb6+vqWlpaWl5YABA+SXSktLzczMJk+erG3WBx98oK//v4tPOnXqtHfvXvnVgoICS0vLxYsXr1mzxtzcXJrj6elZUlKSmJjo5OQkZ+ihQ4d0N3vnzh03Nzd5s4MHD75+/br8alxcnKWl5eHDh48ePert7W1jY+Pu7j5lyhSp0S0sLKTDCQ0NdXBw8PLyarDPW7dutbS0PH78uFarXblypWVjbty4odVqFy9ebGxsrJvLS5curaur093aP/7xj+7du0sT9PX1vb29z58/Lx24ZN68edLM2NhYKyur//2jx9BwwoQJRUVFTZ3bioqKRvdtypQpLdsgAAAAWkWTV6+Dg4MjIiKePXu2fPlyIYSlpaX8kpWV1UcffXTy5Mm6urqmLtkKIerq6kJCQgYMGNCuXbtHjx5t2bLlk08+6dmzpxTHGo1GpVJt3brVysoqJCSke/fux44dS0hIcHNzy8nJmTBhwqJFi0pKSsLDw2fPnu3t7S3twOPHj728vKqrqzds2ODi4pKVlbVmzZoPP/wwNTXV0dFRCFFTU6NSqVatWpWWlubi4jJ48GCFQhEQEPDo0aNLly4FBwdLl5CHDRtWVla2Z8+elJSUoUOHyn9pREVFWVtb+/j4CCFGjx6te9Tl5eXr16+3sbGRLsOXl5f7+/u7ubk5ODiUlpbu3bt3w4YN1tbWYWFh0vzIyMjQ0FBnZ+ctW7Yolcq0tLSdO3ceP3582bJly5cvr6mpWb16tVqtliaXlpaOGDHC29u7W7dutbW1p0+f3rNnj1qtPnHiRKPnVqFQrFy5UnckISHh559/HjhwYMs2CAAAgP/s1WutVuvh4WFnZ9foS1u3bhVCpKSkvH7IX7lyRQixZMkS6de8vDwhhIeHR0lJiTSi0Wi6dOmiUCjOnDkjvysiIkIIkZSUJP26YMECIcSpU6fkCVevXhVCyJfSpaeaDBo06OrVq7r/enBwsBAiLy9PHrl+/boQYtasWfLIyZMnhRARERGv7rxGo/nTn/5kZGR04cKFRo+uurrayspq6NCh0q+FhYXGxsZOTk4vX76U56jVanmvXrx4IYQIDAxs6nT5+vrq6emVl5e/zrm9dOmSQqEYN26cRqNplQ0CAACgla9eN8/Z2Vm6ljxkyJBmplVXV6ekpGRnZxcXFz9+/FgIUVJSojvBxcWlffv20s96enr9+vV78uSJt7e3PKF3795SFku/HjlypGfPnqNHj5YnDBs2zNXVNSkpqb6+3sDAQBpcuXLlsGHDmj8EV1dXNze3uLi4b775pl27dkKIbdu2mZiYzJkz59XJa9euPXz48LZt2zw8PHT/MklPT79z505hYWFxcbGRkZF8dImJiVVVVX/5y19MTEzk+aamps3vVW5u7o0bNwoKCoqLiwsLC7Va7fPnz9u2bdv8gRQWFgYEBHTt2vX777/X09N7+w0CAACgxVqY11KPFhcXNzMnPDw8PDxcpVIZGhra2dlJb9Fqtc28xczMTKPRNBgRQtTW1goh6urq8vLypJUbunr06JGamlpYWNjgLsxfFRISEhgYuHv37iVLljx69CgxMXH27NnSfuo6evTomjVrZs2aJV07lyQlJS1cuPD+/ft6enodOnSwsbFRq9Xy7YM5OTlCiL59+77mnty9e3fevHnnzp0TQlhYWNjZ2ZWXl//q6ZLOTEBAgEqlOnHihO5SlhZvEAAAAG+jhd/aWF9fL4RoZuG19B007u7uKSkpVVVV+fn5Fy9efMt9ldKwwQVaeaQF4RgQEGBnZxcdHa3VaqOjo+vr6//85z83mJOTkxMYGOjq6rp9+3Z5MD09ffz48QYGBkePHlWr1UVFRXfu3NGNaWln5KvpzaupqRkzZkxqauqOHTtKSkpUKlV2dvb06dNf572hoaEXLlzYvXu39P8T3n6DAAAAeAd5LV23trW1bWpCfHx8mzZtDhw4MGTIkNeszF9lZGTk4OBw//79BuP37983MTGxs7Nr5r2NJrhCoZg7d+69e/cOHz68c+dOT09P+dZAiVqtnjBhgpGR0aFDh3SfE5KQkFBXVxcdHe3r66u7/EMm3f6YlZX1Osd15cqVR48ehYaGzps3T14q8zr+/ve/b9u2bdmyZZMmTWqVDQIAAODd5PWtW7fkiGyKVqvVvdKckZHx9rvr5+eXk5Oj+13iKSkp169fHzNmTDOX0oUQUnw/evSowXhQUJChoeGcOXOKi4tfvXQ9e/bszMzMuLi45o9UCFFUVKS7rPyjjz7S19ePjIzU/SKb2tpa6bz9qpqaGml5STOuX78eFBTk4+Ozbt26VtkgAAAA3l4L116fOHGiY8eOugsSGhg7dmxycvL48eM//fRTfX39kydPfvfdd2+/uytWrIiPj/f391+3bp2rq2tGRkZYWJixsfHatWubf+PIkSOFEKGhoStWrKisrDQ3N//444+FEEqlcvz48QcOHOjUqdP48eN13xIZGRkfH+/h4XH37t27d+/K46NGjfLx8Vm9enVQUNCyZcvat29/48aNLVu2lJaWyt9x06NHj0WLFm3atMnDwyMkJMTBwSE9Pf1vf/vbpEmTGlwgF0IMHjzYxsYmMjLS3Ny8T58+Dx8+3L59e/NXvlUq1cSJE2tqary8vGJiYuRxS0vLqVOntmCDAAAAaB0teDBfbm6ugYHBZ5991sx7a2trZ8yYIf8r/fv3/+mnn4QQM2fO1H0wX3BwsO67/P39DQwMdEdOnTolhNiyZYs8kpKSoluoTk5O58+fl1+VHswXHx//6i59/vnn8hXupUuXyuP79+8XQqxbt67BfH9//0bPmPTlOJs3b5aXi9ja2kZFRbm6unbt2lV+e319/fr163VvlHRzczt79qz0qnSjofxgvuTkZPm+TGNj4+Dg4Pnz5wshHjx40OjpTU9Pb3Tfevbs2bINAgAAoFXoteCOwLlz5+7evTs9Pb1fv37NzywoKHjw4IG9vb30nS+t6JdffpG+FL1Pnz6v/67Kysrc3FxLS0sHBwd5cNKkSUeOHMnLy7OxsXmjfSgrK8vMzDQzM+vXr19TS1M0Gk1OTk5lZWW3bt10n+yRn5/fuXPn+fPnR0dHSyPV1dV37typr6/v06dPqzw7r9U3CAAAgF/1xnl9+fJld3f3adOm7du37zdw/A8ePOjVq9f06dNbZe3Kr5Ifzv3tt98GBwdv3LgxNDSUTyEAAMB/aV5LX7VdUVGRlpbWoUOH38DxL1q0KCoqKiUlpfnvx2kty5cvP3nypEKhuHbtmq2tbWZmppWVFZ9CAACA34w3e3JITEzMgAEDYmNjfxttrdFoysvLFy5c+H/T1kIINzc3pVJpYWGxaNGi1NRU2hoAAOA3piVrrwEAAAA0Sp9TAAAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAAr8UwOzubswAAAAC0iv8BE6LlYWBL/dAAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">31<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x54 h8 y2fa ff2 fs3 fc0 sc0 ls3 ws0">1.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">NOTY O<span class="_ _1"></span>BJA<span class="_ _1"></span>ŚNIAJĄCE<span class="_ _1"></span> D<span class="_ _1"></span>O BILA<span class="_ _1"></span>NSU<span class="_ _1c"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h6 y340 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y341 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 1.1<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y342 w1e h2c"><div class="t m0 x4e h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">1.1 W<span class="_ _0"></span>ARTO<span class="_ _0"></span>ŚCI NIE<span class="_ _0"></span>MATE<span class="_ _0"></span>RIALNE <span class="_ _0"></span>I PR<span class="_ _0"></span>AWNE<span class="ff3"> </span></div></div><div class="c x3b y342 w1f h2c"><div class="t m0 x17 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y342 w20 h2c"><div class="t m0 x17 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y343 w1e h31"><div class="t m0 x21 h1a y23d ff5 fs4 fc0 sc0 ls0 ws0">a) ko<span class="_ _0"></span>szty za<span class="_ _0"></span>kończon<span class="_ _0"></span>ych pr<span class="_ _0"></span>ac rozwoj<span class="_ _0"></span>ow<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3"> </span></div></div><div class="c x3b y343 w1f h31"><div class="t m0 x26 h1a y23d ff3 fs4 fc0 sc0 ls8 ws0">455<span class="ls0"> </span></div></div><div class="c x55 y343 w20 h31"><div class="t m0 x56 h1a y23d ff3 fs4 fc0 sc0 ls8 ws0">66<span class="ls0"> </span></div></div><div class="c x1 y344 w1e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">b) wart<span class="_ _0"></span>ość f<span class="_ _0"></span>irmy<span class="ff3"> </span></div></div><div class="c x3b y344 w1f h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y344 w20 h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y345 w1e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">y</span><span class="fc2 sc0">te</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">on</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ty</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="fc2 sc0">c</span><span class="fc2 sc0">e</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">ob</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">tym:<span class="_ _0"></span> </div></div><div class="c x3b y345 w1f h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">559<span class="ls0"> </span></div></div><div class="c x55 y345 w20 h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">717<span class="ls0"> </span></div></div><div class="c x1 y302 w1e h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- opro<span class="_ _0"></span>gramow<span class="_ _0"></span>anie <span class="_ _0"></span>k<span class="_ _1"></span>omp<span class="_ _0"></span>uterow<span class="_ _0"></span>e </div></div><div class="c x3b y302 w1f h2c"><div class="t m0 x26 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">502<span class="ls0"> </span></div></div><div class="c x55 y302 w20 h2c"><div class="t m0 x26 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">671<span class="ls0"> </span></div></div><div class="c x1 y346 w1e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">d) inne w<span class="_ _0"></span>arto<span class="_ _0"></span>ści ni<span class="_ _0"></span>emateri<span class="_ _0"></span>alne i pr<span class="_ _0"></span>awne<span class="ff3"> </span></div></div><div class="c x3b y346 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y346 w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y347 w1e h2e"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">e) zalicz<span class="_ _0"></span>ki n<span class="_ _0"></span>a wartoś<span class="_ _0"></span>ci niem<span class="_ _0"></span>aterialne i<span class="_ _0"></span> praw<span class="_ _0"></span>ne<span class="ff3"> </span></div></div><div class="c x3b y347 w1f h2e"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y347 w20 h2e"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y348 w1e h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">Warto<span class="_ _0"></span>ści niem<span class="_ _0"></span>ateria<span class="_ _0"></span>lne i <span class="_ _0"></span>prawne<span class="_ _0"></span> razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y348 w1f h2c"><div class="t m0 x57 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">1 013<span class="_ _0"></span> </div></div><div class="c x55 y348 w20 h2c"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">783<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y349 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y34a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5e ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 1.2<span class="_ _1"></span> </div></div><div class="c x1 y34b w21 h2e"><div class="t m0 x44 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">1.2 Z<span class="_ _0"></span>MIANY <span class="_ _0"></span>WARTO<span class="_ _0"></span>ŚCI N<span class="_ _0"></span>IEMATE<span class="_ _0"></span>RIAL<span class="_ _0"></span>NYC<span class="_ _0"></span>H I<span class="_ _1"></span> P<span class="_ _0"></span>RAWN<span class="_ _0"></span>YCH (<span class="_ _0"></span>WG GRU<span class="_ _0"></span>P RO<span class="_ _0"></span>DZAJO<span class="_ _0"></span>WYCH) –<span class="ff2"> 2024<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x1 y34c w1f h42"><div class="t m0 x21 h1a y34d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x58 y34e w22 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">a </div></div><div class="c x5a y34e w22 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">b </div></div><div class="c x5b y34e w23 h2c"><div class="t m0 x2e h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">C </div></div><div class="c x5c y34e w24 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">d </div></div><div class="c x5d y34e w22 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">e </div></div><div class="c x5e y34c w22 h42"><div class="t m0 x13 h1a y34f ff4 fs4 fc0 sc0 ls0 ws0">Warto<span class="_ _0"></span>ści </div><div class="t m0 x34 h1a y350 ff2 fs4 fc0 sc0 ls0 ws0">niemat<span class="_ _0"></span>eri</div><div class="t m0 x19 h1a y351 ff2 fs4 fc0 sc0 ls0 ws0">alne i </div><div class="t m0 x1a h1a y352 ff2 fs4 fc0 sc0 ls0 ws0">praw<span class="_ _0"></span>ne, </div><div class="t m0 x5f h1a y353 ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span> </div></div><div class="c x58 y34c w22 h43"><div class="t m0 x3d h1a y354 ff3 fs4 fc0 sc0 ls0 ws0">koszt<span class="_ _0"></span>y </div><div class="t m0 x21 h1a y355 ff5 fs4 fc0 sc0 ls0 ws0">zakoń<span class="_ _0"></span>czony</div><div class="t m0 x4a h1a y356 ff3 fs4 fc0 sc0 ls0 ws0">ch pr<span class="_ _0"></span>ac </div><div class="t m0 x34 h1a y357 ff3 fs4 fc0 sc0 ls0 ws0">rozwojo<span class="_ _0"></span>wy</div><div class="t m0 x60 h1a y358 ff3 fs4 fc0 sc0 ls13 ws0">ch<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x5a y34c w22 h43"><div class="t m0 x3f h1a y359 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ść </div><div class="t m0 x61 h1a y35a ff3 fs4 fc0 sc0 ls0 ws0">firmy<span class="_ _0"></span> </div></div><div class="c x5b y35b w23 h44"><div class="t m0 x3f h1a y35c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">nab</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">on</span><span class="fc2 sc0">c</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x50 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">paten<span class="_ _0"></span>ty, licen<span class="_ _0"></span>cje i </div><div class="t m0 x34 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">podob<span class="_ _0"></span>ne warto<span class="_ _0"></span>ści, <span class="_ _0"></span>w </div><div class="t m0 x22 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">tym:<span class="_ _0"></span> </div></div><div class="c x5c y34c w24 h43"><div class="t m0 x62 h1a y354 ff3 fs4 fc0 sc0 ls0 ws0">inne </div><div class="t m0 x50 h1a y355 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x34 h1a y356 ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterial</div><div class="t m0 x17 h1a y357 ff3 fs4 fc0 sc0 ls0 ws0">ne i </div><div class="t m0 x4a h1a y358 ff3 fs4 fc0 sc0 ls0 ws0">prawne<span class="_ _0"></span> </div></div><div class="c x5d y34c w22 h43"><div class="t m0 x44 h1a y354 ff3 fs4 fc0 sc0 ls0 ws0">zalicz<span class="_ _0"></span>k<span class="_ _1"></span>i na </div><div class="t m0 x50 h1a y355 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x63 h1a y356 ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterial</div><div class="t m0 x17 h1a y357 ff3 fs4 fc0 sc0 ls0 ws0">ne i </div><div class="t m0 x4a h1a y358 ff3 fs4 fc0 sc0 ls0 ws0">prawne<span class="_ _0"></span> </div></div><div class="c x5b y34c w22 h45"><div class="t m0 x21 h1a y35e ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y34c w25 h45"><div class="t m0 x34 h1a y35f ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">op</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span></div><div class="t m0 x34 h1a y35c ff3 fs4 fc0 sc0 ls0 ws0">mow<span class="_ _0"></span>ani</div><div class="t m0 x62 h1a y360 ff3 fs4 fc0 sc0 ls14 ws0">e </div><div class="t m0 x44 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">kompu<span class="_ _0"></span>t</div><div class="t m0 x1a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">erow<span class="_ _0"></span>e </div></div><div class="c x1 y69 w1f h46"><div class="t m0 x21 h1a y361 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ut</span><span class="_ _0"></span><span class="fc2 sc0">to </span></div><div class="t m0 x21 h1a y35c ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x21 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterialn<span class="_ _0"></span>ych i </div><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">prawn<span class="_ _0"></span>ych na </div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">począt<span class="_ _0"></span>ek o<span class="_ _0"></span>k<span class="_ _1"></span>resu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y69 w22 h46"><div class="t m0 x64 h1a y35d ff3 fs4 fc0 sc0 ls8 ws0">91<span class="ls0"> </span></div></div><div class="c x5a y69 w22 h46"><div class="t m0 x47 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y69 w22 h46"><div class="t m0 x19 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">1 122<span class="_ _0"></span> </div></div><div class="c x9 y69 w25 h46"><div class="t m0 x5f h1a y35d ff3 fs4 fc0 sc0 ls8 ws0">110<span class="ls0"> </span></div></div><div class="c x5c y69 w24 h46"><div class="t m0 x47 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y69 w22 h46"><div class="t m0 x47 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y69 w22 h46"><div class="t m0 x3d h1a y35d ff2 fs4 fc0 sc0 ls0 ws0">1 21<span class="_ _0"></span>3 </div></div><div class="c x1 y12a w1f h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">(</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y12a w22 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">452<span class="ls0"> </span></div></div><div class="c x5a y12a w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y12a w22 h1d"><div class="t m0 x59 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x9 y12a w25 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y12a w24 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y12a w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y12a w22 h1d"><div class="t m0 x62 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">459<span class="ff3 ls0"> </span></div></div><div class="c x1 y362 w1f h2e"><div class="t m0 x21 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- zakup<span class="_ _0"></span>u </div></div><div class="c x58 y362 w22 h2e"><div class="t m0 x65 h1a y233 ff3 fs4 fc0 sc0 ls8 ws0">452<span class="ls0"> </span></div></div><div class="c x5a y362 w22 h2e"><div class="t m0 x47 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y362 w22 h2e"><div class="t m0 x47 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y362 w25 h2e"><div class="t m0 x65 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y362 w24 h2e"><div class="t m0 x47 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y362 w22 h2e"><div class="t m0 x47 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y362 w22 h2e"><div class="t m0 x62 h1a y233 ff2 fs4 fc0 sc0 ls9 ws0">452<span class="ff3 ls0"> </span></div></div><div class="c x1 y363 w1f h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zmni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">js</span><span class="fc2 sc0">ze</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y363 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y363 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y363 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y363 w25 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y363 w24 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y363 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y363 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y364 w1f h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacji </div></div><div class="c x58 y364 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y364 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y364 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y364 w25 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y364 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y364 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y364 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y365 w1f h46"><div class="t m0 x21 h1a y361 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">tto </span></div><div class="t m0 x21 h1a y366 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x21 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterialn<span class="_ _0"></span>ych i </div><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">prawn<span class="_ _0"></span>ych na <span class="_ _0"></span>koniec </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x58 y365 w22 h46"><div class="t m0 x65 h1a y367 ff3 fs4 fc0 sc0 ls8 ws0">543<span class="ls0"> </span></div></div><div class="c x5a y365 w22 h46"><div class="t m0 x47 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y365 w22 h46"><div class="t m0 x19 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">1 129<span class="_ _0"></span> </div></div><div class="c x9 y365 w25 h46"><div class="t m0 x5f h1a y367 ff3 fs4 fc0 sc0 ls8 ws0">110<span class="ls0"> </span></div></div><div class="c x5c y365 w24 h46"><div class="t m0 x47 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y365 w22 h46"><div class="t m0 x47 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y365 w22 h46"><div class="t m0 x3d h1a y367 ff2 fs4 fc0 sc0 ls0 ws0">1 67<span class="_ _0"></span>2<span class="ff3"> </span></div></div><div class="c x1 y368 w1f h44"><div class="t m0 x21 h1a y35c ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">mul</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na </span></div><div class="t m0 x21 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">amort<span class="_ _0"></span>yzacja </div><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na </div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">począt<span class="_ _0"></span>ek o<span class="_ _0"></span>k<span class="_ _1"></span>resu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y368 w22 h44"><div class="t m0 x64 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x5a y368 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y368 w22 h44"><div class="t m0 x65 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">406<span class="ls0"> </span></div></div><div class="c x9 y368 w25 h44"><div class="t m0 x66 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">64<span class="ls0"> </span></div></div><div class="c x5c y368 w24 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y368 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y368 w22 h44"><div class="t m0 x62 h1a y369 ff2 fs4 fc0 sc0 ls9 ws0">431<span class="ff3 ls0"> </span></div></div><div class="c x1 y36a w1f h30"><div class="t m0 x21 h1a y36b ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">f</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">okres (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y36a w22 h30"><div class="t m0 x64 h1a y252 ff3 fs4 fc0 sc0 ls8 ws0">63<span class="ls0"> </span></div></div><div class="c x5a y36a w22 h30"><div class="t m0 x47 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y36a w22 h30"><div class="t m0 x65 h1a y252 ff3 fs4 fc0 sc0 ls8 ws0">165<span class="ls0"> </span></div></div><div class="c x9 y36a w25 h30"><div class="t m0 x62 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x5c y36a w24 h30"><div class="t m0 x47 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y36a w22 h30"><div class="t m0 x47 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y36a w22 h30"><div class="t m0 x62 h1a y252 ff2 fs4 fc0 sc0 ls9 ws0">228<span class="ff3 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x40 y19 w5 h47" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">32<span class="ls0"> <span class="lsc">| </span><span class="fc1">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y253 w1f h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- umorz<span class="_ _0"></span>enie <span class="_ _0"></span>p<span class="_ _1"></span>lan<span class="_ _0"></span>o<span class="fc2 sc0">w</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></div></div><div class="c x58 y253 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">63<span class="ls0"> </span></div></div><div class="c x5a y253 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y253 w22 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">165<span class="ls0"> </span></div></div><div class="c x9 y253 w25 h2c"><div class="t m0 x62 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x5c y253 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y253 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y253 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">228<span class="ff3 ls0"> </span></div></div><div class="c x1 y36c w1f h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zm</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">js</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x58 y36c w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y36c w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y36c w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y36c w25 h1d"><div class="t m0 x65 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y36c w24 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y36c w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y36c w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y56 w1f h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacji </div></div><div class="c x58 y56 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y56 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y56 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y56 w25 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y56 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y56 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y56 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y36d w1f h1b"><div class="t m0 x21 h1a y1c1 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">h)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">umul</span><span class="_ _0"></span><span class="fc2 sc0">o</span><span class="fc2 sc0">wan</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c2 ff3 fs4 fc0 sc0 ls0 ws0">amort<span class="_ _0"></span>yzacja </div><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">koniec o<span class="_ _0"></span>kresu<span class="_ _0"></span> </div></div><div class="c x58 y36d w22 h1b"><div class="t m0 x64 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">88<span class="ls0"> </span></div></div><div class="c x5a y36d w22 h1b"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y36d w22 h1b"><div class="t m0 x65 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">571<span class="ls0"> </span></div></div><div class="c x9 y36d w25 h1b"><div class="t m0 x66 h1a y369 ff3 fs4 fc0 sc0 ls8 ws0">71<span class="ls0"> </span></div></div><div class="c x5c y36d w24 h1b"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y36d w22 h1b"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y36d w22 h1b"><div class="t m0 x62 h1a y369 ff2 fs4 fc0 sc0 ls9 ws0">659<span class="ff3 ls0"> </span></div></div><div class="c x1 y36e w1f h44"><div class="t m0 x21 h1a y35c ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">i</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h1a y360 ff5 fs4 fc0 sc0 ls0 ws0">trwałej <span class="_ _0"></span>utrat<span class="_ _0"></span>y </div><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści na po<span class="_ _0"></span>cząte<span class="_ _0"></span>k<span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x58 y36e w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y36e w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y36e w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y36e w25 h44"><div class="t m0 x65 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y36e w24 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y36e w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y36e w22 h44"><div class="t m0 x47 h1a y369 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y36f w1f h2e"><div class="t m0 x21 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x58 y36f w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y36f w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y36f w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y36f w25 h2e"><div class="t m0 x65 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y36f w24 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y36f w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y36f w22 h2e"><div class="t m0 x47 h1a y22c ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y17d w1f h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- zmniej<span class="_ _0"></span>szenie<span class="_ _0"></span> </div></div><div class="c x58 y17d w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y17d w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y17d w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y17d w25 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y17d w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y17d w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y17d w22 h2c"><div class="t m0 x47 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y370 w1f h44"><div class="t m0 x21 h1a y35c ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">j)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">ty</span><span class="_ _0"></span><span class="fc2 sc0">tuł</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h1a y360 ff5 fs4 fc0 sc0 ls0 ws0">trwałej <span class="_ _0"></span>utrat<span class="_ _0"></span>y </div><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści na ko<span class="_ _0"></span>niec </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x58 y370 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5a y370 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y370 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y370 w25 h44"><div class="t m0 x65 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5c y370 w24 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y370 w22 h44"><div class="t m0 x47 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y370 w22 h44"><div class="t m0 x47 h1a y369 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y2c5 w1f h46"><div class="t m0 x21 h1a y371 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">k</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="_ _0"></span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tto </span></div><div class="t m0 x21 h1a y35c ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x21 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">niem<span class="_ _0"></span>aterialn<span class="_ _0"></span>ych i </div><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">prawn<span class="_ _0"></span>ych na <span class="_ _0"></span>koniec </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x58 y2c5 w22 h46"><div class="t m0 x65 h1a y360 ff3 fs4 fc0 sc0 ls8 ws0">455<span class="ls0"> </span></div></div><div class="c x5a y2c5 w22 h46"><div class="t m0 x47 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5b y2c5 w22 h46"><div class="t m0 x65 h1a y360 ff3 fs4 fc0 sc0 ls8 ws0">559<span class="ls0"> </span></div></div><div class="c x9 y2c5 w25 h46"><div class="t m0 x66 h1a y360 ff3 fs4 fc0 sc0 ls8 ws0">39<span class="ls0"> </span></div></div><div class="c x5c y2c5 w24 h46"><div class="t m0 x47 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y2c5 w22 h46"><div class="t m0 x47 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y2c5 w22 h46"><div class="t m0 x3d h1a y360 ff2 fs4 fc0 sc0 ls0 ws0">1 01<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y372 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>szczególności <span class="_ _1a"> </span>wykazano <span class="_ _1e"> </span>prace <span class="_ _1a"> </span>rozw<span class="_ _1"></span>ojo<span class="_ _0"></span>we <span class="_ _1a"> </span>o <span class="_ _1b"> </span>wa<span class="_ _1"></span>rtości <span class="_ _1a"> </span>334 <span class="_ _1a"> </span>tys. <span class="_ _1a"> </span>zł <span class="_ _1b"> </span>polegające <span class="_ _1a"> </span>na </div><div class="t m0 x1 h6 y373 ff5 fs0 fc0 sc0 ls0 ws0">inwestycji <span class="_ _14"></span>w <span class="_ _0"></span>optymalizację <span class="_ _0"></span>procesów <span class="_ _14"></span>biznes<span class="_ _0"></span>owych <span class="_ _0"></span>w <span class="_ _0"></span>funkcjonującym <span class="_ _14"></span>w <span class="_ _0"></span>spółce <span class="_ _14"></span>systemie </div><div class="t m0 x1 h6 y374 ff5 fs0 fc0 sc0 ls0 ws0">ERP. <span class="_ _e"></span> <span class="_ _19"></span>Spółka <span class="_ _e"></span>ujęła <span class="_ _19"></span>w <span class="_ _e"></span>roku <span class="_ _19"></span>2024 <span class="_ _19"></span>bezpośrednio <span class="_ _e"></span>w <span class="_ _19"></span>koszty <span class="_ _19"></span>kw<span class="_ _1"></span>otę <span class="_ _19"></span>18 <span class="_ _e"></span>ty<span class="_ _0"></span>s. <span class="_ _e"></span>zł <span class="_ _19"></span>zw<span class="_ _1"></span>iąza<span class="_ _1"></span>n<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _e"></span>z </div><div class="t m0 x1 h6 y2b ff3 fs0 fc0 sc0 ls0 ws0">pracami <span class="_ _14"></span>badawc<span class="ff5">zymi <span class="_ _14"></span>i <span class="_ _0"></span>pracami <span class="_ _14"></span>rozwojowymi<span class="_ _0"></span>, <span class="_ _0"></span>które <span class="_ _14"></span>ni<span class="_ _1"></span>e <span class="_ _14"></span>zostały <span class="_ _14"></span>zakwalifikowane <span class="_ _14"></span>zgodn<span class="_ _0"></span>i<span class="_ _1"></span>e </span></div><div class="t m0 x1 h6 y375 ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _1e"> </span>art. <span class="_ _1e"> </span>33 <span class="_ _1e"> </span>ust. <span class="_ _1e"> </span>2 <span class="_ _1f"> </span>Usta<span class="_ _1"></span>wy <span class="_ _1e"> </span>o <span class="_ _1f"> </span>ra<span class="_ _1"></span>chunko<span class="_ _0"></span>wości <span class="_ _1e"> </span>do <span class="_ _1e"> </span>wartości <span class="_ _1e"> </span>n<span class="_ _0"></span>i<span class="_ _1"></span>emater<span class="_ _0"></span>i<span class="_ _1"></span>alnych <span class="_ _1e"> </span>i <span class="_ _1e"> </span>prawnych<span class="_ _0"></span>.<span class="_ _1c"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y376 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y377 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 1.3<span class="_ _1"></span> </div></div><div class="c x1 y268 w1e h48"><div class="t m0 x4e h1a y378 ff4 fs4 fc0 sc0 ls0 ws0">1.3 W<span class="_ _0"></span>ARTO<span class="_ _0"></span>ŚCI NIE<span class="_ _0"></span>MATE<span class="_ _0"></span>RIALNE <span class="_ _0"></span>I PR<span class="_ _0"></span>AWNE </div><div class="t m0 x4d h1a y200 ff4 fs4 fc0 sc0 ls0 ws0">(STR<span class="_ _0"></span>UKTUR<span class="_ _0"></span>A<span class="_ _1"></span> WŁ<span class="_ _0"></span>ASNO<span class="_ _0"></span>ŚCIOW<span class="_ _0"></span>A)<span class="ff3"> </span></div></div><div class="c x3b y268 w1f h48"><div class="t m0 x17 h1a y379 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y268 w20 h48"><div class="t m0 x17 h1a y379 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y37a w1e h3d"><div class="t m0 x21 h1a y2cf ff5 fs4 fc0 sc0 ls0 ws0">a) wła<span class="_ _0"></span>sne<span class="ff3"> </span></div></div><div class="c x3b y37a w1f h3d"><div class="t m0 x57 h1a y2cf ff3 fs4 fc0 sc0 ls0 ws0">1 013<span class="_ _0"></span> </div></div><div class="c x55 y37a w20 h3d"><div class="t m0 x26 h1a y2cf ff3 fs4 fc0 sc0 ls8 ws0">783<span class="ls0"> </span></div></div><div class="c x1 y37b w1e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uż</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wi</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="fc2 sc0">mo</span><span class="_ _0"></span><span class="fc2 sc0">wy</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">mu,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">ża</span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">b</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">nne</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">umow<span class="_ _0"></span>y, w t<span class="_ _0"></span>ym umow<span class="_ _0"></span>y leasin<span class="_ _0"></span>gu </div></div><div class="c x3b y37b w1f h1d"><div class="t m0 x20 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y37b w20 h1d"><div class="t m0 x20 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y37c w1e h2c"><div class="t m0 x21 h1a y221 ff4 fs4 fc0 sc0 ls0 ws0">Warto<span class="_ _0"></span>ści niem<span class="_ _0"></span>ateria<span class="_ _0"></span>lne i <span class="_ _0"></span>prawne<span class="_ _0"></span> razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y37c w1f h2c"><div class="t m0 x28 h1a y221 ff2 fs4 fc0 sc0 ls0 ws0">1 01<span class="_ _0"></span>3 </div></div><div class="c x55 y37c w20 h2c"><div class="t m0 x22 h1a y221 ff2 fs4 fc0 sc0 ls9 ws0">783<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y294 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y37d ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 2.1<span class="_ _1"></span> </div></div><div class="c x1 y37e w1e h1f"><div class="t m0 x48 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">2.1 RZE<span class="_ _0"></span>CZO<span class="_ _0"></span>WE AKT<span class="_ _0"></span>YWA <span class="_ _0"></span>TRWAŁE<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y37e w1f h1f"><div class="t m0 x17 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y37e w20 h1f"><div class="t m0 x17 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y37f w1e h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">a) śro<span class="_ _0"></span>dki trw<span class="_ _0"></span>ałe, w<span class="_ _0"></span> tym:<span class="ff3"> </span></div></div><div class="c x3b y37f w1f h1f"><div class="t m0 x4e h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">18 8<span class="_ _0"></span>20 </div></div><div class="c x55 y37f w20 h1f"><div class="t m0 x4e h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">21 0<span class="_ _0"></span>62<span class="ff3"> </span></div></div><div class="c x1 y380 w1e h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">grunt<span class="_ _0"></span>y (w t<span class="_ _0"></span>ym pra<span class="_ _0"></span>wo użyt<span class="_ _0"></span>k<span class="_ _1"></span>o<span class="_ _0"></span>wania wi<span class="_ _0"></span>eczys<span class="_ _0"></span>tego grun<span class="_ _0"></span>tu)<span class="ff3"> </span></span></div></div><div class="c x3b y380 w1f h28"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x55 y380 w20 h28"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x1 y381 w1e h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">bud<span class="_ _0"></span>y<span class="_ _1"></span>nki, l<span class="_ _0"></span>okal<span class="_ _0"></span>e i obiekt<span class="_ _0"></span>y inżyni<span class="_ _0"></span>erii l<span class="_ _0"></span>ąd<span class="_ _1"></span>ow<span class="_ _0"></span>ej i wo<span class="_ _0"></span>dnej<span class="ff3"> </span></span></div></div><div class="c x3b y381 w1f h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">8 129<span class="_ _0"></span> </div></div><div class="c x55 y381 w20 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">8 513 </div></div><div class="c x1 y18 w1e h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">urząd<span class="_ _0"></span>zenia t<span class="_ _0"></span>echniczn<span class="_ _0"></span>e i ma<span class="_ _0"></span>szyny<span class="ff3"> </span></span></div></div><div class="c x3b y18 w1f h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">7 634<span class="_ _0"></span> </div></div><div class="c x55 y18 w20 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">8 576 </div></div><div class="c x1 y382 w1e h1c"><div class="t m0 x21 h1a y383 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">środ<span class="_ _0"></span>ki trans<span class="_ _0"></span>portu<span class="ff3"> </span></span></div></div><div class="c x3b y382 w1f h1c"><div class="t m0 x57 h1a y383 ff3 fs4 fc0 sc0 ls0 ws0">1 481<span class="_ _0"></span> </div></div><div class="c x55 y382 w20 h1c"><div class="t m0 x28 h1a y383 ff3 fs4 fc0 sc0 ls0 ws0">2 042 </div></div><div class="c x1 y384 w1e h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>środ<span class="_ _0"></span>k<span class="_ _1"></span>i trwa<span class="_ _0"></span>łe<span class="ff3"> </span></span></div></div><div class="c x3b y384 w1f h20"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">888<span class="ls0"> </span></div></div><div class="c x55 y384 w20 h20"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 244 </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x26 y19 w26 h49" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">33<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y385 w1e h37"><div class="t m0 x21 h1a y27c ff4 fs4 fc0 sc0 ls0 ws0">b) śro<span class="_ _0"></span>dki tr<span class="_ _0"></span>wałe w <span class="_ _0"></span>budow<span class="_ _0"></span>ie<span class="ff3"> </span></div></div><div class="c x3b y385 w1f h37"><div class="t m0 x26 h1a y27c ff3 fs4 fc0 sc0 ls8 ws0">535<span class="ls0"> </span></div></div><div class="c x55 y385 w20 h37"><div class="t m0 x26 h1a y27c ff3 fs4 fc0 sc0 ls8 ws0">556<span class="ls0"> </span></div></div><div class="c x1 y386 w1e h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">c) za<span class="_ _0"></span>liczki na<span class="_ _0"></span> środ<span class="_ _0"></span>ki trwał<span class="_ _0"></span>e w bu<span class="_ _0"></span>dowie<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y386 w1f h1f"><div class="t m0 x20 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y386 w20 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">99<span class="ls0"> </span></div></div><div class="c x1 y387 w1e h1c"><div class="t m0 x21 h2d y1c8 ff4 fs5 fc0 sc0 ls0 ws0">Rzeczowe ak<span class="_ _0"></span>tywa <span class="_ _0"></span>trwałe, razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y387 w1f h1c"><div class="t m0 x1b h2d y1c8 ff2 fs5 fc0 sc0 ls0 ws0">19 354<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y387 w20 h1c"><div class="t m0 x1b h2d y1c8 ff2 fs5 fc0 sc0 ls0 ws0">21 717<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y388 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y389 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 2.2<span class="_ _1"></span> </div></div><div class="c x1 y38a w27 h2c"><div class="t m0 x4d h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">2.2 Z<span class="_ _0"></span>MIANY Ś<span class="_ _0"></span>RODKÓ<span class="_ _0"></span>W TR<span class="_ _0"></span>WAŁY<span class="_ _0"></span>CH (W<span class="_ _0"></span>G GRUP <span class="_ _0"></span>RODZ<span class="_ _0"></span>AJOWY<span class="_ _0"></span>CH) –<span class="ff2"> 202<span class="_ _0"></span>4<span class="ff3"> </span></span></div></div><div class="c x1 y38b w28 h4a"><div class="t m0 x21 h1a y38c ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y38b w22 h4a"><div class="t m0 x13 h1a y38d ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">r</span><span class="fc2 sc0">unt</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">w </span></div><div class="t m0 x34 h1a y361 ff3 fs4 fc0 sc0 ls0 ws0">tym pr<span class="_ _0"></span>awo </div><div class="t m0 x63 h1a y366 ff5 fs4 fc0 sc0 ls0 ws0">użytkow<span class="_ _0"></span>ani</div><div class="t m0 x59 h1a y367 ff3 fs4 fc0 sc0 ls15 ws0">a </div><div class="t m0 x34 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">wieczy<span class="_ _0"></span>steg</div><div class="t m0 x68 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">o grunt<span class="_ _0"></span>u) </div></div><div class="c x69 y38b w22 h4a"><div class="t m0 x6a h1a y38d ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">u</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">nk</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x5f h1a y361 ff3 fs4 fc0 sc0 ls0 ws0">lokal<span class="_ _0"></span>e<span class="_ _1"></span> i </div><div class="t m0 x4a h1a y366 ff3 fs4 fc0 sc0 ls0 ws0">obiekt<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 x1a h1a y367 ff5 fs4 fc0 sc0 ls0 ws0">inżyni<span class="_ _0"></span>erii </div><div class="t m0 x1a h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">lądow<span class="_ _0"></span>e<span class="_ _1"></span>j i </div><div class="t m0 x5f h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">wodnej<span class="_ _0"></span> </div></div><div class="c x5 y38b w22 h4a"><div class="t m0 x34 h1a y38e ff5 fs4 fc0 sc0 ls0 ws0">urzą<span class="_ _0"></span>d<span class="_ _1"></span>zenia </div><div class="t m0 x34 h1a y38f ff3 fs4 fc0 sc0 ls0 ws0">technicz<span class="_ _0"></span>ne </div><div class="t m0 x13 h1a y390 ff3 fs4 fc0 sc0 ls0 ws0">i masz<span class="_ _0"></span>yny </div></div><div class="c x3c y38b w22 h4a"><div class="t m0 x19 h1a y366 ff5 fs4 fc0 sc0 ls0 ws0">środki </div><div class="t m0 x44 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">transpor<span class="_ _0"></span>tu </div></div><div class="c x6b y38b w24 h4a"><div class="t m0 x34 h1a y366 ff5 fs4 fc0 sc0 ls0 ws0">inne śro<span class="_ _0"></span>dki </div><div class="t m0 x19 h1a y367 ff5 fs4 fc0 sc0 ls0 ws0">trwałe<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x6c y38b w22 h4a"><div class="t m0 x5f h1a y38e ff4 fs4 fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>ki </div><div class="t m0 x50 h1a y38f ff4 fs4 fc0 sc0 ls0 ws0">trwał<span class="_ _0"></span>e, </div><div class="t m0 x5f h1a y390 ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y391 w28 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ut</span><span class="_ _0"></span><span class="fc2 sc0">to </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>p<span class="_ _1"></span>oczą<span class="_ _0"></span>tek o<span class="_ _0"></span>kresu<span class="ff3"> </span></div></div><div class="c x67 y391 w22 h1d"><div class="t m0 x65 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y391 w22 h1d"><div class="t m0 x5f h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">13 017<span class="_ _14"></span> </div></div><div class="c x5 y391 w22 h1d"><div class="t m0 x5f h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">23 860<span class="_ _14"></span> </div></div><div class="c x3c y391 w22 h1d"><div class="t m0 x66 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">4 629<span class="_ _0"></span> </div></div><div class="c x6b y391 w24 h1d"><div class="t m0 x66 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">4 304<span class="_ _0"></span> </div></div><div class="c x6c y391 w22 h1d"><div class="t m0 x3f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">46 4<span class="_ _0"></span>98<span class="ff3"> </span></div></div><div class="c x1 y1c9 w28 h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">b) zwię<span class="_ _0"></span>kszenia <span class="_ _0"></span>(z tyt<span class="_ _0"></span>ułu)<span class="ff3"> </span></div></div><div class="c x67 y1c9 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y1c9 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y1c9 w22 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">253<span class="ls0"> </span></div></div><div class="c x3c y1c9 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y1c9 w24 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">22<span class="ls0"> </span></div></div><div class="c x6c y1c9 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">275<span class="ff3 ls0"> </span></div></div><div class="c x1 ydf w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- zakup<span class="_ _0"></span> </div></div><div class="c x67 ydf w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 ydf w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 ydf w22 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">253<span class="ls0"> </span></div></div><div class="c x3c ydf w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b ydf w24 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">22<span class="ls0"> </span></div></div><div class="c x6c ydf w22 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">275<span class="ls0"> </span></div></div><div class="c x1 ya w28 h31"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- z i<span class="_ _0"></span>nwestycji<span class="_ _0"></span> </div></div><div class="c x67 ya w22 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 ya w22 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 ya w22 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ya w22 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b ya w24 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c ya w22 h31"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y392 w28 h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- w <span class="_ _0"></span>leasingu fi<span class="_ _0"></span>nanso<span class="_ _0"></span>wym </div></div><div class="c x67 y392 w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y392 w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y392 w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y392 w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y392 w24 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y392 w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y260 w28 h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">c) zmni<span class="_ _0"></span>ejsze<span class="_ _0"></span>nia (z t<span class="_ _0"></span>ytułu)<span class="ff3"> </span></div></div><div class="c x67 y260 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y260 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y260 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">61<span class="ls0"> </span></div></div><div class="c x3c y260 w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">195<span class="ls0"> </span></div></div><div class="c x6b y260 w24 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6c y260 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">258<span class="ff3 ls0"> </span></div></div><div class="c x1 y393 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż<span class="ff3"> </span></span></div></div><div class="c x67 y393 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y393 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y393 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">53<span class="ls0"> </span></div></div><div class="c x3c y393 w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">195<span class="ls0"> </span></div></div><div class="c x6b y393 w24 h2c"><div class="t m0 x59 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6c y393 w22 h2c"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">248<span class="ls0"> </span></div></div><div class="c x1 y16b w28 h2e"><div class="t m0 x21 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacja </div></div><div class="c x67 y16b w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y16b w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y16b w22 h2e"><div class="t m0 x59 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x3c y16b w22 h2e"><div class="t m0 x47 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y16b w24 h2e"><div class="t m0 x59 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6c y16b w22 h2e"><div class="t m0 x64 h1a y22c ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y394 w28 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">tto </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">w </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> <span class="_ _0"></span>okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y394 w22 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y394 w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">13 017<span class="_ _14"></span> </div></div><div class="c x5 y394 w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">24 052<span class="_ _14"></span> </div></div><div class="c x3c y394 w22 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">4 434<span class="_ _0"></span> </div></div><div class="c x6b y394 w24 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">4 324<span class="_ _0"></span> </div></div><div class="c x6c y394 w22 h1d"><div class="t m0 x3f h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">46 5<span class="_ _0"></span>15<span class="ff3"> </span></div></div><div class="c x1 y395 w28 h4b"><div class="t m0 x21 h1a y35d ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">mul</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="fc2 sc0">ty</span><span class="_ _0"></span><span class="fc2 sc0">za</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ja </span></div><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na począt<span class="_ _0"></span>ek </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y395 w22 h4b"><div class="t m0 x47 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y395 w22 h4b"><div class="t m0 x19 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">4 504<span class="_ _0"></span> </div></div><div class="c x5 y395 w22 h4b"><div class="t m0 x5f h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">15 285<span class="_ _14"></span> </div></div><div class="c x3c y395 w22 h4b"><div class="t m0 x66 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">2 587<span class="_ _0"></span> </div></div><div class="c x6b y395 w24 h4b"><div class="t m0 x66 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">3 060<span class="_ _0"></span> </div></div><div class="c x6c y395 w22 h4b"><div class="t m0 x3f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">25 4<span class="_ _0"></span>36<span class="ff3"> </span></div></div><div class="c x1 y245 w28 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">f</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y245 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y245 w22 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">384<span class="ls0"> </span></div></div><div class="c x5 y245 w22 h1d"><div class="t m0 x19 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1 134<span class="_ _0"></span> </div></div><div class="c x3c y245 w22 h1d"><div class="t m0 x17 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">366<span class="ls0"> </span></div></div><div class="c x6b y245 w24 h1d"><div class="t m0 x17 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">376<span class="ls0"> </span></div></div><div class="c x6c y245 w22 h1d"><div class="t m0 x3d h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">2 25<span class="_ _0"></span>9<span class="ff3"> </span></div></div><div class="c x1 ya7 w28 h2e"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- umorz<span class="_ _0"></span>enie <span class="_ _0"></span>p<span class="_ _1"></span>lan<span class="_ _0"></span>owe </div></div><div class="c x67 ya7 w22 h2e"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 ya7 w22 h2e"><div class="t m0 x65 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">384<span class="ls0"> </span></div></div><div class="c x5 ya7 w22 h2e"><div class="t m0 x19 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">1 193<span class="_ _0"></span> </div></div><div class="c x3c ya7 w22 h2e"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">530<span class="ls0"> </span></div></div><div class="c x6b ya7 w24 h2e"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">378<span class="ls0"> </span></div></div><div class="c x6c ya7 w22 h2e"><div class="t m0 x19 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">2 484<span class="_ _0"></span> </div></div><div class="c x1 y396 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż<span class="ff3"> </span></span></div></div><div class="c x67 y396 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y396 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y396 w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">59</span> </div></div><div class="c x3c y396 w22 h2c"><div class="t m0 x6d h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">164</span> </div></div><div class="c x6b y396 w24 h2c"><div class="t m0 x6e h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-2 </div></div><div class="c x6c y396 w22 h2c"><div class="t m0 x6d h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">225</span> </div></div><div class="c x1 y18a w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacja </div></div><div class="c x67 y18a w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y18a w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y18a w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y18a w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y18a w24 h2c"><div class="t m0 x21 h1a y223 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y18a w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y397 w28 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">mul</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="fc2 sc0">ty</span><span class="_ _0"></span><span class="fc2 sc0">za</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ja </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na koni<span class="_ _0"></span>ec okr<span class="_ _0"></span>esu </div></div><div class="c x67 y397 w22 h1d"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y397 w22 h1d"><div class="t m0 x19 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">4 887<span class="_ _0"></span> </div></div><div class="c x5 y397 w22 h1d"><div class="t m0 x5f h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">16 419<span class="_ _14"></span> </div></div><div class="c x3c y397 w22 h1d"><div class="t m0 x66 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">2 953<span class="_ _0"></span> </div></div><div class="c x6b y397 w24 h1d"><div class="t m0 x66 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">3 436<span class="_ _0"></span> </div></div><div class="c x6c y397 w22 h1d"><div class="t m0 x3f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">27 6<span class="_ _0"></span>95<span class="ff3"> </span></div></div><div class="c x1 y398 w28 h4c"><div class="t m0 x21 h1a y35d ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">h)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">tuł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">tr</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0">utrat<span class="_ _0"></span>y<span class="_ _1"></span> w<span class="_ _0"></span>artości na <span class="_ _14"></span>p<span class="_ _1"></span>ocząt<span class="_ _0"></span>ek </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y398 w22 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y398 w22 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y398 w22 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y398 w22 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y398 w24 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y398 w22 h4c"><div class="t m0 x47 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y33 w28 h2f"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x67 y33 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y33 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y33 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y33 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y33 w24 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y33 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e w28 h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- zmniej<span class="_ _0"></span>szenie<span class="_ _0"></span> </div></div><div class="c x67 y4e w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y4e w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y4e w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y4e w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y4e w24 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y4e w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y399 w28 h4c"><div class="t m0 x21 h1a y367 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">i</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">tr</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0">utrat<span class="_ _0"></span>y<span class="_ _1"></span> w<span class="_ _0"></span>artości na <span class="_ _14"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y399 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y399 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y399 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y399 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y399 w24 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y399 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y39a w28 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">j)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tt</span><span class="fc2 sc0">o </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> <span class="_ _0"></span>okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y39a w22 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y39a w22 h1d"><div class="t m0 x19 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">8 129<span class="_ _0"></span> </div></div><div class="c x5 y39a w22 h1d"><div class="t m0 x19 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">7 634<span class="_ _0"></span> </div></div><div class="c x3c y39a w22 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">1 481<span class="_ _0"></span> </div></div><div class="c x6b y39a w24 h1d"><div class="t m0 x17 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">888<span class="ls0"> </span></div></div><div class="c x6c y39a w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">18 820<span class="_ _14"></span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y39b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y33d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x29 h6 y39c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y39d ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x40 y19 w5 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">34<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y39e w27 h2c"><div class="t m0 x4d h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">2.2 Z<span class="_ _0"></span>MIANY Ś<span class="_ _0"></span>RODKÓ<span class="_ _0"></span>W TR<span class="_ _0"></span>WAŁY<span class="_ _0"></span>CH (W<span class="_ _0"></span>G GRUP <span class="_ _0"></span>RODZ<span class="_ _0"></span>AJOWY<span class="_ _0"></span>CH) –<span class="ff2"> 202<span class="_ _0"></span>3<span class="ff3"> </span></span></div></div><div class="c x1 y39f w28 h4d"><div class="t m0 x21 h1a y3a0 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y39f w22 h4d"><div class="t m0 x13 h1a y3a1 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">r</span><span class="fc2 sc0">unt</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">w </span></div><div class="t m0 x34 h1a y371 ff3 fs4 fc0 sc0 ls0 ws0">tym pr<span class="_ _0"></span>awo </div><div class="t m0 x63 h1a y3a2 ff5 fs4 fc0 sc0 ls0 ws0">użytkow<span class="_ _0"></span>ani</div><div class="t m0 x59 h1a y1c2 ff3 fs4 fc0 sc0 ls15 ws0">a </div><div class="t m0 x34 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">wieczy<span class="_ _0"></span>steg</div><div class="t m0 x68 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">o grunt<span class="_ _0"></span>u) </div></div><div class="c x69 y39f w22 h4d"><div class="t m0 x6a h1a y3a1 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">u</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">nk</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x5f h1a y371 ff3 fs4 fc0 sc0 ls0 ws0">lokal<span class="_ _0"></span>e<span class="_ _1"></span> i </div><div class="t m0 x4a h1a y3a2 ff3 fs4 fc0 sc0 ls0 ws0">obiekt<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 x1a h1a y1c2 ff5 fs4 fc0 sc0 ls0 ws0">inżyni<span class="_ _0"></span>erii </div><div class="t m0 x1a h1a y2fe ff5 fs4 fc0 sc0 ls0 ws0">lądow<span class="_ _0"></span>e<span class="_ _1"></span>j i </div><div class="t m0 x5f h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">wodnej<span class="_ _0"></span> </div></div><div class="c x5 y39f w22 h4d"><div class="t m0 x34 h1a y3c ff5 fs4 fc0 sc0 ls0 ws0">urzą<span class="_ _0"></span>d<span class="_ _1"></span>zenia </div><div class="t m0 x34 h1a y3a3 ff3 fs4 fc0 sc0 ls0 ws0">technicz<span class="_ _0"></span>ne </div><div class="t m0 x13 h1a y3a4 ff3 fs4 fc0 sc0 ls0 ws0">i masz<span class="_ _0"></span>yny </div></div><div class="c x3c y39f w22 h4d"><div class="t m0 x19 h1a y3a2 ff5 fs4 fc0 sc0 ls0 ws0">środki </div><div class="t m0 x44 h1a y1c2 ff3 fs4 fc0 sc0 ls0 ws0">transpor<span class="_ _0"></span>tu </div></div><div class="c x6b y39f w24 h4d"><div class="t m0 x34 h1a y3a2 ff5 fs4 fc0 sc0 ls0 ws0">inne śro<span class="_ _0"></span>dki </div><div class="t m0 x19 h1a y1c2 ff5 fs4 fc0 sc0 ls0 ws0">trwałe<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x6c y39f w22 h4d"><div class="t m0 x5f h1a y3c ff4 fs4 fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>ki </div><div class="t m0 x50 h1a y3a3 ff4 fs4 fc0 sc0 ls0 ws0">trwał<span class="_ _0"></span>e, </div><div class="t m0 x5f h1a y3a4 ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3a5 w28 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ut</span><span class="_ _0"></span><span class="fc2 sc0">to </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>p<span class="_ _1"></span>oczą<span class="_ _0"></span>tek o<span class="_ _0"></span>kresu<span class="ff3"> </span></div></div><div class="c x67 y3a5 w22 h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y3a5 w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">13 018<span class="_ _14"></span> </div></div><div class="c x5 y3a5 w22 h1d"><div class="t m0 x5f h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">23 79<span class="_ _0"></span>1<span class="ffc"> </span></div></div><div class="c x3c y3a5 w22 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">4 594<span class="_ _0"></span> </div></div><div class="c x6b y3a5 w24 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">4 292<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6c y3a5 w22 h1d"><div class="t m0 x3f h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">46 3<span class="_ _0"></span>82<span class="ff3"> </span></div></div><div class="c x1 y3a6 w28 h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">b) zwię<span class="_ _0"></span>kszenia <span class="_ _0"></span>(z tyt<span class="_ _0"></span>ułu)<span class="ff3"> </span></div></div><div class="c x67 y3a6 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3a6 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3a6 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">82<span class="ls0"> </span></div></div><div class="c x3c y3a6 w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">307<span class="ls0"> </span></div></div><div class="c x6b y3a6 w24 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">23<span class="ls0"> </span></div></div><div class="c x6c y3a6 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">412<span class="ff3 ls0"> </span></div></div><div class="c x1 y161 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- zakup<span class="_ _0"></span> </div></div><div class="c x67 y161 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y161 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y161 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">82<span class="ls0"> </span></div></div><div class="c x3c y161 w22 h2c"><div class="t m0 x60 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">60<span class="ls0"> </span></div></div><div class="c x6b y161 w24 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">23<span class="ls0"> </span></div></div><div class="c x6c y161 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">165<span class="ff3 ls0"> </span></div></div><div class="c x1 y3a7 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- z i<span class="_ _0"></span>nwestycji<span class="_ _0"></span> </div></div><div class="c x67 y3a7 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3a7 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3a7 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3a7 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y3a7 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3a7 w22 h2c"><div class="t m0 x47 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3a8 w28 h2e"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- w <span class="_ _0"></span>leasingu fi<span class="_ _0"></span>nanso<span class="_ _0"></span>wym </div></div><div class="c x67 y3a8 w22 h2e"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3a8 w22 h2e"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3a8 w22 h2e"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3a8 w22 h2e"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">247<span class="ls0"> </span></div></div><div class="c x6b y3a8 w24 h2e"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3a8 w22 h2e"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">247<span class="ff3 ls0"> </span></div></div><div class="c x1 y2e5 w28 h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">c) zmni<span class="_ _0"></span>ejsze<span class="_ _0"></span>nia (z t<span class="_ _0"></span>ytułu)<span class="ff3"> </span></div></div><div class="c x67 y2e5 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y2e5 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y2e5 w22 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">13<span class="ls0"> </span></div></div><div class="c x3c y2e5 w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">272<span class="ls0"> </span></div></div><div class="c x6b y2e5 w24 h2c"><div class="t m0 x64 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x6c y2e5 w22 h2c"><div class="t m0 x62 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">296<span class="ff3 ls0"> </span></div></div><div class="c x1 y3a9 w28 h2f"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż<span class="ff3"> </span></span></div></div><div class="c x67 y3a9 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3a9 w22 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3a9 w22 h2f"><div class="t m0 x64 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">13<span class="ls0"> </span></div></div><div class="c x3c y3a9 w22 h2f"><div class="t m0 x17 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x6b y3a9 w24 h2f"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3a9 w22 h2f"><div class="t m0 x62 h1a y221 ff2 fs4 fc0 sc0 ls9 ws0">282<span class="ff3 ls0"> </span></div></div><div class="c x1 y3aa w28 h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacja </div></div><div class="c x67 y3aa w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3aa w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3aa w22 h2c"><div class="t m0 x47 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3aa w22 h2c"><div class="t m0 x59 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div><div class="c x6b y3aa w24 h2c"><div class="t m0 x64 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x6c y3aa w22 h2c"><div class="t m0 x64 h1a y221 ff2 fs4 fc0 sc0 ls9 ws0">14<span class="ff3 ls0"> </span></div></div><div class="c x1 y34b w28 h30"><div class="t m0 x21 h1a y2fe ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">tto </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">w </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> <span class="_ _0"></span>okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y34b w22 h30"><div class="t m0 x65 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y34b w22 h30"><div class="t m0 x5f h24 y1d8 ff7 fs5 fc0 sc0 ls0 ws0">13 01<span class="_ _0"></span>7<span class="ffc"> </span></div></div><div class="c x5 y34b w22 h30"><div class="t m0 x5f h24 y1d8 ff7 fs5 fc0 sc0 ls0 ws0">23 86<span class="_ _0"></span>0<span class="ffc"> </span></div></div><div class="c x3c y34b w22 h30"><div class="t m0 x66 h24 y1d8 ff7 fs5 fc0 sc0 ls0 ws0">4 629<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6b y34b w24 h30"><div class="t m0 x66 h24 y1d8 ff7 fs5 fc0 sc0 ls0 ws0">4 304<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6c y34b w22 h30"><div class="t m0 x3f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">46 4<span class="_ _0"></span>98<span class="ff3"> </span></div></div><div class="c x1 y3ab w28 h4e"><div class="t m0 x21 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">mul</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="fc2 sc0">ty</span><span class="_ _0"></span><span class="fc2 sc0">za</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ja </span></div><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na począt<span class="_ _0"></span>ek </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y3ab w22 h4e"><div class="t m0 x47 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3ab w22 h4e"><div class="t m0 x66 h24 y1c3 ff7 fs5 fc0 sc0 ls0 ws0">4 124<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x5 y3ab w22 h4e"><div class="t m0 x5f h24 y1c3 ff7 fs5 fc0 sc0 ls0 ws0">14 03<span class="_ _0"></span>7<span class="ffc"> </span></div></div><div class="c x3c y3ab w22 h4e"><div class="t m0 x66 h24 y1c3 ff7 fs5 fc0 sc0 ls0 ws0">2 114<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6b y3ab w24 h4e"><div class="t m0 x66 h24 y1c3 ff7 fs5 fc0 sc0 ls0 ws0">2 565<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6c y3ab w22 h4e"><div class="t m0 x3f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">22 8<span class="_ _0"></span>40<span class="ff3"> </span></div></div><div class="c x1 y62 w28 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">f</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y62 w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y62 w22 h1d"><div class="t m0 x17 h24 y1c5 ff7 fs5 fc0 sc0 ls16 ws0">380<span class="ffc ls0"> </span></div></div><div class="c x5 y62 w22 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">1 248<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x3c y62 w22 h1d"><div class="t m0 x17 h24 y1c5 ff7 fs5 fc0 sc0 ls16 ws0">473<span class="ffc ls0"> </span></div></div><div class="c x6b y62 w24 h1d"><div class="t m0 x17 h24 y1c5 ff7 fs5 fc0 sc0 ls16 ws0">495<span class="ffc ls0"> </span></div></div><div class="c x6c y62 w22 h1d"><div class="t m0 x3d h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">2 59<span class="_ _0"></span>6<span class="ff3"> </span></div></div><div class="c x1 y3ac w28 h2e"><div class="t m0 x21 h1a y262 ff3 fs4 fc0 sc0 ls0 ws0">- umorz<span class="_ _0"></span>enie <span class="_ _0"></span>p<span class="_ _1"></span>lan<span class="_ _0"></span>owe </div></div><div class="c x67 y3ac w22 h2e"><div class="t m0 x47 h1a y262 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3ac w22 h2e"><div class="t m0 x65 h1a y262 ff3 fs4 fc0 sc0 ls8 ws0">380<span class="ls0"> </span></div></div><div class="c x5 y3ac w22 h2e"><div class="t m0 x19 h1a y262 ff3 fs4 fc0 sc0 ls0 ws0">1 261<span class="_ _0"></span> </div></div><div class="c x3c y3ac w22 h2e"><div class="t m0 x17 h1a y262 ff3 fs4 fc0 sc0 ls8 ws0">649<span class="ls0"> </span></div></div><div class="c x6b y3ac w24 h2e"><div class="t m0 x17 h1a y262 ff3 fs4 fc0 sc0 ls8 ws0">506<span class="ls0"> </span></div></div><div class="c x6c y3ac w22 h2e"><div class="t m0 x3d h1a y262 ff2 fs4 fc0 sc0 ls0 ws0">2 79<span class="_ _0"></span>6<span class="ff3"> </span></div></div><div class="c x1 y3ad w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż<span class="ff3"> </span></span></div></div><div class="c x67 y3ad w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3ad w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3ad w22 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">13</span> </div></div><div class="c x3c y3ad w22 h2c"><div class="t m0 x6d h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">173</span> </div></div><div class="c x6b y3ad w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3ad w22 h2c"><div class="t m0 x61 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ls9">186<span class="_ _0"></span><span class="ff3 ls0"> </span></span></div></div><div class="c x1 y3ae w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- li<span class="_ _0"></span>kwidacja </div></div><div class="c x67 y3ae w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3ae w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3ae w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3ae w22 h2c"><div class="t m0 x6e h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-3 </div></div><div class="c x6b y3ae w24 h2c"><div class="t m0 x17 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">11</span> </div></div><div class="c x6c y3ae w22 h2c"><div class="t m0 x65 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ls9">14<span class="_ _0"></span><span class="ff3 ls0"> </span></span></div></div><div class="c x1 y3af w28 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">mul</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mor</span><span class="fc2 sc0">ty</span><span class="_ _0"></span><span class="fc2 sc0">za</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ja </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie) <span class="_ _0"></span>na koni<span class="_ _0"></span>ec okr<span class="_ _0"></span>esu </div></div><div class="c x67 y3af w22 h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3af w22 h1d"><div class="t m0 x19 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">4 504<span class="_ _0"></span> </div></div><div class="c x5 y3af w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">15 285<span class="_ _14"></span> </div></div><div class="c x3c y3af w22 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">2 587<span class="_ _0"></span> </div></div><div class="c x6b y3af w24 h1d"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">3 060<span class="_ _0"></span> </div></div><div class="c x6c y3af w22 h1d"><div class="t m0 x3f h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">25 4<span class="_ _0"></span>36<span class="ff3"> </span></div></div><div class="c x1 y3b0 w28 h4c"><div class="t m0 x21 h1a y367 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">h)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">tuł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">tr</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0">utrat<span class="_ _0"></span>y<span class="_ _1"></span> w<span class="_ _0"></span>artości na <span class="_ _14"></span>p<span class="_ _1"></span>ocząt<span class="_ _0"></span>ek </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y3b0 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3b0 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3b0 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3b0 w22 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y3b0 w24 h4c"><div class="t m0 x47 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3b0 w22 h4c"><div class="t m0 x47 h1a y1dc ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3b1 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x67 y3b1 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3b1 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3b1 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3b1 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y3b1 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3b1 w22 h2c"><div class="t m0 x47 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3b2 w28 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- zmniej<span class="_ _0"></span>szenie<span class="_ _0"></span> </div></div><div class="c x67 y3b2 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y3b2 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y3b2 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y3b2 w22 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y3b2 w24 h2c"><div class="t m0 x47 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y3b2 w22 h2c"><div class="t m0 x47 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y31 w28 h4c"><div class="t m0 x21 h1a y1c2 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">i</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">tr</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y2fe ff5 fs4 fc0 sc0 ls0 ws0">utrat<span class="_ _0"></span>y<span class="_ _1"></span> w<span class="_ _0"></span>artości na <span class="_ _14"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> </div><div class="t m0 x21 h1a y1cc ff3 fs4 fc0 sc0 ls0 ws0">okresu<span class="_ _0"></span> </div></div><div class="c x67 y31 w22 h4c"><div class="t m0 x47 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y31 w22 h4c"><div class="t m0 x47 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y31 w22 h4c"><div class="t m0 x47 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c y31 w22 h4c"><div class="t m0 x47 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y31 w24 h4c"><div class="t m0 x47 h1a y2fe ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y31 w22 h4c"><div class="t m0 x47 h1a y2fe ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3b3 w28 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">j)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">tt</span><span class="fc2 sc0">o </span><span class="fc2 sc0">ś</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch na <span class="_ _0"></span>k<span class="_ _1"></span>oni<span class="_ _0"></span>ec<span class="_ _1"></span> <span class="_ _0"></span>okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x67 y3b3 w22 h1d"><div class="t m0 x65 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c x69 y3b3 w22 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">8 513<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x5 y3b3 w22 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">8 575<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x3c y3b3 w22 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">2 042<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6b y3b3 w24 h1d"><div class="t m0 x66 h24 y1c5 ff7 fs5 fc0 sc0 ls0 ws0">1 244<span class="_ _0"></span><span class="ffc"> </span></div></div><div class="c x6c y3b3 w22 h1d"><div class="t m0 x3f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">21 0<span class="_ _0"></span>62<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y3b4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y3b5 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 2.3<span class="_ _1"></span> </div></div><div class="c x1 y10e w1e h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2.</span><span class="fc2 sc0">3 </span><span class="fc2 sc0">ŚR</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">TR</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">E </span><span class="_ _0"></span><span class="fc2 sc0">BI</span><span class="fc2 sc0">L</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">SO</span><span class="_ _14"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E </span><span class="fc2 sc0">(</span><span class="fc2 sc0">S</span><span class="fc2 sc0">TR</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="fc2 sc0">TU</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">WŁ<span class="_ _0"></span>A<span class="_ _1"></span>SNO<span class="_ _0"></span>ŚCIO<span class="_ _0"></span>WA)<span class="ff3"> </span></div></div><div class="c x3b y10e w1f h25"><div class="t m0 x17 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y10e w20 h25"><div class="t m0 x17 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3b6 w1e h2e"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">a) wła<span class="_ _0"></span>sne<span class="ff3"> </span></div></div><div class="c x3b y3b6 w1f h2e"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">13 896<span class="_ _14"></span> </div></div><div class="c x55 y3b6 w20 h2e"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">15 410<span class="_ _0"></span> </div></div><div class="c x1 y17 w1e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uż</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wi</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="fc2 sc0">mo</span><span class="_ _0"></span><span class="fc2 sc0">wy</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">mu,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">ża</span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">u</span><span class="fc2 sc0">b</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">nne</span><span class="fc2 sc0">j </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">umow<span class="_ _0"></span>y, w t<span class="_ _0"></span>ym umow<span class="_ _0"></span>y leasin<span class="_ _0"></span>gu, w <span class="_ _0"></span>tym: </div></div><div class="c x3b y17 w1f h1d"><div class="t m0 x57 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">4 924<span class="_ _0"></span> </div></div><div class="c x55 y17 w20 h1d"><div class="t m0 x28 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">5 652 </div></div><div class="c x1 y3b7 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- leasin<span class="_ _0"></span>g masz<span class="_ _0"></span>yn </div></div><div class="c x3b y3b7 w1f h2c"><div class="t m0 x57 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">3 792<span class="_ _0"></span> </div></div><div class="c x55 y3b7 w20 h2c"><div class="t m0 x28 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">4 031 </div></div><div class="c x1 y3b8 w1e h2c"><div class="t m0 x21 h1a y3b9 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">leasin<span class="_ _0"></span>g samo<span class="_ _0"></span>chodów<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y3b8 w1f h2c"><div class="t m0 x57 h1a y3b9 ff3 fs4 fc0 sc0 ls0 ws0">1 129<span class="_ _0"></span> </div></div><div class="c x55 y3b8 w20 h2c"><div class="t m0 x28 h1a y3b9 ff3 fs4 fc0 sc0 ls0 ws0">1 618 </div></div><div class="c x1 y3ba w1e h2e"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wi<span class="_ _0"></span>e<span class="_ _1"></span>czy<span class="_ _0"></span>ste<span class="_ _1"></span> <span class="_ _0"></span>użytkow<span class="_ _0"></span>anie <span class="_ _0"></span>g<span class="_ _1"></span>run<span class="_ _0"></span>tów<span class="ff3"> </span></span></div></div><div class="c x3b y3ba w1f h2e"><div class="t m0 x2e h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div><div class="c x55 y3ba w20 h2e"><div class="t m0 x2e h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x40 y19 w29 h4f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">35<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y253 w1e h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>ki trwał<span class="_ _0"></span>e bilan<span class="_ _0"></span>sowe ra<span class="_ _14"></span>z<span class="_ _1"></span>em<span class="ff3"> </span></div></div><div class="c x3b y253 w1f h2c"><div class="t m0 x4e h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">18 8<span class="_ _0"></span>20<span class="ff3"> </span></div></div><div class="c x55 y253 w20 h2c"><div class="t m0 x4e h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">21 0<span class="_ _0"></span>62<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y3bb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y278 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1a"> </span>posiada <span class="_ _1a"> </span>zabezpiecze<span class="_ _0"></span>nia<span class="_ _1"></span> <span class="_ _1a"> </span>kredytów <span class="_ _1e"> </span>na <span class="_ _1b"> </span>składnikach <span class="_ _1e"> </span>m<span class="_ _1"></span>ajątku, <span class="_ _1a"> </span>tj.: <span class="_ _1a"> </span>hipoteka <span class="_ _1a"> </span>na </div><div class="t m0 x1 h6 y3bc ff5 fs0 fc0 sc0 ls0 ws0">nieruchomości <span class="_ _13"></span>KW <span class="_ _13"></span>SZ1S/0006<span class="_ _0"></span>2389/4 <span class="_ _13"></span>oraz <span class="_ _13"></span>zastaw <span class="_ _14"></span>na <span class="_ _13"></span>ŚT <span class="_ _13"></span>gr. <span class="_ _14"></span>5 <span class="_ _13"></span>Wagopakowaczka <span class="_ _59"></span>HAVER.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h6 y3bd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y2df ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 3.1<span class="_ _1"></span> </div></div><div class="c x1 y3be w1e h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">3.1 NA<span class="_ _0"></span>LEŻNO<span class="_ _0"></span>ŚCI DŁ<span class="_ _0"></span>UGO<span class="_ _0"></span>TERMINO<span class="_ _0"></span>WE<span class="ff3"> </span></div></div><div class="c x3b y3be w1f h2c"><div class="t m0 x17 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y3be w20 h2c"><div class="t m0 x17 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3bf w1e h2f"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">a) nale<span class="_ _0"></span>żności o<span class="_ _0"></span>d jedno<span class="_ _0"></span>stek <span class="_ _0"></span>powiąza<span class="_ _0"></span>nych, <span class="_ _0"></span>w tym o<span class="_ _0"></span>d:<span class="ff3"> </span></div></div><div class="c x3b y3bf w1f h2f"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3bf w20 h2f"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c0 w1e h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">jedn<span class="_ _0"></span>ostek zal<span class="_ _0"></span>eżny<span class="_ _0"></span>ch (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y3c0 w1f h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c0 w20 h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c1 w1e h2e"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">jedn<span class="_ _0"></span>ostki d<span class="_ _0"></span>ominując<span class="_ _0"></span>ej (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y3c1 w1f h2e"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c1 w20 h2e"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c2 w1e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">je</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">te</span><span class="fc2 sc0">nt </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale, w <span class="_ _0"></span>tym o<span class="_ _0"></span>d:<span class="ff3"> </span></div></div><div class="c x3b y3c2 w1f h1d"><div class="t m0 x20 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c2 w20 h1d"><div class="t m0 x20 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c3 w1e h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wspólni<span class="_ _0"></span>ka j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ej (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="ff3"> </span></span></div></div><div class="c x3b y3c3 w1f h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c3 w20 h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y23b w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">jedn<span class="_ _0"></span>ostek st<span class="_ _0"></span>owarz<span class="_ _0"></span>yszon<span class="_ _0"></span>yc<span class="_ _1"></span>h (z <span class="_ _0"></span>tytułu)<span class="ff3"> </span></span></div></div><div class="c x3b y23b w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y23b w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y23c w1e h2e"><div class="t m0 x21 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek (<span class="_ _0"></span>z tytuł<span class="_ _0"></span>u)<span class="ff3"> </span></span></div></div><div class="c x3b y23c w1f h2e"><div class="t m0 x20 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y23c w20 h2e"><div class="t m0 x20 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c4 w1e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">c) od <span class="_ _0"></span>pozost<span class="_ _0"></span>ałych je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek, w t<span class="_ _0"></span>ym od:<span class="ff3"> </span></div></div><div class="c x3b y3c4 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c4 w20 h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 yc1 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wspólni<span class="_ _0"></span>ka j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ej (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="ff3"> </span></span></div></div><div class="c x3b yc1 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 yc1 w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c5 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">znac<span class="_ _0"></span>zącego i<span class="_ _0"></span>nwestor<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y3c5 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c5 w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c6 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek (<span class="_ _0"></span>z tytuł<span class="_ _0"></span>u)<span class="ff3"> </span></span></div></div><div class="c x3b y3c6 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c6 w20 h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y3c7 w1e h31"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>od pracow<span class="_ _0"></span>ników<span class="ff3"> </span></span></div></div><div class="c x3b y3c7 w1f h31"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3c7 w20 h31"><div class="t m0 x56 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y2ee w1e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości dłu<span class="_ _0"></span>goter<span class="_ _0"></span>minowe n<span class="_ _0"></span>etto<span class="ff3"> </span></div></div><div class="c x3b y2ee w1f h2c"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y2ee w20 h2c"><div class="t m0 x56 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y44 w1e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">c) od<span class="_ _0"></span>pisy aktu<span class="_ _0"></span>alizują<span class="_ _0"></span>ce wart<span class="_ _0"></span>ość nal<span class="_ _0"></span>eżności<span class="ff3"> </span></div></div><div class="c x3b y44 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y44 w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y395 w1e h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości <span class="_ _0"></span>długote<span class="_ _0"></span>rminowe<span class="_ _0"></span> brutt<span class="_ _0"></span>o<span class="ff3"> </span></div></div><div class="c x3b y395 w1f h2c"><div class="t m0 x20 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x55 y395 w20 h2c"><div class="t m0 x56 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">17<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y3c8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y3c9 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 3.2<span class="_ _1"></span><span class="ff2 fs6"> </span></div></div><div class="c x1 y3ca w1e h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3.</span><span class="fc2 sc0">2 </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">MI</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">ST</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">DŁUGO<span class="_ _0"></span>TERM<span class="_ _0"></span>INO<span class="_ _0"></span>WYCH (<span class="_ _0"></span>WG TYT<span class="_ _0"></span>UŁÓW<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x3b y3ca w1f h1d"><div class="t m0 x17 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y3ca w20 h1d"><div class="t m0 x17 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3cb w1e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">a) sta<span class="_ _0"></span>n na poc<span class="_ _0"></span>ząte<span class="_ _0"></span>k<span class="_ _1"></span> o<span class="_ _0"></span>k<span class="_ _1"></span>resu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y3cb w1f h2c"><div class="t m0 x56 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x55 y3cb w20 h2c"><div class="t m0 x2e h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1 y3cc w1e h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>od pracow<span class="_ _0"></span>ników<span class="ff3"> </span></span></div></div><div class="c x3b y3cc w1f h2c"><div class="t m0 x56 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x55 y3cc w20 h2c"><div class="t m0 x2e h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1 y3cd w1e h2e"><div class="t m0 x21 h1a y233 ff5 fs4 fc0 sc0 ls0 ws0">b) zwię<span class="_ _0"></span>kszenia <span class="_ _0"></span>(z tyt<span class="_ _0"></span>ułu)<span class="ff3"> </span></div></div><div class="c x3b y3cd w1f h2e"><div class="t m0 x20 h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3cd w20 h2e"><div class="t m0 x56 h1a y233 ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y2f9 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>od pracow<span class="_ _0"></span>ników<span class="ff3"> </span></span></div></div><div class="c x3b y2f9 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y2f9 w20 h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y3ce w1e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">c) zmni<span class="_ _0"></span>ejsze<span class="_ _0"></span>nia (z t<span class="_ _0"></span>ytułu)<span class="ff3"> </span></div></div><div class="c x3b y3ce w1f h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x55 y3ce w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y12e w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>od pracow<span class="_ _0"></span>ników<span class="ff3"> </span></span></div></div><div class="c x3b y12e w1f h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x55 y12e w20 h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y317 w1e h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">d) st<span class="_ _0"></span>an na ko<span class="_ _0"></span>niec okr<span class="_ _0"></span>esu </div></div><div class="c x3b y317 w1f h2c"><div class="t m0 x20 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y317 w20 h2c"><div class="t m0 x56 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y3cf w1e h31"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>od pracow<span class="_ _0"></span>ników<span class="ff3"> </span></span></div></div><div class="c x3b y3cf w1f h31"><div class="t m0 x20 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3cf w20 h31"><div class="t m0 x56 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y29b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y39a ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 3.3<span class="_ _1"></span><span class="ff2 fs6"> </span></div></div><div class="c x1 y70 w2a h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">3.</span><span class="fc2 sc0">3 </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">C</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">TE</span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">ST</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">TU</span><span class="fc2 sc0">R</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">WALU<span class="_ _0"></span>TOWA<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x70 y70 w2b h25"><div class="t m0 x5f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x71 y70 w2c h25"><div class="t m0 x66 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3d0 w2a h2e"><div class="t m0 x21 h1a y3d1 ff3 fs4 fc0 sc0 ls0 ws0">a) w wal<span class="_ _0"></span>ucie p<span class="_ _0"></span>olskiej t<span class="_ _0"></span>ys. </div></div><div class="c x70 y3d0 w2b h2e"><div class="t m0 x22 h1a y3d1 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y3d0 w2c h2e"><div class="t m0 x22 h1a y3d1 ff3 fs4 fc0 sc0 ls8 ws0">17<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x40 y19 w2d h51" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">36<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y253 w2a h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">b) w wal<span class="_ _0"></span>uta<span class="_ _0"></span>ch obcyc<span class="_ _0"></span>h (wg w<span class="_ _0"></span>alut i po <span class="_ _0"></span>przeli<span class="_ _0"></span>czeniu na <span class="_ _0"></span>z<span class="_ _0"></span>ł) tys.<span class="ff3"> </span></div></div><div class="c x70 y253 w2b h2c"><div class="t m0 x22 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y253 w2c h2c"><div class="t m0 x29 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y254 w2a h2f"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">b1. j<span class="_ _0"></span>ednostk<span class="_ _0"></span>a/waluta E<span class="_ _0"></span>UR t<span class="_ _0"></span>ys. </div></div><div class="c x70 y254 w2b h2f"><div class="t m0 x22 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y254 w2c h2f"><div class="t m0 x29 h1a y221 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y1ab w2a h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">tys. zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x70 y1ab w2b h2c"><div class="t m0 x22 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y1ab w2c h2c"><div class="t m0 x29 h1a y221 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3d2 w2a h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">pozost<span class="_ _0"></span>ałe walut<span class="_ _0"></span>y w t<span class="_ _0"></span>ys. zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x70 y3d2 w2b h2c"><div class="t m0 x22 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y3d2 w2c h2c"><div class="t m0 x29 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y3d3 w2a h2e"><div class="t m0 x21 h1a y233 ff4 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości <span class="_ _0"></span>długote<span class="_ _0"></span>rminowe<span class="_ _0"></span>, ra<span class="_ _0"></span>z<span class="_ _1"></span>e<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x70 y3d3 w2b h2e"><div class="t m0 x22 h1a y233 ff2 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x71 y3d3 w2c h2e"><div class="t m0 x72 h1a y233 ff2 fs4 fc0 sc0 ls9 ws0">17<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y3d4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y3d5 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 4.1<span class="_ _1"></span><span class="fc3"> </span></div></div><div class="c x1 y3d6 w2e h52"><div class="t m0 x21 h1a y2a8 ff4 fs4 fc0 sc0 ls0 ws0">4.1 Z<span class="_ _0"></span>MIANA<span class="_ _0"></span> STANU <span class="_ _0"></span>AKTY<span class="_ _0"></span>WÓW Z T<span class="_ _0"></span>YTUŁ<span class="_ _0"></span>U O<span class="_ _0"></span>DROCZON<span class="_ _0"></span>EGO </div><div class="t m0 x21 h1a y223 ff2 fs4 fc0 sc0 ls0 ws0">PO<span class="_ _0"></span>D<span class="_ _1"></span>ATK<span class="_ _0"></span>U DO<span class="_ _0"></span>CHODO<span class="_ _0"></span>WEGO<span class="ff3"> </span></div></div><div class="c x1d y3d6 w2f h52"><div class="t m0 x3f h1a y3d7 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x73 y3d6 w30 h52"><div class="t m0 x62 h1a y3d7 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3a8 w2e h1e"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">n </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _14"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">roc</span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">ne</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">u </span><span class="fc2 sc0">d</span><span class="fc2 sc0">oc</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">począ<span class="_ _0"></span>tek o<span class="_ _0"></span>kresu, w t<span class="_ _0"></span>ym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3a8 w2f h1e"><div class="t m0 x74 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">505<span class="ls0"> </span></div></div><div class="c x73 y3a8 w30 h1e"><div class="t m0 x75 h1a y1d8 ff2 fs4 fc0 sc0 ls9 ws0">297<span class="ff3 ls0"> </span></div></div><div class="c x1 y3d8 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">różnica<span class="_ _0"></span>mi przej<span class="_ _0"></span>ściow<span class="_ _0"></span>ymi (z ty<span class="_ _0"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3d8 w2f h1d"><div class="t m0 x74 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">328<span class="ls0"> </span></div></div><div class="c x73 y3d8 w30 h1d"><div class="t m0 x72 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">277<span class="ls0"> </span></div></div><div class="c x1 y3d9 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis a<span class="_ _0"></span>ktuali<span class="_ _0"></span>zujący wart<span class="_ _0"></span>ość <span class="_ _0"></span>zapasów<span class="ff3"> </span></div></div><div class="c x1d y3d9 w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">57<span class="ls0"> </span></div></div><div class="c x73 y3d9 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">71<span class="ls0"> </span></div></div><div class="c x1 y3da w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis<span class="_ _0"></span>y aktual<span class="_ _0"></span>izujące n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x1d y3da w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">57<span class="ls0"> </span></div></div><div class="c x73 y3da w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">52<span class="ls0"> </span></div></div><div class="c x1 y34b w2e h2e"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">różnic<span class="_ _0"></span>e kurso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x1d y34b w2f h2e"><div class="t m0 x57 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x73 y34b w30 h2e"><div class="t m0 x23 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y11f w2e h2f"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daż na <span class="_ _0"></span>przeło<span class="_ _0"></span>mie roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y11f w2f h2f"><div class="t m0 x6f h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c x73 y11f w30 h2f"><div class="t m0 x23 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3db w2e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">rezerwa <span class="_ _0"></span>na ś<span class="_ _0"></span>wiadcz<span class="_ _0"></span>enia pra<span class="_ _0"></span>cownicz<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x1d y3db w2f h2c"><div class="t m0 x6f h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c x73 y3db w30 h2c"><div class="t m0 x2c h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x1 y20c w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">niew<span class="_ _0"></span>y<span class="_ _1"></span>pła<span class="_ _0"></span>cone w<span class="_ _0"></span>ynagro<span class="_ _0"></span>d<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c x1d y20c w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">41<span class="ls0"> </span></div></div><div class="c x73 y20c w30 h2c"><div class="t m0 x23 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1ae w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">nieo<span class="_ _0"></span>p<span class="_ _1"></span>łacon<span class="_ _0"></span>e skła<span class="_ _0"></span>dki ZUS<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y1ae w2f h2c"><div class="t m0 x57 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x73 y1ae w30 h2c"><div class="t m0 x23 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3dc w2e h2e"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">inne t<span class="_ _0"></span>ytuły<span class="ff3"> </span></div></div><div class="c x1d y3dc w2f h2e"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">137<span class="ls0"> </span></div></div><div class="c x73 y3dc w30 h2e"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">83<span class="ls0"> </span></div></div><div class="c x1 y103 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nans</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">tą</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">podat<span class="_ _0"></span>kową (z t<span class="_ _0"></span>ytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y103 w2f h1d"><div class="t m0 x74 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">177<span class="ls0"> </span></div></div><div class="c x73 y103 w30 h1d"><div class="t m0 x54 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y3dd w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x1d y3dd w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3dd w30 h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1ed w2e h1e"><div class="t m0 x21 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">tk</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y2f3 ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y1ed w2f h1e"><div class="t m0 x75 h1a y3de ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y1ed w30 h1e"><div class="t m0 x23 h1a y3de ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3df w2e h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">m</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">ujemn<span class="_ _0"></span>ymi róż<span class="_ _0"></span>nicami <span class="_ _0"></span>przejściow<span class="_ _0"></span>ymi (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3df w2f h25"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3df w30 h25"><div class="t m0 x23 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y226 w2e h2f"><div class="t m0 x21 h1a y221 ff4 fs4 fc0 sc0 ls0 ws0">2. Zwi<span class="_ _0"></span>ększenia<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y226 w2f h2f"><div class="t m0 x74 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">366<span class="ls0"> </span></div></div><div class="c x73 y226 w30 h2f"><div class="t m0 x75 h1a y221 ff2 fs4 fc0 sc0 ls9 ws0">335<span class="ff3 ls0"> </span></div></div><div class="c x1 y3e0 w2e h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">różnica<span class="_ _0"></span>mi przej<span class="_ _0"></span>ściow<span class="_ _0"></span>ymi (z ty<span class="_ _0"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3e0 w2f h25"><div class="t m0 x74 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">366<span class="ls0"> </span></div></div><div class="c x73 y3e0 w30 h25"><div class="t m0 x72 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">198<span class="ls0"> </span></div></div><div class="c x1 y3e1 w2e h2e"><div class="t m0 x21 h1a y233 ff5 fs4 fc0 sc0 ls0 ws0">odpis a<span class="_ _0"></span>ktuali<span class="_ _0"></span>zujący wart<span class="_ _0"></span>ość <span class="_ _0"></span>zapasów<span class="ff3"> </span></div></div><div class="c x1d y3e1 w2f h2e"><div class="t m0 x6f h1a y233 ff3 fs4 fc0 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x73 y3e1 w30 h2e"><div class="t m0 x2c h1a y233 ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x1 y228 w2e h2f"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">odpis<span class="_ _0"></span>y aktual<span class="_ _0"></span>izujące n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x1d y228 w2f h2f"><div class="t m0 x74 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">154<span class="ls0"> </span></div></div><div class="c x73 y228 w30 h2f"><div class="t m0 x2c h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y22a w2e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">różnic<span class="_ _0"></span>e kurso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x1d y22a w2f h2c"><div class="t m0 x57 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x73 y22a w30 h2c"><div class="t m0 x2c h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y18f w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">rezerwa <span class="_ _0"></span>na ś<span class="_ _0"></span>wiadcz<span class="_ _0"></span>enia pra<span class="_ _0"></span>cownicz<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x1d y18f w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">32<span class="ls0"> </span></div></div><div class="c x73 y18f w30 h2c"><div class="t m0 x2c h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y157 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daż na <span class="_ _0"></span>przeło<span class="_ _0"></span>mie roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y157 w2f h2c"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">167<span class="ls0"> </span></div></div><div class="c x73 y157 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y22b w2e h2e"><div class="t m0 x21 h1a y22c ff5 fs4 fc0 sc0 ls0 ws0">niew<span class="_ _0"></span>y<span class="_ _1"></span>pła<span class="_ _0"></span>cone w<span class="_ _0"></span>ynagro<span class="_ _0"></span>d<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c x1d y22b w2f h2e"><div class="t m0 x75 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y22b w30 h2e"><div class="t m0 x54 h1a y22c ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y1a7 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">nieo<span class="_ _0"></span>p<span class="_ _1"></span>łacon<span class="_ _0"></span>e skła<span class="_ _0"></span>dki ZUS<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y1a7 w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y1a7 w30 h2c"><div class="t m0 x2c h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y3e2 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">inne t<span class="_ _0"></span>ytuły<span class="ff3"> </span></div></div><div class="c x1d y3e2 w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3e2 w30 h2c"><div class="t m0 x72 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">137<span class="ls0"> </span></div></div><div class="c x1 y3e3 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nans</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">tą</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">podat<span class="_ _0"></span>kową (z t<span class="_ _0"></span>ytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3e3 w2f h1d"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3e3 w30 h1d"><div class="t m0 x72 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">157<span class="ls0"> </span></div></div><div class="c x1 y39d w2e h1e"><div class="t m0 x21 h1a y250 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x1d y39d w2f h1e"><div class="t m0 x75 h1a y3e4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y39d w30 h1e"><div class="t m0 x23 h1a y3e4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x40 y19 w2d h53" alt="" 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tL5448/IoRevnwpbtBdZMqJcqytrcVbeDzegAED5OTkiPwhkn3x4kU8+KehoTFw4EA8Osjn8+vr65lMpqenJ0VzEEgMrorkAG1tbfiajJwwZ2dnIuf5fD5+TIKirA8fPowQunnzJnnj6NGjBYYe//e//xFDnhJbTS+yiM/nGxsbq6urP3nyhAiAV8Y8d+7cv64ml5eXy8rK2tnZESXO5/O9vLwQQi9evJB4YulpTR43bpyWlhZF5TE2NmYwGJs2bWprayPC4MMhMgffy8X3D4lD5nK5KioqxC3T3tVkMzMzMzMz4s4GQsjExMTe3h5vSUxMRAhdu3ZN4kAUj8f75ptvGAzG7du38ZbFixcjhCorK3FSWSyWiYmJgoICHvLHD8Rv3LhR5OlaYnGT7d+/n3weJt8BOH78OI1GmzNnTnd3NxFeYmulVldXZ2RkNGDAAOF76QAA8HcSuwrQ5cuXW1tbp0+fXkuCJ1U/fPhQeApmc3NzU1OTuNguXLhgbGzs4uJCbLGxsRk+fPjFixfx0GNycrKWlhb+3aIwYcIE4v41g8EwMzMTt15bcnIyg8GYMmUKOf1jxozB81/xJASE0IkTJzo7O4lvDRw4UDiq0tLSvLw8f39/PFqJ4d+n8+fPE1usrKzIE/TxeBJO3rt37+7fv+/j49Pe3k4kxtTUVF5eXjgze3rI9fX1165dO378+M6dO7Ozs/HkV3GxOTk54WcKEUIcDicjIyM0NFRbWxv/VHM4nLy8PCcnJ4E5xKmpqRERESEhIbiH8+HDB3KAY8eOkSc8iCQxD/Et++vXr5OXN9HW1mYymaWlpY8fP/bz8xOY9e7g4PCRvV+RKbeysiImoNNoNDxhhpwneBgYXwrLy8vPnz+/tLT0ypUr+NPffvuttbUVj4B+WmZmZuThcNwBwEX5qUhsNb3IIkxLS4s8/43cOv5dNfnKlStdXV2LFi0iP6CCL8rT0tKoTyyfqSabmppu3769T58+AtvJTwvgKfI2NjZEFZKTkzM0NCTKqHc12dnZOT8/H1+OJycnW1paBgcH37lzp6KiAiGUnZ0tJydnZ2cn8RB27Nhx/vz5AwcOjBs3jpx4XL4ZGRnNzc3R0dFtbW3p6ek4ZlwHKOKUWNwIoVu3bq1du9bf33/NmjUCH/3222+LFi2aO3duVFSUyHWceoHH4wUGBlZUVKSkpIh7igwAAP4eYs9rhYWFCCEfHx8NEg8PD/zjKhAYX9WJW6awq6vr7du3wtfWAwcObGlpqaqqQgiVlJSw2Wx87156ysrK4tZrKyws7Ozs1NfXJ6cf38HA6V+1apW6uvqKFSvU1NScnJw2bNiAB6GFvXr1SrhvoKysrK6uXlpaSpE2fG+ayMyff/6ZnBhNTU08SaPXh9zU1DR79mwtLS13d/eVK1dGRUU9e/YMj06J+7qGhoalpSX+WU1PT5eTk/P09PT19T137hyPx7t37x75Sq6goMDBwcHQ0HDq1KkbN26Mj48vLy+njl8ciXnYv3//JUuWPH361MTExMzMbObMmSdPnsRDa/jSc/Dgwf9IC1FUVCSmWxBbEELE5d3ixYtlZGQiIiJwzhw5cmTQoEHu7u6fO2H4MXp8pfWpSGw1vcsi6tbxFdRk4vqe+sTyD9ZkXCLCxUQuo17UZDymg29mpqSk+Pn5+fj40Gi0lJQUfJk+ZswY4nkScS5duhQSEvL999/jG8VEB49Op+PyTUlJcXBwGD9+vIWFRVJSEo5ZXl6e6C0IkLK43759GxAQwGazY2JiBGKIj4+fN2+ei4vLr7/++qmu/vEti2vXrh07doy8PgEAAHxZHQD8U5GQkJAjRHhKKB7FFzcXGZ92hVd0wVv4fH53d3dXVxd+cPNT4fF4LBYrR5QhQ4YghMzNzV++fPnLL784ODjk5eWFhoZaWVlFRUX1KP1SXkDgzFyzZo1wYg4dOtTrY1ywYMHvv/++YsWK0tLS1tbWV69eHTx4UOK3nJ2dc3Nz8VRdLy8vBQWFgICAqqqqP//8Mzs7W0FBAT+h2NHR4ebm9ujRo8jIyNraWg6HU1hYOHPmzN4lVZo8jIiIyMzMXLJkCZPJPHPmzPfff29jY4Pv+COEeto5/NsMGDBg8uTJly9ffv369fXr14uKipYuXSpyAahPCz8XLq7RfaZW85n822sycSqjPrF8fTV5woQJMjIyWVlZz549Ky4u9vf319LSGj9+fGJiYkdHx6NHjySuWVRcXDxjxozhw4fjJyjIg0pWVlb46ZTU1FQ89T8gIODSpUutra3Z2dm2trbCNz2kL+729nYfH5/Ozs7U1FThZZq2bt2qp6d369Yt4imRj5eUlLRnz56goKBP9bIaAAD4GGKvHgwNDfEP28iRIyXGgsf+xS3cyWAwdHR0hAfLS0tLFRQUtLS0ZGRkNDQ0Pu3LFw0NDe/evauvr0+xyp66uvrKlStXrlyJh5QmT54cEhIyf/584d9FYniP0NTUVFNTQ57VQJ0YhFBzc7M0mSn9tVpKSoq9vX1YWFiPvuji4rJ///5r165duXIFP2ZgZ2eno6OTmJhYXFxsa2uLe2L37t0rKyv76aefFi5c2NO0CXeNpMxDR0dHvBIUh8NZv379sWPHEhIS8GVcfn7+F9uKli5dmpqaevTo0fz8fCUlJXEvMaC+lG9ra5M4VkpWVFSEECLW1aGI9tO2mk/uX1qTyWua4YqNmznFiUVfX/8rq8kqKiojRozIyspSVlYeMmQIfptEQEBAUFDQxYsXuVwu9SydlpaWqVOnMhiMlJQU4at5FxeXffv2paen19fX+/j44Ji3bNly/vz5nJwc/GC0MCmL+4cffnj06NGFCxdEtqCoqCh3d3dbW1tfX9/r16+TV23qXWt98eLFnDlz7OzsfvnlF7jsAAB8CcTeAfDw8JCTk9u9e3drayt5+4cPH969eycQ+NmzZ+rq6iLHYzBPT8/i4uLMzExiy4MHDx4+fOjm5oaHMO3s7AoKCh49ekQEwLMRen1g3t7efD5/8+bNwidifL/i9u3b5BviY8eOHTx4sMh5DqampiYmJmfPnq2vryc2Hj9+HCGEH/6TyMTExMLCIjY2Fs8FInR1dfX6Daw8Hk94cE6a2MaPH89gMLZs2UKn0/GcLjqd7uvrm5ycfO/ePYoRu46ODvJEcApaWlpVVVXk2VkS8/Dt27d4cgXGYrH8/PxwT2Dw4MFGRkaJiYmvX78m7+XBgwdfSCtydnYePHjw8ePH09PTZ8+e3bdv3x59HV8Xkiv/X3/9JfFb+BVR+FlzKaN98+YN9ZQhia3mM3UA/kU12d3dnU6n46pLwK8g9PT0pD6xfJU12cXF5fHjx/Hx8bjBIoTwLKANGzYoKiriVZjEmTNnzsuXL8+cOYPrqnDMPB5v/fr19vb2eHTJzMxsyJAhW7dubWlpkf59CMLFHRER8dtvv4WEhOAiE2Zvb6+rq3vt2jVFRcVJkyaRZ4f2orVyOJypU6f27ds3MTFR+PUXAADwjxB7B0BPT2/z5s2bNm0aOnToqlWr2Gx2Y2PjzZs3T506lZCQQF60m8vl/vHHH5MnT6bYzY8//piYmOjr67tz587hw4fn5eVt2LChT58+eHoxQig4ODg1NdXDw2P16tX9+/e/fft2VFTUx7yP3cfHx83N7fjx44WFhXPmzNHT0ysvL09LS0tNTW1ubpaRkVm/fn1DQ0NQUNDw4cN5PN7Vq1fv3r0rbsQrNDTUz8/P3t5+y5Ytenp6N27c2L59O5vNXrBggZTpCQ8Pd3NzGzly5KpVq0aNGkWj0XJyck6ePBkQEBAaGtqbkpOVdXZ2vnz58vLlyx0dHTkcTnx8PHnhPHEUFRXHjBmTlZXl7+9PLCofEBAQHh6OSM/VWVtba2hoHDhwQElJyczM7PXr13hcUJq02dnZZWRkzJ8/PzAwsLy8fPTo0UOHDqXOw4KCAi8vrzlz5kyZMkVbW7usrGz79u3y8vLffPMNjUbbv3+/j4/PmDFjNm7cOHjw4Ldv38bFxXG5XDz5+EsQFBSE50ssXbq0p9/18vIKCwubPXv2pk2bZGRk0tLSzp07JxwsLS1twIABw4YNa2pqio2NTUtLmzt3LsWEcltbW1VV1V27djGZTF1d3ezs7OPHj3O5XIrnXCW2ms9yDvq31eSgoKDDhw9PnTp18eLFsrKyMTEx6enpM2fOtLa2RghRnFi+yprs7Oy8a9cuPP8Hb9HU1HRwcMjMzJw4cSLF9e6BAwcSExPHjRtXUFBQUFBAjnDQoEE48+Xl5fPz88kPIgcEBGzevFlZWVnce38lFvf9+/dXrVqlqamprq5+7NgxYvvgwYMFnsY2NTW9dOmSo6Oju7v7nTt38KsbpWytZLNnzy4qKpozZ05qaip5+6xZs8S9ZQ8AAD47iS8CI+5rI4QUFBT8/Pxev35NDnPq1CmE0KlTp6ijevDgAXmhZTabLfCKoqioKOJsqK2tferUKeFlQBMTE8lf8fLyUlRUFLkMKF7Ybu3ateSlpjU1NYOCgvArew4ePEjuxjCZzODgYGIpPeF15WJjY8lznFxdXd+9e0depTEoKIicNjyfgfwyo9u3b48ZM4aIgUajjR8/PjMzk3oZUIpDLisrIxaTptFonp6eeHXFmJgY6rLYunUrQujMmTPkZfh0dXX79u1Lfp9RZmYm8QrSPn36BAUF4dVOXr16RV5tUHg9u8bGRvK9EWIxR4o8fPPmjbu7O3lG+4gRI8jLI54/fx6vLYMNHDhQYNHYXiwDKpBykeXo6+srIyMj/OY7/Nog8oql+IikWXtLIDG4RIjL66FDh+JdCCwDOnToUOKVETIyMkuWLOno6KDeUVpaGrHskqam5q+//iq8DGhwcDAivfmIutX0LouMjY0tLCzIAXJychBCYWFh/8aa3NXVtXbtWuKZJQaDQV6rl/rE0tOaLM0yoAJ5K/Jw8Bj29u3bBSJXU1MT+G6PajKuMAoKCoMHDyZvxBfWFGscE+tpCouNj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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">37<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y22f w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">tk</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y22f w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y22f w30 h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y94 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">m</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">ujemn<span class="_ _0"></span>ymi róż<span class="_ _0"></span>nicami <span class="_ _0"></span>przejściow<span class="_ _0"></span>ymi (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y94 w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y94 w30 h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3e5 w2e h2c"><div class="t m0 x21 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">3. Zm<span class="_ _0"></span>niejsze<span class="_ _0"></span>nia<span class="ff3"> </span></div></div><div class="c x1d y3e5 w2f h2c"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">344<span class="ls0"> </span></div></div><div class="c x73 y3e5 w30 h2c"><div class="t m0 x75 h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">147<span class="ff3 ls0"> </span></div></div><div class="c x1 y232 w2e h1e"><div class="t m0 x21 h1a y1cb ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">różnica<span class="_ _0"></span>mi przej<span class="_ _0"></span>ściow<span class="_ _0"></span>ymi (z ty<span class="_ _0"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y232 w2f h1e"><div class="t m0 x74 h1a y327 ff3 fs4 fc0 sc0 ls8 ws0">167<span class="ls0"> </span></div></div><div class="c x73 y232 w30 h1e"><div class="t m0 x72 h1a y327 ff3 fs4 fc0 sc0 ls8 ws0">147<span class="ls0"> </span></div></div><div class="c x1 y36d w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis a<span class="_ _0"></span>ktuali<span class="_ _0"></span>zujący wart<span class="_ _0"></span>ość <span class="_ _0"></span>zapasów<span class="ff3"> </span></div></div><div class="c x1d y36d w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y36d w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">21<span class="ls0"> </span></div></div><div class="c x1 y3e6 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis<span class="_ _0"></span>y aktual<span class="_ _0"></span>izujące n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x1d y3e6 w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3e6 w30 h2c"><div class="t m0 x2c h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y3e7 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">różnic<span class="_ _0"></span>e kurso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x1d y3e7 w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3e7 w30 h2c"><div class="t m0 x23 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3e8 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daż na <span class="_ _0"></span>przeło<span class="_ _0"></span>mie roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3e8 w2f h2c"><div class="t m0 x75 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3e8 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y3c1 w2e h31"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">rezerwa <span class="_ _0"></span>na ś<span class="_ _0"></span>wiadcz<span class="_ _0"></span>enia pra<span class="_ _0"></span>cownicz<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x1d y3c1 w2f h31"><div class="t m0 x75 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3c1 w30 h31"><div class="t m0 x23 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3e9 w2e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">niew<span class="_ _0"></span>y<span class="_ _1"></span>pła<span class="_ _0"></span>cone w<span class="_ _0"></span>ynagro<span class="_ _0"></span>d<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c x1d y3e9 w2f h2c"><div class="t m0 x6f h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">40<span class="ls0"> </span></div></div><div class="c x73 y3e9 w30 h2c"><div class="t m0 x54 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">54<span class="ls0"> </span></div></div><div class="c x1 y3ea w2e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">nieo<span class="_ _0"></span>p<span class="_ _1"></span>łacon<span class="_ _0"></span>e skła<span class="_ _0"></span>dki ZUS<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3ea w2f h2c"><div class="t m0 x57 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x73 y3ea w30 h2c"><div class="t m0 x54 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">61<span class="ls0"> </span></div></div><div class="c x1 y3eb w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">inne t<span class="_ _0"></span>ytuły<span class="ff3"> </span></div></div><div class="c x1d y3eb w2f h2c"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">125<span class="ls0"> </span></div></div><div class="c x73 y3eb w30 h2c"><div class="t m0 x23 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y23c w2e h1e"><div class="t m0 x21 h1a y1cb ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nans</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">tą</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y3ec ff5 fs4 fc0 sc0 ls0 ws0">podat<span class="_ _0"></span>kową (z t<span class="_ _0"></span>ytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y23c w2f h1e"><div class="t m0 x74 h1a y327 ff3 fs4 fc0 sc0 ls8 ws0">177<span class="ls0"> </span></div></div><div class="c x73 y23c w30 h1e"><div class="t m0 x23 h1a y327 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y23e w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x1d y23e w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y23e w30 h1d"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ed w2e h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">tk</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3ed w2f h25"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3ed w30 h25"><div class="t m0 x23 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ee w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">m</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">ujemn<span class="_ _0"></span>ymi róż<span class="_ _0"></span>nicami <span class="_ _0"></span>przejściow<span class="_ _0"></span>ymi (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3ee w2f h1d"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3ee w30 h1d"><div class="t m0 x23 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ef w2e h1e"><div class="t m0 x21 h1a y1dc ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">n </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _14"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">roc</span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">ne</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">u </span><span class="fc2 sc0">d</span><span class="fc2 sc0">oc</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">koniec<span class="_ _0"></span> okre<span class="_ _0"></span>s<span class="_ _1"></span>u, ra<span class="_ _0"></span>zem<span class="_ _0"></span>, w tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3ef w2f h1e"><div class="t m0 x74 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">527<span class="ls0"> </span></div></div><div class="c x73 y3ef w30 h1e"><div class="t m0 x75 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">505<span class="ff3 ls0"> </span></div></div><div class="c x1 y3f0 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">różnica<span class="_ _0"></span>mi przej<span class="_ _0"></span>ściow<span class="_ _0"></span>ymi (z ty<span class="_ _0"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3f0 w2f h1d"><div class="t m0 x74 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">527<span class="ls0"> </span></div></div><div class="c x73 y3f0 w30 h1d"><div class="t m0 x72 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">328<span class="ls0"> </span></div></div><div class="c x1 y3f1 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis a<span class="_ _0"></span>ktuali<span class="_ _0"></span>zujący wart<span class="_ _0"></span>ość <span class="_ _0"></span>zapasów<span class="ff3"> </span></div></div><div class="c x1d y3f1 w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">68<span class="ls0"> </span></div></div><div class="c x73 y3f1 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">57<span class="ls0"> </span></div></div><div class="c x1 y3f2 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">odpis<span class="_ _0"></span>y aktual<span class="_ _0"></span>izujące n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x1d y3f2 w2f h2c"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">211<span class="ls0"> </span></div></div><div class="c x73 y3f2 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">57<span class="ls0"> </span></div></div><div class="c x1 y3f3 w2e h2e"><div class="t m0 x21 h1a y22c ff5 fs4 fc0 sc0 ls0 ws0">różnic<span class="_ _0"></span>e kurso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x1d y3f3 w2f h2e"><div class="t m0 x57 h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">4 </div></div><div class="c x73 y3f3 w30 h2e"><div class="t m0 x2c h1a y22c ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y3f4 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daż na <span class="_ _0"></span>przeło<span class="_ _0"></span>mie roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3f4 w2f h2c"><div class="t m0 x74 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">183<span class="ls0"> </span></div></div><div class="c x73 y3f4 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y3f5 w2e h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">rezerwa <span class="_ _0"></span>na ś<span class="_ _0"></span>wiadcz<span class="_ _0"></span>enia pra<span class="_ _0"></span>cownicz<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x1d y3f5 w2f h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x73 y3f5 w30 h2c"><div class="t m0 x54 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y2b5 w2e h2f"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">niew<span class="_ _0"></span>y<span class="_ _1"></span>pła<span class="_ _0"></span>cone w<span class="_ _0"></span>ynagro<span class="_ _0"></span>d<span class="_ _1"></span>zeni<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c x1d y2b5 w2f h2f"><div class="t m0 x57 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x73 y2b5 w30 h2f"><div class="t m0 x54 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">41<span class="ls0"> </span></div></div><div class="c x1 y3f6 w2e h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">nieo<span class="_ _0"></span>p<span class="_ _1"></span>łacon<span class="_ _0"></span>e skła<span class="_ _0"></span>dki ZUS<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3f6 w2f h2c"><div class="t m0 x57 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">0 </div></div><div class="c x73 y3f6 w30 h2c"><div class="t m0 x2c h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y3f7 w2e h2e"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">inne t<span class="_ _0"></span>ytuły<span class="ff3"> </span></div></div><div class="c x1d y3f7 w2f h2e"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x73 y3f7 w30 h2e"><div class="t m0 x72 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">137<span class="ls0"> </span></div></div><div class="c x1 y3f8 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nans</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">tą</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">podat<span class="_ _0"></span>kową (z t<span class="_ _0"></span>ytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3f8 w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3f8 w30 h1d"><div class="t m0 x72 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">177<span class="ls0"> </span></div></div><div class="c x1 y1b8 w2e h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x1d y1b8 w2f h25"><div class="t m0 x21 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y1b8 w30 h25"><div class="t m0 x23 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3f9 w2e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">d</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">tr</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">tk</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y3f9 w2f h1d"><div class="t m0 x21 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y3f9 w30 h1d"><div class="t m0 x23 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y29b w2e h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">m</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">ujemn<span class="_ _0"></span>ymi róż<span class="_ _0"></span>nicami <span class="_ _0"></span>przejściow<span class="_ _0"></span>ymi (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y29b w2f h1e"><div class="t m0 x21 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x73 y29b w30 h1e"><div class="t m0 x23 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y3fa ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3fb ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3fc ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y3fd ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 4.2<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x40 y19 w31 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">38<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y39e w32 h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">4.2 INN<span class="_ _0"></span>E RO<span class="_ _0"></span>ZLICZ<span class="_ _0"></span>ENIA M<span class="_ _0"></span>IĘDZYO<span class="_ _0"></span>KRESO<span class="_ _14"></span>W<span class="_ _1"></span>E<span class="ff3"> </span></div></div><div class="c x76 y39e w33 h2c"><div class="t m0 x3d h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x77 y39e w34 h2c"><div class="t m0 x19 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y3fe w32 h2c"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">a) cz<span class="_ _0"></span>ynne rozli<span class="_ _0"></span>czenia <span class="_ _0"></span>międzyo<span class="_ _0"></span>kresow<span class="_ _0"></span>e koszt<span class="_ _0"></span>ów, <span class="_ _0"></span>w tym:<span class="ff3"> </span></div></div><div class="c x76 y3fe w33 h2c"><div class="t m0 x6f h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">162<span class="ls0"> </span></div></div><div class="c x77 y3fe w34 h2c"><div class="t m0 x78 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">447<span class="ls0"> </span></div></div><div class="c x1 y3ff w32 h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">- ube<span class="_ _0"></span>zp<span class="_ _1"></span>i<span class="_ _0"></span>ec<span class="_ _1"></span>zeni<span class="_ _0"></span>a, c<span class="_ _0"></span>e<span class="_ _1"></span>rt<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>aty </div></div><div class="c x76 y3ff w33 h2c"><div class="t m0 x79 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x77 y3ff w34 h2c"><div class="t m0 x75 h1a y221 ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y400 w32 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- prac<span class="_ _0"></span>e rozwojo<span class="_ _0"></span>we w t<span class="_ _0"></span>oku, w <span class="_ _0"></span>tym:<span class="_ _0"></span> </div></div><div class="c x76 y400 w33 h2c"><div class="t m0 x6f h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">160<span class="ls0"> </span></div></div><div class="c x77 y400 w34 h2c"><div class="t m0 x78 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">437<span class="ls0"> </span></div></div><div class="c x1 y401 w32 h2e"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> opro<span class="_ _0"></span>gramow<span class="_ _0"></span>anie </span></div></div><div class="c x76 y401 w33 h2e"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x77 y401 w34 h2e"><div class="t m0 x78 h1a y222 ff3 fs4 fc0 sc0 ls8 ws0">231<span class="ls0"> </span></div></div><div class="c x1 y402 w32 h2c"><div class="t m0 x21 h1a y222 ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>zostałe rozl<span class="_ _0"></span>icze<span class="_ _0"></span>nia międz<span class="_ _0"></span>yokres<span class="_ _0"></span>owe, w <span class="_ _0"></span>tym:<span class="ff3"> </span></div></div><div class="c x76 y402 w33 h2c"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x77 y402 w34 h2c"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y403 w32 h2c"><div class="t m0 x21 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pozo<span class="_ _0"></span>stałe<span class="ff3"> </span></span></div></div><div class="c x76 y403 w33 h2c"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x77 y403 w34 h2c"><div class="t m0 x26 h1a y222 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y2e1 w32 h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>rozlic<span class="_ _0"></span>zenia mię<span class="_ _0"></span>dzyo<span class="_ _0"></span>kresow<span class="_ _0"></span>e, raz<span class="_ _0"></span>em<span class="ff3"> </span></div></div><div class="c x76 y2e1 w33 h2c"><div class="t m0 x7a h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">162<span class="ff3 ls0"> </span></div></div><div class="c x77 y2e1 w34 h2c"><div class="t m0 x6f h1a y222 ff2 fs4 fc0 sc0 ls9 ws0">447<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y404 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y405 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 5<span class="_ _1"></span><span class="ff2 fs6"> </span></div></div><div class="c x1 y24 w35 h1f"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">5. Z<span class="_ _0"></span>A<span class="_ _1"></span>PA<span class="_ _0"></span>SY<span class="ff3"> </span></div></div><div class="c x7b y24 w36 h1f"><div class="t m0 x5f h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7c y24 w37 h1f"><div class="t m0 x61 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y406 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">a) ma<span class="_ _0"></span>teriał<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x7b y406 w36 h1f"><div class="t m0 x7d h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 103 </div></div><div class="c x7c y406 w37 h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 256<span class="_ _0"></span> </div></div><div class="c x1 y407 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) pó<span class="_ _0"></span>łp<span class="_ _1"></span>r<span class="_ _0"></span>od<span class="_ _1"></span>u<span class="_ _0"></span>k<span class="_ _1"></span>ty i<span class="_ _0"></span> produ<span class="_ _0"></span>kty w t<span class="_ _0"></span>oku<span class="ff3"> </span></div></div><div class="c x7b y407 w36 h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">679<span class="ls0"> </span></div></div><div class="c x7c y407 w37 h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 110<span class="_ _0"></span> </div></div><div class="c x1 y408 w35 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">c) pro<span class="_ _0"></span>dukty g<span class="_ _0"></span>otowe </div></div><div class="c x7b y408 w36 h28"><div class="t m0 x7d h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 436 </div></div><div class="c x7c y408 w37 h28"><div class="t m0 x4e h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 434<span class="_ _0"></span> </div></div><div class="c x1 y409 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">d) tow<span class="_ _0"></span>ary </div></div><div class="c x7b y409 w36 h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">33<span class="ls0"> </span></div></div><div class="c x7c y409 w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y40a w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">e) zalicz<span class="_ _0"></span>ki n<span class="_ _0"></span>a dostaw<span class="_ _0"></span>y </div></div><div class="c x7b y40a w36 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7c y40a w37 h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y40b w35 h1c"><div class="t m0 x21 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">Zapa<span class="_ _0"></span>sy, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x7b y40b w36 h1c"><div class="t m0 x47 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">4 25<span class="_ _0"></span>2<span class="ff3"> </span></div></div><div class="c x7c y40b w37 h1c"><div class="t m0 x74 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">4 82<span class="_ _0"></span>6<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y40c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y40d ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.1<span class="_ _1"></span> <span class="_ _5a"></span> </div></div><div class="c x1 y40e w38 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">6.1 NA<span class="_ _0"></span>LEŻNO<span class="_ _0"></span>ŚCI K<span class="_ _0"></span>RÓTKOT<span class="_ _0"></span>ERMI<span class="_ _0"></span>NOWE<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7e y40e w39 h1c"><div class="t m0 x4a h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7f y40e w37 h1c"><div class="t m0 x61 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y40f w38 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">a) od j<span class="_ _0"></span>ednos<span class="_ _0"></span>tek powią<span class="_ _0"></span>zany<span class="_ _0"></span>ch<span class="ff3"> </span></div></div><div class="c x7e y40f w39 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y40f w37 h1c"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y410 w38 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z tytu<span class="_ _0"></span>łu dost<span class="_ _0"></span>aw i us<span class="_ _0"></span>ług, o o<span class="_ _0"></span>kresie <span class="_ _0"></span>spłat<span class="_ _0"></span>y<span class="_ _1"></span>:<span class="ff3"> </span></span></div></div><div class="c x7e y410 w39 h20"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y410 w37 h20"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y411 w38 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">do 12<span class="_ _0"></span> miesię<span class="_ _0"></span>cy<span class="ff3"> </span></span></div></div><div class="c x7e y411 w39 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y411 w37 h1c"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3cb w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pow<span class="_ _0"></span>yżej 12 mi<span class="_ _14"></span>e<span class="_ _1"></span>sięc<span class="_ _0"></span>y<span class="ff3"> </span></span></div></div><div class="c x7e y3cb w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y3cb w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y412 w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x7e y412 w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y412 w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y413 w38 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">doch<span class="_ _0"></span>odzon<span class="_ _0"></span>e na dro<span class="_ _0"></span>dze są<span class="_ _0"></span>d<span class="_ _1"></span>o<span class="_ _0"></span>wej<span class="ff3"> </span></span></div></div><div class="c x7e y413 w39 h28"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y413 w37 h28"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y414 w38 h25"><div class="t m0 x21 h1a y202 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">je</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">te</span><span class="fc2 sc0">nt </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">żow</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">w kapital<span class="_ _0"></span>e </div></div><div class="c x7e y414 w39 h25"><div class="t m0 x72 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y414 w37 h25"><div class="t m0 x56 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y415 w38 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z tytu<span class="_ _0"></span>łu dost<span class="_ _0"></span>aw i us<span class="_ _0"></span>ług, o o<span class="_ _0"></span>kresie <span class="_ _0"></span>spłat<span class="_ _0"></span>y<span class="_ _1"></span>:<span class="ff3"> </span></span></div></div><div class="c x7e y415 w39 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y415 w37 h1c"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y10e w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">do 12<span class="_ _0"></span> miesię<span class="_ _0"></span>cy<span class="ff3"> </span></span></div></div><div class="c x7e y10e w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y10e w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y416 w38 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pow<span class="_ _0"></span>yżej 12 mi<span class="_ _14"></span>e<span class="_ _1"></span>sięc<span class="_ _0"></span>y<span class="ff3"> </span></span></div></div><div class="c x7e y416 w39 h28"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y416 w37 h28"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y417 w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x7e y417 w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y417 w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1fe w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">doch<span class="_ _0"></span>odzon<span class="_ _0"></span>e na dro<span class="_ _0"></span>dze są<span class="_ _0"></span>d<span class="_ _1"></span>o<span class="_ _0"></span>wej<span class="ff3"> </span></span></div></div><div class="c x7e y1fe w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y1fe w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y418 w38 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">c) nale<span class="_ _0"></span>żności o<span class="_ _0"></span>d pozost<span class="_ _0"></span>ały<span class="_ _0"></span>ch jednost<span class="_ _0"></span>ek<span class="ff3"> </span></div></div><div class="c x7e y418 w39 h1c"><div class="t m0 x7d h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">5 390 </div></div><div class="c x7f y418 w37 h1c"><div class="t m0 x4e h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 649<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x40 y19 w3a h54" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">39<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w38 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z tytu<span class="_ _0"></span>łu dost<span class="_ _0"></span>aw i us<span class="_ _0"></span>ług, o o<span class="_ _0"></span>kresie <span class="_ _0"></span>spłat<span class="_ _0"></span>y<span class="_ _1"></span>:<span class="ff3"> </span></span></div></div><div class="c x7e y419 w39 h1c"><div class="t m0 x7d h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 827 </div></div><div class="c x7f y419 w37 h1c"><div class="t m0 x4e h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 098<span class="_ _0"></span> </div></div><div class="c x1 y41a w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">do 12<span class="_ _0"></span> miesię<span class="_ _0"></span>cy<span class="ff3"> </span></span></div></div><div class="c x7e y41a w39 h1f"><div class="t m0 x7d h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 827 </div></div><div class="c x7f y41a w37 h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 098<span class="_ _0"></span> </div></div><div class="c x1 y41b w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pow<span class="_ _0"></span>yżej 12 mi<span class="_ _14"></span>e<span class="_ _1"></span>sięc<span class="_ _0"></span>y<span class="ff3"> </span></span></div></div><div class="c x7e y41b w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y41b w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y343 w38 h1e"><div class="t m0 x21 h1a y1cb ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">z </span><span class="fc2 sc0">ty</span><span class="fc2 sc0">tu</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">p</span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ów</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ota</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ji</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">c</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">ub</span><span class="fc2 sc0">e</span><span class="fc2 sc0">z</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ń </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">oł</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ny</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zdrowotn<span class="_ _0"></span>ych or<span class="_ _0"></span>az inn<span class="_ _0"></span>ych tyt<span class="_ _0"></span>ułów pu<span class="_ _0"></span>bliczn<span class="_ _0"></span>oprawn<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x7e y343 w39 h1e"><div class="t m0 x74 h1a y1cd ff3 fs4 fc0 sc0 ls8 ws0">410<span class="ls0"> </span></div></div><div class="c x7f y343 w37 h1e"><div class="t m0 x57 h1a y1cd ff3 fs4 fc0 sc0 ls8 ws0">414<span class="ls0"> </span></div></div><div class="c x1 y41c w38 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x7e y41c w39 h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">152<span class="ls0"> </span></div></div><div class="c x7f y41c w37 h1c"><div class="t m0 x57 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">137<span class="ls0"> </span></div></div><div class="c x1 y41d w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">doch<span class="_ _0"></span>odzon<span class="_ _0"></span>e na dro<span class="_ _0"></span>dze są<span class="_ _0"></span>d<span class="_ _1"></span>o<span class="_ _0"></span>wej<span class="ff3"> </span></span></div></div><div class="c x7e y41d w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y41d w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y322 w38 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości krót<span class="_ _0"></span>koter<span class="_ _0"></span>minowe n<span class="_ _0"></span>etto, <span class="_ _0"></span>razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7e y322 w39 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y322 w37 h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 649<span class="_ _0"></span> </div></div><div class="c x1 y281 w38 h28"><div class="t m0 x21 h1a y41e ff5 fs4 fc0 sc0 ls0 ws0">d) od<span class="_ _0"></span>p<span class="_ _1"></span>is<span class="_ _0"></span>y<span class="_ _1"></span> a<span class="_ _0"></span>k<span class="_ _1"></span>tuali<span class="_ _0"></span>zując<span class="_ _0"></span>e wartoś<span class="_ _0"></span>ć należn<span class="_ _0"></span>ości<span class="ff3"> </span></div></div><div class="c x7e y281 w39 h28"><div class="t m0 x72 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y281 w37 h28"><div class="t m0 x4e h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">1 534<span class="_ _0"></span> </div></div><div class="c x1 y138 w38 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości <span class="_ _0"></span>krótkote<span class="_ _0"></span>rmin<span class="_ _0"></span>owe br<span class="_ _0"></span>utto, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x7e y138 w39 h1f"><div class="t m0 x47 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">5 39<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x7f y138 w37 h1f"><div class="t m0 x74 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">6 18<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y11b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y41f ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.2<span class="_ _1"></span><span class="ff2 fs6"> </span></div></div><div class="c x1 y420 w35 h1e"><div class="t m0 x21 h1a y1cb ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6.</span><span class="fc2 sc0">2 </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">C</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">TK</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">ER</span><span class="fc2 sc0">MI</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E </span><span class="fc2 sc0">O</span><span class="_ _14"></span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">ST</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">JEDNO<span class="_ _0"></span>STEK<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y420 w3b h1e"><div class="t m0 x5f h1a y1cd ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x80 y420 w34 h1e"><div class="t m0 x19 h1a y1cd ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 yfe w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">a) z ty<span class="_ _0"></span>tułu do<span class="_ _0"></span>staw i <span class="_ _0"></span>usług, <span class="_ _0"></span>w tym o<span class="_ _0"></span>d:<span class="ff3"> </span></div></div><div class="c x7b yfe w3b h1f"><div class="t m0 xe h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 827 </div></div><div class="c x80 yfe w34 h1f"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 098<span class="_ _0"></span> </div></div><div class="c x1 y421 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wspólni<span class="_ _0"></span>ka j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ej<span class="ff3"> </span></span></div></div><div class="c x7b y421 w3b h1c"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y421 w34 h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y422 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">znac<span class="_ _0"></span>zącego i<span class="_ _0"></span>nwestor<span class="_ _0"></span>a<span class="ff3"> </span></span></div></div><div class="c x7b y422 w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y422 w34 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y423 w35 h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c x7b y423 w3b h20"><div class="t m0 xe h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">4 827 </div></div><div class="c x80 y423 w34 h20"><div class="t m0 x1b h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">4 098<span class="_ _0"></span> </div></div><div class="c x1 y2b0 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">b) inne<span class="_ _0"></span>, w t<span class="_ _0"></span>y<span class="_ _1"></span>m o<span class="_ _0"></span>d: </div></div><div class="c x7b y2b0 w3b h1c"><div class="t m0 x7a h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">562<span class="ls0"> </span></div></div><div class="c x80 y2b0 w34 h1c"><div class="t m0 x78 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">551<span class="ls0"> </span></div></div><div class="c x1 y424 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wspólni<span class="_ _0"></span>ka j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ej<span class="ff3"> </span></span></div></div><div class="c x7b y424 w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y424 w34 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y425 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">znac<span class="_ _0"></span>zącego i<span class="_ _0"></span>nwestor<span class="_ _0"></span>a<span class="ff3"> </span></span></div></div><div class="c x7b y425 w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y425 w34 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y224 w35 h28"><div class="t m0 x21 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c x7b y224 w3b h28"><div class="t m0 x7a h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">562<span class="ls0"> </span></div></div><div class="c x80 y224 w34 h28"><div class="t m0 x78 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">551<span class="ls0"> </span></div></div><div class="c x1 y426 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) do<span class="_ _0"></span>chodzo<span class="_ _0"></span>ne<span class="_ _1"></span> n<span class="_ _0"></span>a drodz<span class="_ _0"></span>e są<span class="_ _0"></span>dowej, w t<span class="_ _0"></span>ym od:<span class="ff3"> </span></div></div><div class="c x7b y426 w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y426 w34 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y427 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wspólni<span class="_ _0"></span>ka j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ej<span class="ff3"> </span></span></div></div><div class="c x7b y427 w3b h1c"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y427 w34 h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4a w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">znac<span class="_ _0"></span>zącego i<span class="_ _0"></span>nwestor<span class="_ _0"></span>a<span class="ff3"> </span></span></div></div><div class="c x7b y4a w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y4a w34 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yab w35 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c x7b yab w3b h20"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 yab w34 h20"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y429 w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">le</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">rót</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ot</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">rmin</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">o,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y429 w3b h1d"><div class="t m0 x7d h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">5 39<span class="_ _0"></span>0 </div></div><div class="c x80 y429 w34 h1d"><div class="t m0 x81 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">4 64<span class="_ _0"></span>9<span class="ff3"> </span></div></div><div class="c x1 y14 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">d) od<span class="_ _0"></span>p<span class="_ _1"></span>is<span class="_ _0"></span>y<span class="_ _1"></span> a<span class="_ _0"></span>k<span class="_ _1"></span>tuali<span class="_ _0"></span>zując<span class="_ _0"></span>e wartoś<span class="_ _0"></span>ć należn<span class="_ _0"></span>ości o<span class="_ _0"></span>d pozo<span class="_ _0"></span>stałych je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="ff3"> </span></div></div><div class="c x7b y14 w3b h1f"><div class="t m0 xe h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 617 </div></div><div class="c x80 y14 w34 h1f"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 534<span class="_ _0"></span> </div></div><div class="c x1 y8f w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">le</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">rót</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ot</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">rmin</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">rut</span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">o,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y8f w3b h1d"><div class="t m0 x7d h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">7 00<span class="_ _0"></span>7<span class="ff3"> </span></div></div><div class="c x80 y8f w34 h1d"><div class="t m0 x81 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">6 18<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h50 y158 ff2 fs6 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 xf h6 y42a ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.3   </div></div><div class="c x1 y42b w32 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6.</span><span class="fc2 sc0">3 </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">MI</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">ST</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">SÓ</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">L</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">J</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">C</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _0"></span><span class="fc2 sc0">Ć</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">NALEŻ<span class="_ _0"></span>NOŚC<span class="_ _0"></span>I KRÓTK<span class="_ _0"></span>OTE<span class="_ _0"></span>RMINO<span class="_ _0"></span>WYCH<span class="ff3"> </span></div></div><div class="c x76 y42b w3c h1d"><div class="t m0 x82 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x80 y42b w3d h1d"><div class="t m0 x19 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y42c w32 h1f"><div class="t m0 x21 h1a y42d ff5 fs4 fc0 sc0 ls0 ws0">Stan n<span class="_ _0"></span>a pocz<span class="_ _0"></span>ątek okr<span class="_ _0"></span>esu<span class="ff3"> </span></div></div><div class="c x76 y42c w3c h1f"><div class="t m0 x7d h1a y42d ff3 fs4 fc0 sc0 ls0 ws0">1 534 </div></div><div class="c x80 y42c w3d h1f"><div class="t m0 x78 h1a y42d ff3 fs4 fc0 sc0 ls8 ws0">773<span class="ls0"> </span></div></div><div class="c x1 y42e w32 h28"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">a) zwię<span class="_ _0"></span>kszeni<span class="_ _0"></span>a (z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x76 y42e w3c h28"><div class="t m0 x4e h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">132<span class="ls0"> </span></div></div><div class="c x80 y42e w3d h28"><div class="t m0 x78 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">761<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x40 y19 w3e h55" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">40<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w32 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>z tyt. dost<span class="_ _0"></span>aw i us<span class="_ _0"></span>ług<span class="ff3"> </span></span></div></div><div class="c x76 y419 w3c h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">9 </div></div><div class="c x80 y419 w3d h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">38<span class="ls0"> </span></div></div><div class="c x1 y41a w32 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">pozo<span class="_ _0"></span>stałe n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści<span class="ff3"> </span></span></div></div><div class="c x76 y41a w3c h1f"><div class="t m0 x4e h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">123<span class="ls0"> </span></div></div><div class="c x80 y41a w3d h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">723<span class="ls0"> </span></div></div><div class="c x1 y41b w32 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) zm<span class="_ _0"></span>niejszeni<span class="_ _0"></span>a (z t<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x76 y41b w3c h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x80 y41b w3d h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3bd w32 h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- wy<span class="_ _0"></span>k<span class="_ _1"></span>orz<span class="_ _0"></span>ystanie o<span class="_ _0"></span>dpisu<span class="_ _0"></span> </div></div><div class="c x76 y3bd w3c h28"><div class="t m0 x78 h1a y42f ff3 fs4 fc0 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x80 y3bd w3d h28"><div class="t m0 x26 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1c0 w32 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>p<span class="_ _1"></span>rz<span class="_ _0"></span>edawnion<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x76 y1c0 w3c h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y1c0 w3d h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y41d w32 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">p</span><span class="fc2 sc0">is</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _14"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">ua</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">iz</span><span class="fc2 sc0">uj</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">rt</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">le</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">krótkot<span class="_ _0"></span>ermi<span class="_ _0"></span>nowych <span class="_ _0"></span>na k<span class="_ _0"></span>oniec o<span class="_ _0"></span>kresu<span class="ff3"> </span></div></div><div class="c x76 y41d w3c h1d"><div class="t m0 x47 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">1 61<span class="_ _0"></span>7<span class="ff3"> </span></div></div><div class="c x80 y41d w3d h1d"><div class="t m0 x81 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">1 53<span class="_ _0"></span>4<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y430 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y404 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1f"> </span>pozycji <span class="_ _20"> </span>pozostałe <span class="_ _20"> </span>należności <span class="_ _20"> </span>wykazana <span class="_ _e"> </span>j<span class="_ _1"></span>est <span class="_ _20"> </span>nal<span class="_ _1"></span>eżność <span class="_ _20"> </span>z <span class="_ _1f"> </span>tytułu <span class="_ _20"> </span>odszkodo<span class="_ _0"></span>wania <span class="_ _1f"> </span>za </div><div class="t m0 x1 h6 y281 ff3 fs0 fc0 sc0 ls0 ws0">dostarczenie <span class="_ _5b"> </span>wadliwego <span class="_ _5b"> </span>surowca. </div><div class="t m0 x1 h6 y431 ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y432 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.4   </div></div><div class="c x1 y433 w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6.</span><span class="fc2 sc0">4 </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">C</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">TK</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">ER</span><span class="fc2 sc0">MI</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E </span><span class="fc2 sc0">B</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">TO</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">ST</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">WALU<span class="_ _0"></span>TOWA<span class="_ _0"></span>) podane<span class="_ _0"></span> w t<span class="_ _0"></span>ysiącac<span class="_ _0"></span>h<span class="ff3"> </span></div></div><div class="c x7b y433 w3f h1d"><div class="t m0 x50 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x83 y433 w40 h1d"><div class="t m0 x66 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 ye0 w35 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">a) w wal<span class="_ _0"></span>ucie p<span class="_ _0"></span>olskiej </div></div><div class="c x7b ye0 w3f h28"><div class="t m0 x2a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">5 233 </div></div><div class="c x83 ye0 w40 h28"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 564<span class="_ _0"></span> </div></div><div class="c x1 y434 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) w wal<span class="_ _0"></span>uta<span class="_ _0"></span>ch obcyc<span class="_ _0"></span>h (wg w<span class="_ _0"></span>alut i po <span class="_ _0"></span>przeli<span class="_ _0"></span>czeniu na <span class="_ _0"></span>z<span class="_ _0"></span>ł)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x7b y434 w3f h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 774 </div></div><div class="c x83 y434 w40 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 619<span class="_ _0"></span> </div></div><div class="c x1 y435 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">b1. j<span class="_ _0"></span>ednostk<span class="_ _0"></span>a/waluta E<span class="_ _0"></span>UR </div></div><div class="c x7b y435 w3f h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">415<span class="ls0"> </span></div></div><div class="c x83 y435 w40 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">360<span class="ls0"> </span></div></div><div class="c x1 y32c w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls18 ws0">zł<span class="ff3 ls0"> </span></div></div><div class="c x7b y32c w3f h1c"><div class="t m0 x2a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 774 </div></div><div class="c x83 y32c w40 h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 601<span class="_ _0"></span> </div></div><div class="c x1 y3dc w35 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">b2. j<span class="_ _0"></span>ednostk<span class="_ _0"></span>a/waluta <span class="_ _0"></span>GBP </div></div><div class="c x7b y3dc w3f h20"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y3dc w40 h20"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 </div></div><div class="c x1 y436 w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls18 ws0">zł<span class="ff3 ls0"> </span></div></div><div class="c x7b y436 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y436 w40 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y65 w35 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości <span class="_ _0"></span>krótkote<span class="_ _0"></span>rmin<span class="_ _0"></span>owe, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x7b y65 w3f h1f"><div class="t m0 x6e h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">7 00<span class="_ _0"></span>7<span class="ff3"> </span></div></div><div class="c x83 y65 w40 h1f"><div class="t m0 x1b h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">6 18<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y125 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y437 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.5<span class="_ _1"></span> </div></div><div class="c x1 y438 w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6.</span><span class="fc2 sc0">5 </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">L</span><span class="fc2 sc0">EŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">C</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">TY</span><span class="fc2 sc0">TU</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">SŁ</span><span class="fc2 sc0">U</span><span class="fc2 sc0">G</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">B</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">TT</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="ff2"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ls10"><span class="fc2 sc0">O </span></span></span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">POZOS<span class="_ _0"></span>TAŁYM <span class="_ _0"></span>OD <span class="_ _0"></span>DNIA BIL<span class="_ _0"></span>ANSO<span class="_ _0"></span>WEGO O<span class="_ _0"></span>KRE<span class="_ _0"></span>SIE<span class="_ _0"></span> SPŁAT<span class="_ _0"></span>Y:<span class="ff3"> </span></div></div><div class="c x7b y438 w15 h1d"><div class="t m0 x4a h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7f y438 w41 h1d"><div class="t m0 x4a h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y292 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">a) do 1 <span class="_ _0"></span>miesi<span class="_ _0"></span>ąca<span class="ff3"> </span></div></div><div class="c x7b y292 w15 h1f"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">3 836 </div></div><div class="c x7f y292 w41 h1f"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">3 221<span class="_ _0"></span> </div></div><div class="c x1 y439 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>wyżej 1 <span class="_ _0"></span>miesiąc<span class="_ _0"></span>a do 3 <span class="_ _0"></span>miesię<span class="_ _0"></span>cy<span class="ff3"> </span></div></div><div class="c x7b y439 w15 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">550<span class="ls0"> </span></div></div><div class="c x7f y439 w41 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">396<span class="ls0"> </span></div></div><div class="c x1 y43a w35 h28"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">c) pow<span class="_ _0"></span>yżej 3 <span class="_ _0"></span>miesięc<span class="_ _0"></span>y do 6 mi<span class="_ _14"></span>e<span class="_ _1"></span>sięc<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x7b y43a w15 h28"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y43a w41 h28"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y43b w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">d) po<span class="_ _0"></span>wyżej 6 <span class="_ _0"></span>miesię<span class="_ _0"></span>cy<span class="_ _1"></span> <span class="_ _0"></span>do 1 ro<span class="_ _0"></span>ku<span class="ff3"> </span></div></div><div class="c x7b y43b w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y43b w41 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y43c w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">e) po<span class="_ _0"></span>wyżej 1 <span class="_ _0"></span>roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y43c w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y43c w41 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y43d w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">f) nal<span class="_ _0"></span>eżności <span class="_ _0"></span>przet<span class="_ _0"></span>erminowan<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x7b y43d w15 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">441<span class="ls0"> </span></div></div><div class="c x7f y43d w41 h1f"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 292<span class="_ _0"></span> </div></div><div class="c x1 y90 w35 h20"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości z <span class="_ _0"></span>ty<span class="_ _1"></span>tułu <span class="_ _14"></span>d<span class="_ _1"></span>osta<span class="_ _0"></span>w i usłu<span class="_ _0"></span>g, raz<span class="_ _0"></span>em (br<span class="_ _0"></span>utto)<span class="ff3"> </span></div></div><div class="c x7b y90 w15 h20"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">5 642 </div></div><div class="c x7f y90 w41 h20"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 909<span class="_ _0"></span> </div></div><div class="c x1 y43e w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">g) od<span class="_ _0"></span>p<span class="_ _1"></span>is<span class="_ _0"></span>y<span class="_ _1"></span> a<span class="_ _0"></span>k<span class="_ _1"></span>tuali<span class="_ _0"></span>zując<span class="_ _0"></span>e wartoś<span class="_ _0"></span>ć należn<span class="_ _0"></span>ości z t<span class="_ _0"></span>ytułu <span class="_ _0"></span>dostaw i <span class="_ _0"></span>usłu<span class="_ _0"></span>g<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x7b y43e w15 h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x7f y43e w41 h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">811<span class="ls0"> </span></div></div><div class="c x1 y43f w35 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości z<span class="_ _0"></span> tytułu<span class="_ _0"></span> dosta<span class="_ _0"></span>w i usłu<span class="_ _0"></span>g, ra<span class="_ _0"></span>zem (net<span class="_ _0"></span>to)<span class="ff3"> </span></div></div><div class="c x7b y43f w15 h1f"><div class="t m0 x59 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">4 82<span class="_ _0"></span>7<span class="ff3"> </span></div></div><div class="c x7f y43f w41 h1f"><div class="t m0 x47 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">4 09<span class="_ _0"></span>8<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y440 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y441 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x40 y19 w42 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">41<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 6.6 <span class="ff2 fs6"> </span></div></div><div class="c x1 y442 w43 h56"><div class="t m0 x21 h57 y443 ffd fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6</span><span class="fc2 sc0">.</span><span class="fc2 sc0">6</span><span class="fc2 sc0"> </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0">L</span><span class="fc2 sc0">E</span><span class="_ _0"></span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ŚC</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">YT</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">U</span><span class="fc2 sc0">SŁ</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">G</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h57 y444 ffa fs5 fc0 sc0 ls0 ws0">PRZETER<span class="_ _0"></span>MI<span class="_ _1"></span>N<span class="_ _0"></span>OW<span class="_ _1"></span>AN<span class="_ _0"></span>E (BRUT<span class="_ _0"></span>TO) <span class="_ _1"></span>- <span class="ffd">Z POD<span class="_ _0"></span>ZIAŁEM<span class="_ _0"></span> NA NA<span class="_ _0"></span>LEŻ<span class="_ _1"></span>N<span class="_ _0"></span>OŚCI </span></div><div class="t m0 x21 h24 y445 ffd fs5 fc0 sc0 ls0 ws0">NIESP<span class="_ _0"></span>Ł<span class="_ _1"></span>ACONE<span class="_ _0"></span> W OKRES<span class="_ _0"></span>IE:<span class="ffc"> </span></div></div><div class="c x85 y442 w44 h56"><div class="t m0 x50 h1a y378 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x86 y442 w41 h56"><div class="t m0 x4a h1a y378 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y446 w43 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">a) do 1 <span class="_ _0"></span>miesi<span class="_ _0"></span>ąca<span class="ff3"> </span></div></div><div class="c x85 y446 w44 h1c"><div class="t m0 x1b h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">362<span class="ls0"> </span></div></div><div class="c x86 y446 w41 h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">467<span class="ls0"> </span></div></div><div class="c x1 y2a1 w43 h20"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>wyżej 1 <span class="_ _0"></span>miesiąc<span class="_ _0"></span>a do 3 <span class="_ _0"></span>miesię<span class="_ _0"></span>cy<span class="ff3"> </span></div></div><div class="c x85 y2a1 w44 h20"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">76<span class="ls0"> </span></div></div><div class="c x86 y2a1 w41 h20"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">13<span class="ls0"> </span></div></div><div class="c x1 y447 w43 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) pow<span class="_ _0"></span>yżej 3 <span class="_ _0"></span>miesięc<span class="_ _0"></span>y do 6 mi<span class="_ _14"></span>e<span class="_ _1"></span>sięc<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x85 y447 w44 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div><div class="c x86 y447 w41 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3e7 w43 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">d) po<span class="_ _0"></span>wyżej 6 <span class="_ _0"></span>miesię<span class="_ _0"></span>cy<span class="_ _1"></span> <span class="_ _0"></span>do 1 ro<span class="_ _0"></span>ku<span class="ff3"> </span></div></div><div class="c x85 y3e7 w44 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y3e7 w41 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y448 w43 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">e) po<span class="_ _0"></span>wyżej 1 <span class="_ _0"></span>roku<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x85 y448 w44 h1f"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x86 y448 w41 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">811<span class="ls0"> </span></div></div><div class="c x1 y449 w43 h20"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości z <span class="_ _0"></span>ty<span class="_ _1"></span>tułu <span class="_ _14"></span>d<span class="_ _1"></span>osta<span class="_ _0"></span>w i usłu<span class="_ _0"></span>g, prz<span class="_ _0"></span>etermino<span class="_ _0"></span>wane, <span class="_ _0"></span>razem (<span class="_ _0"></span>brutto)<span class="ff3"> </span></div></div><div class="c x85 y449 w44 h20"><div class="t m0 x59 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 256 </div></div><div class="c x86 y449 w41 h20"><div class="t m0 x84 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 292<span class="_ _0"></span> </div></div><div class="c x1 y44a w43 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">f</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ual</span><span class="fc2 sc0">i</span><span class="fc2 sc0">zuj</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="_ _0"></span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">e</span><span class="fc2 sc0">żn</span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">ty</span><span class="fc2 sc0">tuł</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">w </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">przeter<span class="_ _0"></span>minowan<span class="_ _0"></span>e </div></div><div class="c x85 y44a w44 h1d"><div class="t m0 x1b h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x86 y44a w41 h1d"><div class="t m0 x74 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">811<span class="ls0"> </span></div></div><div class="c x1 y44b w43 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">a</span><span class="fc2 sc0">le</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i </span><span class="fc2 sc0">u</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">rz</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">rmi</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">(netto<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x85 y44b w44 h1d"><div class="t m0 x81 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">441<span class="ff3 ls0"> </span></div></div><div class="c x86 y44b w41 h1d"><div class="t m0 x87 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">481<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y26 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y44c ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 7.1<span class="_ _1"></span><span class="ff2 fs6"> </span></div></div><div class="c x1 y44d w35 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">7.1 K<span class="_ _0"></span>RÓTKOT<span class="_ _0"></span>ERMI<span class="_ _0"></span>NOWE <span class="_ _0"></span>AKTY<span class="_ _0"></span>WA FIN<span class="_ _0"></span>ANSOW<span class="_ _0"></span>E<span class="ff3"> </span></div></div><div class="c x7b y44d w3f h1c"><div class="t m0 x50 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x83 y44d w15 h1c"><div class="t m0 x4a h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y21f w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">a) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach z<span class="_ _0"></span>ależnych<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y21f w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y21f w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y44e w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzia<span class="_ _0"></span>ły lub a<span class="_ _0"></span>kcje<span class="ff3"> </span></span></div></div><div class="c x7b y44e w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y44e w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y44f w35 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>z tytułu <span class="_ _0"></span>dywiden<span class="_ _0"></span>d i inny<span class="_ _0"></span>ch udzia<span class="_ _0"></span>łów w <span class="_ _0"></span>zyskach<span class="ff3"> </span></span></div></div><div class="c x7b y44f w3f h20"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y44f w15 h20"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y450 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłuż<span class="_ _0"></span>ne papier<span class="_ _0"></span>y war<span class="_ _0"></span>tościow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b y450 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y450 w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y32f w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>papiery <span class="_ _0"></span>wartościo<span class="_ _0"></span>we (<span class="_ _0"></span>wg ro<span class="_ _0"></span>dzaju)<span class="ff3"> </span></span></div></div><div class="c x7b y32f w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y32f w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 ye8 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzielo<span class="_ _0"></span>ne poż<span class="_ _0"></span>ycz<span class="_ _0"></span>k<span class="_ _1"></span>i<span class="ff3"> </span></span></div></div><div class="c x7b ye8 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 ye8 w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y451 w35 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>k<span class="_ _1"></span>r<span class="_ _0"></span>ótkotermi<span class="_ _0"></span>nowe <span class="_ _0"></span>aktywa f<span class="_ _0"></span>inans<span class="_ _0"></span>owe (wg <span class="_ _0"></span>rodz<span class="_ _0"></span>aju)<span class="ff3"> </span></span></div></div><div class="c x7b y451 w3f h28"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y451 w15 h28"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y452 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>ach <span class="_ _0"></span>współz<span class="_ _0"></span>ależn<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x7b y452 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y452 w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y453 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">c) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>kach stow<span class="_ _0"></span>arz<span class="_ _0"></span>ys<span class="_ _1"></span>zon<span class="_ _0"></span>ych </div></div><div class="c x7b y453 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y453 w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3e1 w35 h20"><div class="t m0 x21 h1a y454 ff5 fs4 fc0 sc0 ls0 ws0">d) w zn<span class="_ _0"></span>acząc<span class="_ _0"></span>ym inwe<span class="_ _0"></span>storze<span class="ff3"> </span></div></div><div class="c x7b y3e1 w3f h20"><div class="t m0 x28 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y3e1 w15 h20"><div class="t m0 x75 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y455 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">e) w je<span class="_ _0"></span>dnost<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>dominują<span class="_ _0"></span>cej<span class="ff3"> </span></div></div><div class="c x7b y455 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y455 w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y456 w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">f) w <span class="_ _0"></span>pozostał<span class="_ _0"></span>ych jed<span class="_ _0"></span>nostkac<span class="_ _0"></span>h<span class="ff3"> </span></div></div><div class="c x7b y456 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y456 w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y457 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzia<span class="_ _0"></span>ły lub a<span class="_ _0"></span>kcje<span class="ff3"> </span></span></div></div><div class="c x7b y457 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y457 w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y458 w35 h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">należn<span class="_ _0"></span>ości <span class="_ _0"></span>z tytułu <span class="_ _0"></span>dywiden<span class="_ _0"></span>d i inny<span class="_ _0"></span>ch udzia<span class="_ _0"></span>łów w <span class="_ _0"></span>zyskach<span class="ff3"> </span></span></div></div><div class="c x7b y458 w3f h20"><div class="t m0 x28 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y458 w15 h20"><div class="t m0 x75 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yd2 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłuż<span class="_ _0"></span>ne papier<span class="_ _0"></span>y war<span class="_ _0"></span>tościow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b yd2 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 yd2 w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y459 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>papiery <span class="_ _0"></span>wartościo<span class="_ _0"></span>we (<span class="_ _0"></span>wg ro<span class="_ _0"></span>dzaju)<span class="ff3"> </span></span></div></div><div class="c x7b y459 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y459 w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y45a w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">udzielo<span class="_ _0"></span>ne poż<span class="_ _0"></span>ycz<span class="_ _0"></span>k<span class="_ _1"></span>i<span class="ff3"> </span></span></div></div><div class="c x7b y45a w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y45a w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y45b w35 h20"><div class="t m0 x21 h1a y45c ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>k<span class="_ _1"></span>r<span class="_ _0"></span>ótkotermi<span class="_ _0"></span>nowe <span class="_ _0"></span>aktywa f<span class="_ _0"></span>inans<span class="_ _0"></span>owe (wg <span class="_ _0"></span>rodz<span class="_ _0"></span>aju)<span class="ff3"> </span></span></div></div><div class="c x7b y45b w3f h20"><div class="t m0 x28 h1a y45c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y45b w15 h20"><div class="t m0 x75 h1a y45c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x40 y19 w45 h15" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">42<span class="ls0"> <span class="lsc">| </span><span class="fc1">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wyc<span class="_ _0"></span>e<span class="_ _1"></span>na <span class="_ _0"></span>walutow<span class="_ _0"></span>ych k<span class="_ _0"></span>ontrak<span class="_ _0"></span>tów termin<span class="_ _0"></span>ow<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3"> </span></span></div></div><div class="c x7b y419 w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y419 w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y41a w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- lokat<span class="_ _0"></span>y termin<span class="_ _0"></span>owe<span class="_ _0"></span> </div></div><div class="c x7b y41a w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y41a w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y41b w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">g) śro<span class="_ _0"></span>dki pieni<span class="_ _0"></span>ężne i <span class="_ _0"></span>inne ak<span class="_ _0"></span>tywa <span class="_ _0"></span>pieniężn<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x7b y41b w3f h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">682<span class="ls0"> </span></div></div><div class="c x83 y41b w15 h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">369<span class="ls0"> </span></div></div><div class="c x1 y3bd w35 h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">środ<span class="_ _0"></span>ki pienięż<span class="_ _0"></span>ne w <span class="_ _0"></span>kasie i n<span class="_ _0"></span>a rachun<span class="_ _14"></span>k<span class="_ _1"></span>ach<span class="ff3"> </span></span></div></div><div class="c x7b y3bd w3f h28"><div class="t m0 x81 h1a y42f ff3 fs4 fc0 sc0 ls8 ws0">682<span class="ls0"> </span></div></div><div class="c x83 y3bd w15 h28"><div class="t m0 x74 h1a y42f ff3 fs4 fc0 sc0 ls8 ws0">359<span class="ls0"> </span></div></div><div class="c x1 y1c0 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>środ<span class="_ _0"></span>k<span class="_ _1"></span>i pie<span class="_ _0"></span>niężne<span class="ff3"> </span></span></div></div><div class="c x7b y1c0 w3f h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y1c0 w15 h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y45d w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>aktyw<span class="_ _0"></span>a pienięż<span class="_ _0"></span>ne<span class="ff3"> </span></span></div></div><div class="c x7b y45d w3f h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y45d w15 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y161 w35 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Krótk<span class="_ _0"></span>otermino<span class="_ _0"></span>we a<span class="_ _0"></span>ktywa <span class="_ _0"></span>finan<span class="_ _0"></span>s<span class="_ _1"></span>ow<span class="_ _0"></span>e, raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x7b y161 w3f h1f"><div class="t m0 xe h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">682<span class="ff3 ls0"> </span></div></div><div class="c x83 y161 w15 h1f"><div class="t m0 x87 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">369<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h50 y303 ff2 fs6 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 xf h50 y45e ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 7.2  <span class="ff2 fs6"> </span></div></div><div class="c x1 y11b w1e h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">7.</span><span class="fc2 sc0">2 </span><span class="fc2 sc0">ŚR</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">EN</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">N</span><span class="fc2 sc0">N</span><span class="fc2 sc0">E </span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">YW</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">EN</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">E </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">(STR<span class="_ _0"></span>UKTUR<span class="_ _0"></span>A<span class="_ _1"></span> W<span class="_ _0"></span>ALUTO<span class="_ _0"></span>WA<span class="_ _0"></span>) podane w<span class="_ _0"></span> ty<span class="_ _0"></span>siącach<span class="ff3"> </span></div></div><div class="c x3b y11b w1f h1d"><div class="t m0 x17 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y11b w20 h1d"><div class="t m0 x17 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y45f w1e h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">a) w wal<span class="_ _0"></span>ucie p<span class="_ _0"></span>olskiej </div></div><div class="c x3b y45f w1f h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">621<span class="ls0"> </span></div></div><div class="c x55 y45f w20 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">169<span class="ls0"> </span></div></div><div class="c x1 y460 w1e h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) w wal<span class="_ _0"></span>uta<span class="_ _0"></span>ch obcyc<span class="_ _0"></span>h (wg w<span class="_ _0"></span>alut i po <span class="_ _0"></span>przeli<span class="_ _0"></span>czeniu na <span class="_ _0"></span>z<span class="_ _0"></span>ł)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x3b y460 w1f h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">61<span class="ls0"> </span></div></div><div class="c x55 y460 w20 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">200<span class="ls0"> </span></div></div><div class="c x1 y461 w1e h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">b1. j<span class="_ _0"></span>ednostk<span class="_ _0"></span>a/waluta E<span class="_ _0"></span>UR </div></div><div class="c x3b y461 w1f h28"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">14<span class="ls0"> </span></div></div><div class="c x55 y461 w20 h28"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">46<span class="ls0"> </span></div></div><div class="c x1 y28a w1e h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls18 ws0">zł<span class="ff3 ls0"> </span></div></div><div class="c x3b y28a w1f h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">61<span class="ls0"> </span></div></div><div class="c x55 y28a w20 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">200<span class="ls0"> </span></div></div><div class="c x1 y16a w1e h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">b.2 <span class="_ _0"></span>p<span class="_ _1"></span>ozo<span class="_ _0"></span>stałe walut<span class="_ _0"></span>y z<span class="_ _0"></span>ł<span class="ff3"> </span></div></div><div class="c x3b y16a w1f h1c"><div class="t m0 x20 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y16a w20 h1c"><div class="t m0 x20 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y2c7 w1e h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>ki pien<span class="_ _0"></span>iężne i i<span class="_ _0"></span>nne a<span class="_ _0"></span>k<span class="_ _1"></span>t<span class="_ _0"></span>ywa pien<span class="_ _0"></span>iężne, <span class="_ _0"></span>raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x3b y2c7 w1f h1f"><div class="t m0 x79 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">682<span class="ff3 ls0"> </span></div></div><div class="c x55 y2c7 w20 h1f"><div class="t m0 x22 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">369<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y462 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y243 ff3 fs0 fc0 sc0 ls4 ws0">     <span class="ls0">NOTA 7.3<span class="fs6"> </span></span></div></div><div class="c x1 y266 w46 h58"><div class="t m0 x21 h1a y463 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">7</span><span class="fc2 sc0">.</span><span class="fc2 sc0">3 </span><span class="fc2 sc0">I</span><span class="fc2 sc0">nfo</span><span class="_ _0"></span><span class="fc2 sc0">rma</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ś</span><span class="_ _0"></span><span class="fc2 sc0">ro</span><span class="fc2 sc0">d</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ny</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">g</span><span class="fc2 sc0">rom</span><span class="fc2 sc0">a</span><span class="_ _14"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">on</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h1a y285 ff2 fs4 fc0 sc0 ls0 ws0">na rac<span class="_ _0"></span>hunku V<span class="_ _0"></span>AT<span class="_ _0"></span> </div></div><div class="c x88 y266 w47 h58"><div class="t m0 x62 h1a y464 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7f y266 w3f h58"><div class="t m0 x89 h1a y464 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y465 w46 h28"><div class="t m0 x21 h1a y466 ff5 fs4 fc0 sc0 ls0 ws0">środki <span class="_ _0"></span>p<span class="_ _1"></span>i<span class="_ _0"></span>eniężn<span class="_ _0"></span>e<span class="_ _1"></span> zgr<span class="_ _0"></span>omadzon<span class="_ _0"></span>e na r<span class="_ _0"></span>achun<span class="_ _0"></span>ku VAT<span class="ff3"> </span></div></div><div class="c x88 y465 w47 h28"><div class="t m0 x54 h1a y466 ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x7f y465 w3f h28"><div class="t m0 x4e h1a y466 ff3 fs4 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h50 y467 ff2 fs6 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 xf h6 y19f ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 8<span class="_ _1"></span> </div></div><div class="c x1 y468 w38 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">8. K<span class="_ _0"></span>R<span class="_ _1"></span>ÓTK<span class="_ _0"></span>OTERM<span class="_ _0"></span>INOWE<span class="_ _0"></span> ROZ<span class="_ _0"></span>LICZE<span class="_ _0"></span>NIA MI<span class="_ _0"></span>ĘDZYO<span class="_ _0"></span>KRESO<span class="_ _0"></span>WE<span class="ff3"> </span></div></div><div class="c x7e y468 w48 h1f"><div class="t m0 x1a h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8a y468 w3b h1f"><div class="t m0 x5f h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y469 w38 h20"><div class="t m0 x21 h1a y454 ff5 fs4 fc0 sc0 ls0 ws0">a) cz<span class="_ _0"></span>ynne rozli<span class="_ _0"></span>czenia <span class="_ _0"></span>międzyo<span class="_ _0"></span>kresow<span class="_ _0"></span>e koszt<span class="_ _0"></span>ów, <span class="_ _0"></span>w tym:<span class="ff3"> </span></div></div><div class="c x7e y469 w48 h20"><div class="t m0 x7d h1a y454 ff3 fs4 fc0 sc0 ls8 ws0">275<span class="ls0"> </span></div></div><div class="c x8a y469 w3b h20"><div class="t m0 x7a h1a y454 ff3 fs4 fc0 sc0 ls8 ws0">251<span class="ls0"> </span></div></div><div class="c x1 y32 w38 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- ube<span class="_ _0"></span>zp<span class="_ _1"></span>i<span class="_ _0"></span>ec<span class="_ _1"></span>zeni<span class="_ _0"></span>a </div></div><div class="c x7e y32 w48 h1c"><div class="t m0 x87 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">86<span class="ls0"> </span></div></div><div class="c x8a y32 w3b h1c"><div class="t m0 x7a h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y4d w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- kos<span class="_ _0"></span>zty pozwu <span class="_ _0"></span>Sode<span class="_ _0"></span>xo </div></div><div class="c x7e y4d w48 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">55<span class="ls0"> </span></div></div><div class="c x8a y4d w3b h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">55<span class="ls0"> </span></div></div><div class="c x1 yae w38 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- kos<span class="_ _0"></span>zty pozwu <span class="_ _0"></span>Nord<span class="_ _0"></span>kalk </div></div><div class="c x7e yae w48 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">40<span class="ls0"> </span></div></div><div class="c x8a yae w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y46a w38 h28"><div class="t m0 x21 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x7e y46a w48 h28"><div class="t m0 x87 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">94<span class="ls0"> </span></div></div><div class="c x8a y46a w3b h28"><div class="t m0 x28 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">97<span class="ls0"> </span></div></div><div class="c x1 y46b w38 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>zostałe rozl<span class="_ _0"></span>icze<span class="_ _0"></span>nia międz<span class="_ _0"></span>yokres<span class="_ _0"></span>owe, w <span class="_ _0"></span>tym:<span class="ff3"> </span></div></div><div class="c x7e y46b w48 h1f"><div class="t m0 x6f h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y46b w3b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y46c w38 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Krótk<span class="_ _0"></span>otermino<span class="_ _0"></span>we ro<span class="_ _0"></span>zliczen<span class="_ _0"></span>ia mię<span class="_ _0"></span>dzyok<span class="_ _0"></span>resowe<span class="_ _0"></span>, ra<span class="_ _0"></span>z<span class="_ _1"></span>em<span class="ff3"> </span></div></div><div class="c x7e y46c w48 h1c"><div class="t m0 x47 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">275<span class="ff3 ls0"> </span></div></div><div class="c x8a y46c w3b h1c"><div class="t m0 x4e h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">251<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y46d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3fc ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y46e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y46f ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x40 y19 w49 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">43<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 9<span class="_ _1"></span> </div></div><div class="c x1 y72 w4a h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">9. O<span class="_ _0"></span>DPISY Z <span class="_ _0"></span>TYTUŁU<span class="_ _0"></span> TRW<span class="_ _0"></span>AŁEJ <span class="_ _0"></span>UTR<span class="_ _0"></span>A<span class="_ _1"></span>TY W<span class="_ _0"></span>ARTO<span class="_ _0"></span>ŚCI<span class="ff3"> </span></div></div><div class="c x8b y72 w44 h1c"><div class="t m0 x50 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x83 y72 w37 h1c"><div class="t m0 x61 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y470 w4a h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">Materi<span class="_ _0"></span>ały<span class="ff3"> </span></div></div><div class="c x8b y470 w44 h1c"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x83 y470 w37 h1c"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y471 w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">a) W<span class="_ _0"></span>artość <span class="_ _0"></span>brutto (<span class="_ _0"></span>początk<span class="_ _0"></span>owa)<span class="ff3"> </span></div></div><div class="c x8b y471 w44 h1f"><div class="t m0 x59 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 437 </div></div><div class="c x83 y471 w37 h1f"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 440<span class="_ _0"></span> </div></div><div class="c x1 y472 w4a h20"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) Warto<span class="_ _0"></span>ść o<span class="_ _0"></span>dpisu<span class="ff3"> </span></div></div><div class="c x8b y472 w44 h20"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">334<span class="ls0"> </span></div></div><div class="c x83 y472 w37 h20"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">184<span class="ls0"> </span></div></div><div class="c x1 y473 w4a h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">c) W<span class="_ _0"></span>artość n<span class="_ _0"></span>etto<span class="ff3"> </span></div></div><div class="c x8b y473 w44 h1c"><div class="t m0 x59 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">2 103 </div></div><div class="c x83 y473 w37 h1c"><div class="t m0 x7a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 256<span class="_ _0"></span> </div></div><div class="c x1 y79 w4a h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">Wyro<span class="_ _0"></span>by<span class="_ _1"></span> <span class="_ _0"></span>gotow<span class="_ _0"></span>e </div></div><div class="c x8b y79 w44 h1f"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x83 y79 w37 h1f"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y474 w4a h28"><div class="t m0 x21 h1a y41e ff5 fs4 fc0 sc0 ls0 ws0">a) W<span class="_ _0"></span>artość <span class="_ _0"></span>brutto (<span class="_ _0"></span>początk<span class="_ _0"></span>owa)<span class="ff3"> </span></div></div><div class="c x8b y474 w44 h28"><div class="t m0 x59 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">1 461 </div></div><div class="c x83 y474 w37 h28"><div class="t m0 x7a h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">1 551<span class="_ _0"></span> </div></div><div class="c x1 y475 w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) Warto<span class="_ _0"></span>ść o<span class="_ _0"></span>dpisu<span class="ff3"> </span></div></div><div class="c x8b y475 w44 h1f"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x83 y475 w37 h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">117<span class="ls0"> </span></div></div><div class="c x1 y432 w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) W<span class="_ _0"></span>artość n<span class="_ _0"></span>etto<span class="ff3"> </span></div></div><div class="c x8b y432 w44 h1f"><div class="t m0 x59 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 436 </div></div><div class="c x83 y432 w37 h1f"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 434<span class="_ _0"></span> </div></div><div class="c x1 ybe w4a h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">Należn<span class="_ _0"></span>ości z <span class="_ _0"></span>ty<span class="_ _1"></span>tułu <span class="_ _14"></span>d<span class="_ _1"></span>osta<span class="_ _0"></span>w i usłu<span class="_ _0"></span>g<span class="ff3"> </span></div></div><div class="c x8b ybe w44 h1c"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x83 ybe w37 h1c"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y476 w4a h20"><div class="t m0 x21 h1a y454 ff5 fs4 fc0 sc0 ls0 ws0">a) W<span class="_ _0"></span>artość <span class="_ _0"></span>brutto (<span class="_ _0"></span>początk<span class="_ _0"></span>owa)<span class="ff3"> </span></div></div><div class="c x8b y476 w44 h20"><div class="t m0 x59 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">5 642 </div></div><div class="c x83 y476 w37 h20"><div class="t m0 x7a h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">4 909<span class="_ _0"></span> </div></div><div class="c x1 y477 w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) Warto<span class="_ _0"></span>ść o<span class="_ _0"></span>dpisu<span class="ff3"> </span></div></div><div class="c x8b y477 w44 h1f"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x83 y477 w37 h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">811<span class="ls0"> </span></div></div><div class="c x1 y169 w4a h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">c) W<span class="_ _0"></span>artość n<span class="_ _0"></span>etto<span class="ff3"> </span></div></div><div class="c x8b y169 w44 h1c"><div class="t m0 x59 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 827 </div></div><div class="c x83 y169 w37 h1c"><div class="t m0 x7a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">4 098<span class="_ _0"></span> </div></div><div class="c x1 y478 w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Pozosta<span class="_ _0"></span>łe nale<span class="_ _0"></span>żności <span class="_ _0"></span>z tytu<span class="_ _0"></span>łu dost<span class="_ _0"></span>arczeni<span class="_ _0"></span>a wadliwe<span class="_ _0"></span>go surow<span class="_ _0"></span>ca<span class="ff3"> </span></div></div><div class="c x8b y478 w44 h1f"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x83 y478 w37 h1f"><div class="t m0 x21 h1a y428 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y479 w4a h28"><div class="t m0 x21 h1a y41e ff5 fs4 fc0 sc0 ls0 ws0">a) W<span class="_ _0"></span>artość <span class="_ _0"></span>brutto (<span class="_ _0"></span>początk<span class="_ _0"></span>owa)<span class="ff3"> </span></div></div><div class="c x8b y479 w44 h28"><div class="t m0 x1b h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x83 y479 w37 h28"><div class="t m0 x57 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">723<span class="ls0"> </span></div></div><div class="c x1 y47a w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) Warto<span class="_ _0"></span>ść o<span class="_ _0"></span>dpisu<span class="ff3"> </span></div></div><div class="c x8b y47a w44 h1f"><div class="t m0 x1b h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">815<span class="ls0"> </span></div></div><div class="c x83 y47a w37 h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">723<span class="ls0"> </span></div></div><div class="c x1 y47b w4a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) W<span class="_ _0"></span>artość n<span class="_ _0"></span>etto<span class="ff3"> </span></div></div><div class="c x8b y47b w44 h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y47b w37 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y47c w4a h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Łąc<span class="_ _0"></span>z<span class="_ _1"></span>na wa<span class="_ _0"></span>rtość<span class="_ _0"></span> odpis<span class="_ _0"></span>u z tytuł<span class="_ _0"></span>u trwa<span class="_ _0"></span>łej ut<span class="_ _0"></span>raty w<span class="_ _14"></span>artości<span class="ff3"> </span></div></div><div class="c x8b y47c w44 h1c"><div class="t m0 x2a h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">1 98<span class="_ _0"></span>9<span class="ff3"> </span></div></div><div class="c x83 y47c w37 h1c"><div class="t m0 x74 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">1 83<span class="_ _0"></span>5<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y47d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y224 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y451 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 10 </div></div><div class="c x1 y47e w4b h1f"><div class="t m0 x8c h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">10. K<span class="_ _0"></span>APIT<span class="_ _0"></span>A<span class="_ _1"></span>Ł Z<span class="_ _0"></span>AKŁ<span class="_ _0"></span>ADOWY <span class="_ _0"></span>(STRUKT<span class="_ _0"></span>URA<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x1 y18e w4c h4a"><div class="t m0 x34 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">Seria / <span class="_ _0"></span>emisj<span class="_ _0"></span>a </div></div><div class="c x8d y18e w4d h4a"><div class="t m0 x21 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">Rodz<span class="_ _0"></span>aj akcj<span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div></div><div class="c x8e y18e w4e h4a"><div class="t m0 x8 h1a y480 ff3 fs4 fc0 sc0 ls0 ws0">Rodz<span class="_ _0"></span>aj </div><div class="t m0 x44 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">uprzywil<span class="_ _0"></span>ejow<span class="_ _0"></span>a</div><div class="t m0 x6d h1a y481 ff3 fs4 fc0 sc0 ls0 ws0">nia a<span class="_ _0"></span>kcji </div></div><div class="c x8f y18e w4d h4a"><div class="t m0 x19 h1a y482 ff3 fs4 fc0 sc0 ls0 ws0">Rodz<span class="_ _0"></span>aj </div><div class="t m0 x44 h1a y1c1 ff3 fs4 fc0 sc0 ls0 ws0">ograni<span class="_ _0"></span>czeni</div><div class="t m0 x1a h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">a praw <span class="_ _0"></span>do </div><div class="t m0 x65 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">akcji<span class="_ _0"></span> </div></div><div class="c x90 y18e w4f h4a"><div class="t m0 x3d h1a y1c1 ff3 fs4 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x34 h1a y360 ff3 fs4 fc0 sc0 ls0 ws0">akcji [<span class="_ _0"></span>szt.]<span class="_ _0"></span> </div></div><div class="c x91 y18e w50 h4a"><div class="t m0 x68 h1a y483 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">toś</span><span class="_ _0"></span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span></div><div class="t m0 x82 h1a y482 ff3 fs4 fc0 sc0 ls0 ws0">serii /<span class="_ _0"></span> </div><div class="t m0 x63 h1a y1c1 ff3 fs4 fc0 sc0 ls0 ws0">emisji w<span class="_ _0"></span>g </div><div class="t m0 x13 h1a y360 ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści </div><div class="t m0 x34 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">nomin<span class="_ _0"></span>aln</div><div class="t m0 x4a h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">ej [zł]<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x92 y18e w51 h4a"><div class="t m0 x68 h1a y480 ff5 fs4 fc0 sc0 ls0 ws0">Sposó<span class="_ _0"></span>b </div><div class="t m0 x34 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">pokr<span class="_ _0"></span>ycia </div><div class="t m0 x44 h1a y481 ff5 fs4 fc0 sc0 ls0 ws0">kapita<span class="_ _0"></span>łu<span class="ff3"> </span></div></div><div class="c x93 y18e w52 h4a"><div class="t m0 x50 h1a y480 ff3 fs4 fc0 sc0 ls0 ws0">Data </div><div class="t m0 x63 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">rejestr<span class="_ _0"></span>a</div><div class="t m0 x66 h1a y481 ff3 fs4 fc0 sc0 ls0 ws0">cji </div></div><div class="c x94 y18e w53 h4a"><div class="t m0 x13 h1a y480 ff3 fs4 fc0 sc0 ls0 ws0">Prawo <span class="_ _0"></span>do </div><div class="t m0 x21 h1a y47f ff3 fs4 fc0 sc0 ls0 ws0">dywid<span class="_ _0"></span>endy<span class="fc2 sc0"> </span></div><div class="t m0 x13 h1a y481 ff3 fs4 fc0 sc0 ls0 ws0">(od d<span class="_ _0"></span>aty) </div></div><div class="c x1 y484 w4c h4b"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">Seria A<span class="_ _0"></span> </div></div><div class="c x8d y484 w4d h4b"><div class="t m0 x4a h1a y35d ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">i</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nn</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></div><div class="t m0 x34 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">uprzywil<span class="_ _0"></span>ejo</div><div class="t m0 x6d h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">wane<span class="_ _0"></span> </div></div><div class="c x8e y484 w4e h4b"><div class="t m0 x44 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">uprzywil<span class="_ _0"></span>ejow<span class="_ _0"></span>a</div><div class="t m0 x34 h1a y1d8 ff5 fs4 fc0 sc0 ls0 ws0">ne co <span class="_ _0"></span>do gło<span class="_ _0"></span>su<span class="ff3"> </span></div></div><div class="c x8f y484 w4d h4b"><div class="t m0 x65 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">brak<span class="_ _0"></span> </div></div><div class="c x90 y484 w4f h4b"><div class="t m0 x44 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">2 100 <span class="_ _0"></span>000<span class="_ _0"></span> </div></div><div class="c x91 y484 w50 h4b"><div class="t m0 x13 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">420 00<span class="_ _0"></span>0 </div></div><div class="c x92 y484 w51 h4b"><div class="t m0 x63 h1a y369 ff5 fs4 fc0 sc0 ls0 ws0">opłaco<span class="_ _0"></span>ny </div><div class="t m0 x63 h1a y1d8 ff5 fs4 fc0 sc0 ls0 ws0">w całoś<span class="_ _0"></span>c<span class="fc2 sc0">i</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x93 y484 w52 h4b"><div class="t m0 x63 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">22.09.<span class="_ _0"></span>1</div><div class="t m0 x82 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">998<span class="ls0"> </span></div></div><div class="c x94 y484 w53 h4b"><div class="t m0 x34 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">21.07.<span class="_ _0"></span>199</div><div class="t m0 x6e h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y485 w4c h1e"><div class="t m0 x21 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">Seria B<span class="_ _0"></span> </div></div><div class="c x8d y485 w4d h1e"><div class="t m0 x68 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">zwy</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">okaziciel<span class="_ _0"></span>a </div></div><div class="c x8e y485 w4e h1e"><div class="t m0 x47 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">brak<span class="_ _0"></span> </div></div><div class="c x8f y485 w4d h1e"><div class="t m0 x65 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">brak<span class="_ _0"></span> </div></div><div class="c x90 y485 w4f h1e"><div class="t m0 x6a h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">400 00<span class="_ _0"></span>0 </div></div><div class="c x91 y485 w50 h1e"><div class="t m0 x6a h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">80 000<span class="_ _14"></span> </div></div><div class="c x92 y485 w51 h1e"><div class="t m0 x63 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">op</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span></div><div class="t m0 x63 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">w całoś<span class="_ _0"></span>c<span class="fc2 sc0">i</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x93 y485 w52 h1e"><div class="t m0 x63 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">9</span><span class="fc2 sc0">.</span><span class="_ _0"></span><span class="fc2 sc0">1</span></div><div class="t m0 x82 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">998<span class="ls0"> </span></div></div><div class="c x94 y485 w53 h1e"><div class="t m0 x34 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">7</span><span class="fc2 sc0">.</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="fc2 sc0">9</span><span class="fc2 sc0">9</span></div><div class="t m0 x6e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y486 w4c h1d"><div class="t m0 x21 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Seria <span class="_ _0"></span>C </div></div><div class="c x8d y486 w4d h1d"><div class="t m0 x68 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">zwy</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">okaziciel<span class="_ _0"></span>a </div></div><div class="c x8e y486 w4e h1d"><div class="t m0 x47 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">brak<span class="_ _0"></span> </div></div><div class="c x8f y486 w4d h1d"><div class="t m0 x65 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">brak<span class="_ _0"></span> </div></div><div class="c x90 y486 w4f h1d"><div class="t m0 x6a h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">200 00<span class="_ _0"></span>0 </div></div><div class="c x91 y486 w50 h1d"><div class="t m0 x6a h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">40 000<span class="_ _14"></span> </div></div><div class="c x92 y486 w51 h1d"><div class="t m0 x63 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">op</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span></div><div class="t m0 x63 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">w całoś<span class="_ _0"></span>c<span class="fc2 sc0">i</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x93 y486 w52 h1d"><div class="t m0 x63 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">0</span><span class="fc2 sc0">1</span><span class="fc2 sc0">.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="_ _0"></span><span class="fc2 sc0">2</span></div><div class="t m0 x82 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">011<span class="ls0"> </span></div></div><div class="c x94 y486 w53 h1d"><div class="t m0 x34 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">7</span><span class="fc2 sc0">.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">6</span><span class="fc2 sc0">.</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1</span></div><div class="t m0 x6e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y487 w4c h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">L</span><span class="fc2 sc0">ic</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">c</span><span class="fc2 sc0">j</span><span class="fc2 sc0">i </span></div><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8d y487 w4d h1d"><div class="t m0 x7d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y487 w4e h1d"><div class="t m0 x78 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8f y487 w4d h1d"><div class="t m0 x7d h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y487 w4f h1d"><div class="t m0 x21 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">2 70<span class="_ _0"></span>0 <span class="fc2 sc0">00</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x91 y487 w50 h1d"><div class="t m0 x60 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y487 w51 h1d"><div class="t m0 x8 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x93 y487 w52 h1d"><div class="t m0 x62 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x94 y487 w53 h1d"><div class="t m0 x2a h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y488 w4c h4c"><div class="t m0 x21 h1a y489 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">it</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y250 ff4 fs4 fc0 sc0 ls0 ws0">zakła<span class="_ _0"></span>dowy<span class="_ _0"></span>, </div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x8d y488 w4d h4c"><div class="t m0 x7d h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8e y488 w4e h4c"><div class="t m0 x78 h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8f y488 w4d h4c"><div class="t m0 x7d h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y488 w4f h4c"><div class="t m0 x59 h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y488 w50 h4c"><div class="t m0 x44 h1a y250 ff2 fs4 fc0 sc0 ls0 ws0">540 <span class="_ _0"></span>000<span class="ff3"> </span></div></div><div class="c x92 y488 w51 h4c"><div class="t m0 x8 h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x93 y488 w52 h4c"><div class="t m0 x62 h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x94 y488 w53 h4c"><div class="t m0 x2a h1a y250 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x40 y19 w54 h40" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">44<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y94 w4c h44"><div class="t m0 x21 h1a y35c ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">a</span><span class="fc2 sc0">rt</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y35d ff2 fs4 fc0 sc0 ls0 ws0">nominal<span class="_ _0"></span>na </div><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">jednej a<span class="_ _0"></span>kcji </div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">= 0,20 <span class="_ _0"></span>zł<span class="ff3"> </span></div></div><div class="c x8d y94 w4d h44"><div class="t m0 x59 h1a y369 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> </span></div></div><div class="c x8e y94 w4e h44"><div class="t m0 x78 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8f y94 w4d h44"><div class="t m0 x7d h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x90 y94 w4f h44"><div class="t m0 x59 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x91 y94 w50 h44"><div class="t m0 x60 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y94 w51 h44"><div class="t m0 x8 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x93 y94 w52 h44"><div class="t m0 x62 h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x94 y94 w53 h44"><div class="t m0 x2a h1a y369 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y48a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y231 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y48b ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 11<span class="ff2 fs6"> </span></div></div><div class="c x1 y48c w55 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">11. K<span class="_ _0"></span>APIT<span class="_ _0"></span>A<span class="_ _1"></span>Ł Z<span class="_ _0"></span>APASOW<span class="_ _0"></span>Y<span class="ff3"> </span></div></div><div class="c x95 y48c w56 h1f"><div class="t m0 x3d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x96 y48c w57 h1f"><div class="t m0 x6d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y48d w55 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">a) ze <span class="_ _0"></span>sprzeda<span class="_ _0"></span>ży akcji<span class="_ _0"></span> pow<span class="_ _0"></span>yżej ich w<span class="_ _0"></span>artości<span class="_ _0"></span> nomin<span class="_ _0"></span>alnej<span class="ff3"> </span></div></div><div class="c x95 y48d w56 h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 036 </div></div><div class="c x96 y48d w57 h1f"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">4 036<span class="_ _0"></span> </div></div><div class="c x1 y48e w55 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">b) utwor<span class="_ _0"></span>zony u<span class="_ _0"></span>stawow<span class="_ _0"></span>o </div></div><div class="c x95 y48e w56 h1c"><div class="t m0 x7a h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">167<span class="ls0"> </span></div></div><div class="c x96 y48e w57 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">167<span class="ls0"> </span></div></div><div class="c x1 y48f w55 h30"><div class="t m0 x21 h1a y339 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">utwo</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">zon</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">ta</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ute</span><span class="fc2 sc0">m </span><span class="_ _0"></span><span class="fc2 sc0">/</span><span class="fc2 sc0"> </span><span class="fc2 sc0">um</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">na</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">m</span><span class="fc2 sc0">a</span><span class="fc2 sc0">g</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">us</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">w</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">(minimal<span class="_ _0"></span>ną) wart<span class="_ _0"></span>ość<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x95 y48f w56 h30"><div class="t m0 x79 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y48f w57 h30"><div class="t m0 x2c h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y490 w55 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">d) z do<span class="_ _0"></span>płat a<span class="_ _0"></span>kcjonari<span class="_ _0"></span>uszy / w<span class="_ _0"></span>spólni<span class="_ _0"></span>k<span class="_ _1"></span>ó<span class="_ _0"></span>w<span class="ff3"> </span></div></div><div class="c x95 y490 w56 h1c"><div class="t m0 x79 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y490 w57 h1c"><div class="t m0 x2c h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y11c w55 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">e) inn<span class="_ _0"></span>y (wg ro<span class="_ _0"></span>dzaju)<span class="_ _0"></span> </div></div><div class="c x95 y11c w56 h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">5 209 </div></div><div class="c x96 y11c w57 h1f"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">5 209<span class="_ _0"></span> </div></div><div class="c x1 y491 w55 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z l<span class="_ _0"></span>ikwidacji śro<span class="_ _0"></span>dków tr<span class="_ _0"></span>wały<span class="_ _0"></span>ch<span class="ff3"> </span></span></div></div><div class="c x95 y491 w56 h1c"><div class="t m0 x79 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y491 w57 h1c"><div class="t m0 x2c h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 ya w55 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z pod<span class="_ _0"></span>ziału wy<span class="_ _0"></span>niku f<span class="_ _0"></span>inansow<span class="_ _0"></span>ego<span class="ff3"> </span></span></div></div><div class="c x95 ya w56 h20"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">5 209 </div></div><div class="c x96 ya w57 h20"><div class="t m0 x7a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">5 209<span class="_ _0"></span> </div></div><div class="c x1 y492 w55 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Kapitał<span class="_ _0"></span> zapa<span class="_ _0"></span>sowy<span class="_ _0"></span>, razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x95 y492 w56 h1f"><div class="t m0 x7d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">9 41<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x96 y492 w57 h1f"><div class="t m0 x4e h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">9 41<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y493 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 ya1 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 12<span class="ff2 fs6"> </span></div></div><div class="c x1 y19b w58 h28"><div class="t m0 x21 h2d y27c ff4 fs5 fc0 sc0 ls0 ws0">12. KAP<span class="_ _0"></span>ITAŁ Z <span class="_ _0"></span>AKTUALIZACJI <span class="_ _0"></span>WYCE<span class="_ _0"></span>NY<span class="ff3"> </span></div></div><div class="c x1d y19b w36 h28"><div class="t m0 x6a h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x97 y19b w40 h28"><div class="t m0 x82 h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y14c w58 h1c"><div class="t m0 x21 h2d y1c8 ff5 fs5 fc0 sc0 ls0 ws0">a) z tytuł<span class="_ _0"></span>u aktual<span class="_ _0"></span>i<span class="_ _1"></span>zacji wa<span class="_ _0"></span>rtości go<span class="_ _0"></span>dzi<span class="_ _1"></span>wej<span class="ff3"> </span></div></div><div class="c x1d y14c w36 h1c"><div class="t m0 x75 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x97 y14c w40 h1c"><div class="t m0 x26 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y494 w58 h59"><div class="t m0 x21 h2d y495 ff5 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">) </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">u</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">u</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">sk</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">/</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ra</span><span class="fc2 sc0">t</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">ce</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">st</span><span class="fc2 sc0">ru</span><span class="fc2 sc0">m</span><span class="fc2 sc0">e</span><span class="fc2 sc0">n</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ó</span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">so</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y445 ff3 fs5 fc0 sc0 ls0 ws0">tym: </div></div><div class="c x1d y494 w36 h59"><div class="t m0 x72 h2d y379 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y494 w40 h59"><div class="t m0 x54 h2d y379 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y47d w58 h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">z wycen<span class="_ _0"></span>y udziałów <span class="_ _0"></span>spółki za<span class="_ _0"></span>leżnej<span class="ff3"> </span></span></div></div><div class="c x1d y47d w36 h1c"><div class="t m0 x72 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y47d w40 h1c"><div class="t m0 x54 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y496 w58 h20"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">c) z ty<span class="_ _0"></span>t<span class="_ _1"></span>ułu poda<span class="_ _0"></span>tku odr<span class="_ _0"></span>oczoneg<span class="_ _0"></span>o<span class="ff3"> </span></div></div><div class="c x1d y496 w36 h20"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y496 w40 h20"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1d5 w58 h1f"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">d) różn<span class="_ _0"></span>i<span class="_ _1"></span>ce k<span class="_ _0"></span>ursowe z prze<span class="_ _0"></span>liczenia oddz<span class="_ _0"></span>iałów zagr<span class="_ _0"></span>anicznyc<span class="_ _0"></span>h<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x1d y1d5 w36 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y1d5 w40 h1f"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y497 w58 h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">e) inny (wg<span class="_ _0"></span> rodzaj<span class="_ _0"></span>u<span class="_ _1"></span>) </div></div><div class="c x1d y497 w36 h1c"><div class="t m0 x72 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x97 y497 w40 h1c"><div class="t m0 x54 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y498 w58 h1f"><div class="t m0 x21 h2d y27c ff4 fs5 fc0 sc0 ls0 ws0">Kapi<span class="_ _0"></span>tał z aktuali<span class="_ _0"></span>zacji wyc<span class="_ _0"></span>eny, razem<span class="ff3"> </span></div></div><div class="c x1d y498 w36 h1f"><div class="t m0 x75 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x97 y498 w40 h1f"><div class="t m0 x26 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">2 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y499 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y49a ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 13 </div></div><div class="c x1 y49b w2e h59"><div class="t m0 x21 h2d y495 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">3</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZO</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">P</span><span class="fc2 sc0">IT</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">Y </span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="fc2 sc0">ŁU</span><span class="fc2 sc0">G </span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">E</span><span class="fc2 sc0">L</span><span class="fc2 sc0">U </span></div><div class="t m0 x21 h2d y445 ff2 fs5 fc0 sc0 ls0 ws0">PRZEZN<span class="_ _0"></span>A<span class="_ _1"></span>CZ<span class="_ _0"></span>ENIA)<span class="ff3"> </span></div></div><div class="c x1d y49b w59 h59"><div class="t m0 x68 h2d y379 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x98 y49b w5a h59"><div class="t m0 x19 h2d y379 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y49c w2e h1f"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">a) utwor<span class="_ _0"></span>zone zgod<span class="_ _0"></span>nie z stat<span class="_ _0"></span>ut<span class="_ _1"></span>em/<span class="_ _0"></span>umową<span class="ff3"> </span></div></div><div class="c x1d y49c w59 h1f"><div class="t m0 x2a h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">9 580 </div></div><div class="c x98 y49c w5a h1f"><div class="t m0 x81 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">10 345<span class="_ _0"></span> </div></div><div class="c x1 y49d w2e h20"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">b) na akcj<span class="_ _0"></span>e (udz<span class="_ _0"></span>i<span class="_ _1"></span>ały) w<span class="_ _0"></span>łasne<span class="ff3"> </span></div></div><div class="c x1d y49d w59 h20"><div class="t m0 x57 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x98 y49d w5a h20"><div class="t m0 x2c h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y49e w2e h1c"><div class="t m0 x21 h2d y27c ff4 fs5 fc0 sc0 ls0 ws0">Pozostał<span class="_ _0"></span>e kapit<span class="_ _0"></span>ały rezerwo<span class="_ _0"></span>we, raz<span class="_ _0"></span>em<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x1d y49e w59 h1c"><div class="t m0 x60 h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">9 580<span class="ff3"> </span></div></div><div class="c x98 y49e w5a h1c"><div class="t m0 x7d h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">10 345<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y1de ff5 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _1b"> </span>r<span class="_ _1"></span>ezerwo<span class="_ _0"></span>w<span class="_ _1"></span>y <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>twor<span class="_ _1"></span>zony <span class="_ _1b"> </span>zgodnie<span class="_ _0"></span> <span class="_ _1b"> </span>z <span class="_ _3b"> </span>§ <span class="_ _3b"> </span>26 <span class="_ _1b"> </span>ust. <span class="_ _1b"> </span>3<span class="_ _1"></span> <span class="_ _1b"> </span>Statutu <span class="_ _3b"> </span>Spółki <span class="_ _3b"> </span>z <span class="_ _1b"> </span>zysków<span class="_ _1"></span> </div><div class="t m0 x1 h6 y49f ff5 fs0 fc0 sc0 ls0 ws0">przeznaczonych do wypłaty. Środ<span class="_ _1"></span>k<span class="_ _0"></span>i<span class="_ _1"></span> zgr<span class="_ _1"></span>oma<span class="_ _0"></span>dzone <span class="_ _1"></span>w <span class="_ _1"></span>kapitale r<span class="_ _1"></span>ezer<span class="_ _0"></span>wow<span class="_ _1"></span>y<span class="_ _0"></span>m <span class="_ _1"></span>Spółki <span class="_ _1"></span>mogą </div><div class="t m0 x1 h6 y3d0 ff5 fs0 fc0 sc0 ls0 ws0">być przeznacz<span class="_ _0"></span>a<span class="_ _1"></span>ne na wy<span class="_ _0"></span>płatę dywidendy <span class="_ _0"></span>akcjonariuszo<span class="_ _0"></span>m Spółki. <span class="_ _1"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x40 y19 w5b h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">45<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 yb4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y4a0 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 14.1<span class="ff2 fs6"> </span></div></div><div class="c x1 y470 w5c h59"><div class="t m0 x21 h2d y495 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">IS</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">Z </span><span class="fc2 sc0">ZY</span><span class="_ _0"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">U </span><span class="fc2 sc0">N</span><span class="fc2 sc0">E</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">C</span><span class="_ _0"></span><span class="fc2 sc0">IĄ</span><span class="_ _1"></span><span class="fc2 sc0">GU</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">U </span></div><div class="t m0 x21 h2d y445 ff4 fs5 fc0 sc0 ls0 ws0">OBROTOW<span class="_ _0"></span>EGO (Z <span class="_ _0"></span>TYTUŁU)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x99 y470 w44 h59"><div class="t m0 x68 h2d y379 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x7f y470 w5d h59"><div class="t m0 x19 h2d y379 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y48b w5c h20"><div class="t m0 x21 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">zaliczkowe<span class="_ _0"></span> nalicze<span class="_ _0"></span>ni<span class="_ _1"></span>e dyw<span class="_ _0"></span>idendy za<span class="_ _0"></span> rok bieżąc<span class="_ _0"></span>y<span class="_ _1"></span><span class="ff3"> </span></span></div></div><div class="c x99 y48b w44 h20"><div class="t m0 x28 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x7f y48b w5d h20"><div class="t m0 x2c h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y344 w5c h1c"><div class="t m0 x21 h2d y1c8 ff4 fs5 fc0 sc0 ls0 ws0">Odpisy<span class="_ _0"></span> z zysku netto <span class="_ _0"></span>w ciąg<span class="_ _0"></span>u roku ob<span class="_ _0"></span>rotow<span class="_ _0"></span>ego, razem<span class="ff3"> </span></div></div><div class="c x99 y344 w44 h1c"><div class="t m0 x28 h2d y1c8 ff2 fs5 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x7f y344 w5d h1c"><div class="t m0 x56 h2d y1c8 ff2 fs5 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y4a2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y4a3 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 14.2 </div></div><div class="c x1 y4a4 w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">14.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">EZ</span><span class="fc2 sc0">E</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">TY</span><span class="fc2 sc0">TU</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">R</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">C</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">O</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">EG</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">PO<span class="_ _0"></span>D<span class="_ _1"></span>ATK<span class="_ _0"></span>U DO<span class="_ _0"></span>CHODO<span class="_ _0"></span>WEGO<span class="ff3"> </span></div></div><div class="c x7b y4a4 w5e h1d"><div class="t m0 x66 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9a y4a4 w5f h1d"><div class="t m0 x4a h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y17d w35 h30"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">n </span><span class="fc2 sc0">re</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">roc</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">d</span><span class="fc2 sc0">oc</span><span class="_ _0"></span><span class="fc2 sc0">ho</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">począ<span class="_ _0"></span>tek o<span class="_ _0"></span>kresu, w t<span class="_ _0"></span>ym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y17d w5e h30"><div class="t m0 x78 h1a y1d8 ff2 fs4 fc0 sc0 ls9 ws0">909<span class="ff3 ls0"> </span></div></div><div class="c x9a y17d w5f h30"><div class="t m0 x87 h1a y1d8 ff2 fs4 fc0 sc0 ls9 ws0">838<span class="ff3 ls0"> </span></div></div><div class="c x1 y349 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">a) odni<span class="_ _0"></span>esionej n<span class="_ _0"></span>a w<span class="_ _0"></span>ynik fi<span class="_ _0"></span>nansow<span class="_ _0"></span>y </div></div><div class="c x7b y349 w5e h1c"><div class="t m0 x78 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">909<span class="ff3 ls0"> </span></div></div><div class="c x9a y349 w5f h1c"><div class="t m0 x74 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">838<span class="ls0"> </span></div></div><div class="c x1 y4a5 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>kursow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b y4a5 w5e h1f"><div class="t m0 x29 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9a y4a5 w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4a6 w35 h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ca sta<span class="_ _0"></span>wek amort<span class="_ _0"></span>yzac<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _0"></span>nych, l<span class="_ _0"></span>easing<span class="ff3"> </span></span></div></div><div class="c x7b y4a6 w5e h28"><div class="t m0 x78 h1a y42f ff2 fs4 fc0 sc0 ls9 ws0">903<span class="ff3 ls0"> </span></div></div><div class="c x9a y4a6 w5f h28"><div class="t m0 x74 h1a y42f ff3 fs4 fc0 sc0 ls8 ws0">832<span class="ls0"> </span></div></div><div class="c x1 y308 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- dota<span class="_ _0"></span>cje, subw<span class="_ _0"></span>encj<span class="_ _0"></span>e </div></div><div class="c x7b y308 w5e h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y308 w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y2c5 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>tytuły<span class="ff3"> </span></span></div></div><div class="c x7b y2c5 w5e h1f"><div class="t m0 x26 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">6<span class="ff3"> </span></div></div><div class="c x9a y2c5 w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y4a7 w35 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">b) od<span class="_ _0"></span>niesionej <span class="_ _0"></span>na <span class="_ _0"></span>k<span class="_ _1"></span>apita<span class="_ _0"></span>ł własn<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x7b y4a7 w5e h1c"><div class="t m0 x29 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9a y4a7 w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4a8 w35 h20"><div class="t m0 x21 h1a y20f ff5 fs4 fc0 sc0 ls0 ws0">c) odni<span class="_ _0"></span>esionej n<span class="_ _0"></span>a war<span class="_ _0"></span>tość f<span class="_ _0"></span>irmy lub <span class="_ _0"></span>ujem<span class="_ _0"></span>ną warto<span class="_ _0"></span>ść firmy<span class="ff3"> </span></div></div><div class="c x7b y4a8 w5e h20"><div class="t m0 x21 h1a y4a9 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y4a8 w5f h20"><div class="t m0 x75 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y2ee w35 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">2. Zwi<span class="_ _0"></span>ększenia<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y2ee w5e h1f"><div class="t m0 x72 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">26<span class="ff3 ls0"> </span></div></div><div class="c x9a y2ee w5f h1f"><div class="t m0 x87 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">486<span class="ff3 ls0"> </span></div></div><div class="c x1 y4aa w35 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="fc2 sc0">tni</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">r</span><span class="fc2 sc0">ó</span><span class="_ _0"></span><span class="fc2 sc0">żni</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowych (<span class="_ _0"></span>z tytuł<span class="_ _0"></span>u)<span class="ff3"> </span></div></div><div class="c x7b y4aa w5e h1d"><div class="t m0 x72 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">26<span class="ls0"> </span></div></div><div class="c x9a y4aa w5f h1d"><div class="t m0 x74 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">486<span class="ls0"> </span></div></div><div class="c x1 y4ab w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>kursow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b y4ab w5e h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">0 </div></div><div class="c x9a y4ab w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y16f w35 h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ca sta<span class="_ _0"></span>wek amort<span class="_ _0"></span>yzac<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _0"></span>nych, l<span class="_ _0"></span>easing<span class="ff3"> </span></span></div></div><div class="c x7b y16f w5e h20"><div class="t m0 x72 h1a y20f ff3 fs4 fc0 sc0 ls8 ws0">26<span class="ls0"> </span></div></div><div class="c x9a y16f w5f h20"><div class="t m0 x74 h1a y20f ff3 fs4 fc0 sc0 ls8 ws0">486<span class="ls0"> </span></div></div><div class="c x1 y438 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>tytuły<span class="ff3"> </span></span></div></div><div class="c x7b y438 w5e h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">0 </div></div><div class="c x9a y438 w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y129 w35 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x7b y129 w5e h1d"><div class="t m0 x29 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y129 w5f h1d"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ac w35 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="_ _0"></span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">u</span><span class="fc2 sc0">b</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">dodat<span class="_ _0"></span>nimi różni<span class="_ _0"></span>cami pr<span class="_ _0"></span>zejścio<span class="_ _0"></span>wymi (<span class="_ _0"></span>z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x7b y4ac w5e h1d"><div class="t m0 x29 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4ac w5f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y413 w35 h20"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">3. Zm<span class="_ _0"></span>niejsze<span class="_ _0"></span>nia<span class="ff3"> </span></div></div><div class="c x7b y413 w5e h20"><div class="t m0 x26 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">6<span class="ff3"> </span></div></div><div class="c x9a y413 w5f h20"><div class="t m0 x87 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">415<span class="ff3 ls0"> </span></div></div><div class="c x1 y205 w35 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">a</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">u </span><span class="fc2 sc0">w </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="fc2 sc0">tni</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">różnica<span class="_ _0"></span>mi przej<span class="_ _0"></span>ściow<span class="_ _0"></span>ymi (z ty<span class="_ _0"></span>tułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x7b y205 w5e h1d"><div class="t m0 x29 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y205 w5f h1d"><div class="t m0 x74 h1a y1d8 ff3 fs4 fc0 sc0 ls8 ws0">415<span class="ls0"> </span></div></div><div class="c x1 y49b w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>kursow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b y49b w5e h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y49b w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ad w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ca sta<span class="_ _0"></span>wek amort<span class="_ _0"></span>yzac<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _0"></span>nych, l<span class="_ _0"></span>easing<span class="ff3"> </span></span></div></div><div class="c x7b y4ad w5e h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4ad w5f h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">415<span class="ls0"> </span></div></div><div class="c x1 y416 w35 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- dota<span class="_ _0"></span>cje, subw<span class="_ _0"></span>encj<span class="_ _0"></span>e </div></div><div class="c x7b y416 w5e h20"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y416 w5f h20"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ae w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>tytuły<span class="ff3"> </span></span></div></div><div class="c x7b y4ae w5e h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x9a y4ae w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4af w35 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">óżni</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">mi</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">przejś<span class="_ _0"></span>ciowymi <span class="_ _0"></span>(z tytu<span class="_ _0"></span>łu)<span class="ff3"> </span></div></div><div class="c x7b y4af w5e h1d"><div class="t m0 x29 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4af w5f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y33e w35 h30"><div class="t m0 x21 h1a y4b0 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">c</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="_ _0"></span><span class="fc2 sc0">toś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">u</span><span class="fc2 sc0">b</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">uj</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ną </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">r</span><span class="fc2 sc0">my</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">z </span></div><div class="t m0 x21 h1a y4b1 ff5 fs4 fc0 sc0 ls0 ws0">dodat<span class="_ _0"></span>nimi różni<span class="_ _0"></span>cami pr<span class="_ _0"></span>zejścio<span class="_ _0"></span>wymi<span class="ff3"> </span></div></div><div class="c x7b y33e w5e h30"><div class="t m0 x29 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y33e w5f h30"><div class="t m0 x75 h1a y252 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x40 y19 w31 h53" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">46<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y22f w35 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">4.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">n </span><span class="fc2 sc0">re</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">roc</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="fc2 sc0">d</span><span class="fc2 sc0">oc</span><span class="_ _0"></span><span class="fc2 sc0">ho</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">koniec<span class="_ _0"></span> okre<span class="_ _0"></span>s<span class="_ _1"></span>u, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x7b y22f w5e h1d"><div class="t m0 x78 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">929<span class="ff3 ls0"> </span></div></div><div class="c x9a y22f w5f h1d"><div class="t m0 x87 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0">909<span class="ff3 ls0"> </span></div></div><div class="c x1 y4b2 w35 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">a) odni<span class="_ _0"></span>esionej n<span class="_ _0"></span>a w<span class="_ _0"></span>ynik fi<span class="_ _0"></span>nansow<span class="_ _0"></span>y </div></div><div class="c x7b y4b2 w5e h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">929<span class="ls0"> </span></div></div><div class="c x9a y4b2 w5f h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">909<span class="ls0"> </span></div></div><div class="c x1 y4b3 w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>kursow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x7b y4b3 w5e h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4b3 w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y343 w35 h20"><div class="t m0 x21 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ca sta<span class="_ _0"></span>wek amort<span class="_ _0"></span>yzac<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _0"></span>nych, l<span class="_ _0"></span>easing<span class="ff3"> </span></span></div></div><div class="c x7b y343 w5e h20"><div class="t m0 x28 h1a y454 ff3 fs4 fc0 sc0 ls8 ws0">929<span class="ls0"> </span></div></div><div class="c x9a y343 w5f h20"><div class="t m0 x74 h1a y454 ff3 fs4 fc0 sc0 ls8 ws0">903<span class="ls0"> </span></div></div><div class="c x1 y41c w35 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>tytuły<span class="ff3"> </span></span></div></div><div class="c x7b y41c w5e h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y41c w5f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y41d w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) od<span class="_ _0"></span>niesione n<span class="_ _0"></span>a <span class="_ _0"></span>k<span class="_ _1"></span>apitał <span class="_ _0"></span>własn<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x7b y41d w5e h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y41d w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y322 w35 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) odni<span class="_ _0"></span>esione n<span class="_ _0"></span>a war<span class="_ _0"></span>tość fi<span class="_ _0"></span>rmy lub <span class="_ _0"></span>ujemną <span class="_ _0"></span>warto<span class="_ _0"></span>ść firmy<span class="ff3"> </span></div></div><div class="c x7b y322 w5e h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y322 w5f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y448 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y4b4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 14.3 <span class="ff2 fs6"> </span></div></div><div class="c x1 y4b5 w58 h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">14.</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">ER</span><span class="fc2 sc0">MI</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">EJ </span><span class="fc2 sc0">R</span><span class="fc2 sc0">EZ</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">Y </span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">ŚWIA<span class="_ _0"></span>DCZENI<span class="_ _0"></span>A EM<span class="_ _0"></span>ERYTAL<span class="_ _0"></span>NE I PO<span class="_ _0"></span>DOBN<span class="_ _0"></span>E (W<span class="_ _0"></span>G TYTUŁÓ<span class="_ _0"></span>W)<span class="ff3"> </span></div></div><div class="c x1d y4b5 w60 h25"><div class="t m0 x19 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9b y4b5 w2b h25"><div class="t m0 x5f h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y4b6 w58 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">a) sta<span class="_ _0"></span>n na poc<span class="_ _0"></span>ząte<span class="_ _0"></span>k okre<span class="_ _0"></span>su<span class="ff3"> </span></div></div><div class="c x1d y4b6 w60 h1f"><div class="t m0 x57 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">48<span class="ff3 ls0"> </span></div></div><div class="c x9b y4b6 w2b h1f"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">34<span class="ff3 ls0"> </span></div></div><div class="c x1 y420 w58 h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x1d y420 w60 h28"><div class="t m0 x26 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y420 w2b h28"><div class="t m0 x22 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4b7 w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x1d y4b7 w60 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">44<span class="ls0"> </span></div></div><div class="c x9b y4b7 w2b h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">34<span class="ls0"> </span></div></div><div class="c x1 y4b8 w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x1d y4b8 w60 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4b8 w2b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y184 w58 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">b) zw<span class="_ _0"></span>iększen<span class="_ _0"></span>ia (z t<span class="_ _0"></span>ytułu<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x1d y184 w60 h1c"><div class="t m0 x57 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">15<span class="ff3 ls0"> </span></div></div><div class="c x9b y184 w2b h1c"><div class="t m0 x28 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">20<span class="ff3 ls0"> </span></div></div><div class="c x1 y4b9 w58 h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x1d y4b9 w60 h20"><div class="t m0 x26 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4b9 w2b h20"><div class="t m0 x22 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ba w58 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x1d y4ba w60 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c x9b y4ba w2b h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y2b1 w58 h1f"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x1d y2b1 w60 h1f"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y2b1 w2b h1f"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4bb w58 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">c) w<span class="_ _0"></span>ykorzy<span class="_ _0"></span>s<span class="_ _1"></span>tani<span class="_ _0"></span>e (z t<span class="_ _0"></span>ytułu<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x1d y4bb w60 h1f"><div class="t m0 x26 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9b y4bb w2b h1f"><div class="t m0 x22 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y4bc w58 h28"><div class="t m0 x21 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x1d y4bc w60 h28"><div class="t m0 x26 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4bc w2b h28"><div class="t m0 x22 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4bd w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x1d y4bd w60 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4bd w2b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y47e w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x1d y47e w60 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y47e w2b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4be w58 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">d) ro<span class="_ _0"></span>związanie<span class="_ _0"></span> (z t<span class="_ _0"></span>ytułu)<span class="ff3"> </span></div></div><div class="c x1d y4be w60 h1c"><div class="t m0 x57 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">19<span class="ff3 ls0"> </span></div></div><div class="c x9b y4be w2b h1c"><div class="t m0 x72 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">6<span class="ff3"> </span></div></div><div class="c x1 y4bf w58 h20"><div class="t m0 x21 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x1d y4bf w60 h20"><div class="t m0 x26 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4bf w2b h20"><div class="t m0 x22 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4c0 w58 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x1d y4c0 w60 h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x9b y4c0 w2b h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y4c1 w58 h1f"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x1d y4c1 w60 h1f"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y4c1 w2b h1f"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4c2 w58 h1f"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">e) sta<span class="_ _0"></span>n na k<span class="_ _0"></span>oniec <span class="_ _0"></span>okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1d y4c2 w60 h1f"><div class="t m0 x57 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">44<span class="ff3 ls0"> </span></div></div><div class="c x9b y4c2 w2b h1f"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">48<span class="ff3 ls0"> </span></div></div><div class="c x1 y207 w58 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x1d y207 w60 h28"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y207 w2b h28"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4c3 w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x1d y4c3 w60 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">44<span class="ls0"> </span></div></div><div class="c x9b y4c3 w2b h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y111 w58 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span> </div></div><div class="c x1d y111 w60 h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9b y111 w2b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 yb2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y4c4 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x40 y19 w61 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">47<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 14.4<span class="ff2 fs6"> </span></div></div><div class="c x1 y4c5 w62 h5a"><div class="t m0 x21 h2d y4c6 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">M</span><span class="fc2 sc0">IA</span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U </span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y </span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y445 ff4 fs5 fc0 sc0 ls0 ws0">ŚWIADC<span class="_ _0"></span>ZENIA E<span class="_ _0"></span>MERYTALN<span class="_ _0"></span>E I POD<span class="_ _0"></span>OBNE (W<span class="_ _0"></span>G TYTUŁÓW<span class="_ _0"></span>)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x9c y4c5 w63 h5a"><div class="t m0 x82 h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x5e y4c5 w64 h5a"><div class="t m0 x6a h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y4c8 w62 h1c"><div class="t m0 x21 h2d y1c8 ff4 fs5 fc0 sc0 ls0 ws0">a) stan na p<span class="_ _0"></span>ocząt<span class="_ _0"></span>ek okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9c y4c8 w63 h1c"><div class="t m0 x57 h2d y1c8 ff2 fs5 fc0 sc0 ls19 ws0">33<span class="ff3 ls0"> </span></div></div><div class="c x5e y4c8 w64 h1c"><div class="t m0 x6f h2d y1c8 ff2 fs5 fc0 sc0 ls19 ws0">17<span class="ff3 ls0"> </span></div></div><div class="c x1 y4c9 w62 h20"><div class="t m0 x21 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na nagr<span class="_ _0"></span>o<span class="_ _1"></span>dy j<span class="_ _0"></span>u<span class="_ _1"></span>b<span class="_ _0"></span>i<span class="_ _1"></span>leuszowe </div></div><div class="c x9c y4c9 w63 h20"><div class="t m0 x54 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4c9 w64 h20"><div class="t m0 x72 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ca w62 h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na odpra<span class="_ _0"></span>wy emer<span class="_ _0"></span>yt<span class="_ _1"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>ne </div></div><div class="c x9c y4ca w63 h1c"><div class="t m0 x54 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4ca w64 h1c"><div class="t m0 x72 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4cb w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na niewy<span class="_ _0"></span>korzystan<span class="_ _0"></span>e urlopy </div></div><div class="c x9c y4cb w63 h1f"><div class="t m0 x75 h2d y27c ff3 fs5 fc0 sc0 ls1a ws0">33<span class="ls0"> </span></div></div><div class="c x5e y4cb w64 h1f"><div class="t m0 x78 h2d y27c ff3 fs5 fc0 sc0 ls1a ws0">17<span class="ls0"> </span></div></div><div class="c x1 y4cc w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na prem<span class="_ _0"></span>i<span class="_ _1"></span>e i<span class="_ _0"></span> n<span class="_ _1"></span>agr<span class="_ _0"></span>o<span class="_ _1"></span>dy<span class="_ _0"></span> </div></div><div class="c x9c y4cc w63 h1f"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4cc w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4cd w62 h28"><div class="t m0 x21 h2d y20f ff4 fs5 fc0 sc0 ls0 ws0">b) zwi<span class="_ _0"></span>ększenia (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9c y4cd w63 h28"><div class="t m0 x78 h2d y20f ff3 fs5 fc0 sc0 ls0 ws0">335<span class="_ _0"></span> </div></div><div class="c x5e y4cd w64 h28"><div class="t m0 x1b h2d y20f ff2 fs5 fc0 sc0 ls19 ws0">185<span class="ff3 ls0"> </span></div></div><div class="c x1 y4ce w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na nagr<span class="_ _0"></span>o<span class="_ _1"></span>dy j<span class="_ _0"></span>u<span class="_ _1"></span>b<span class="_ _0"></span>i<span class="_ _1"></span>leuszowe </div></div><div class="c x9c y4ce w63 h1f"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4ce w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4cf w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na odpra<span class="_ _0"></span>wy emer<span class="_ _0"></span>yt<span class="_ _1"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>ne </div></div><div class="c x9c y4cf w63 h1f"><div class="t m0 x75 h2d y27c ff3 fs5 fc0 sc0 ls1a ws0">19<span class="ls0"> </span></div></div><div class="c x5e y4cf w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d0 w62 h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na niewy<span class="_ _0"></span>korzystan<span class="_ _0"></span>e urlopy </div></div><div class="c x9c y4d0 w63 h1c"><div class="t m0 x78 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">205<span class="_ _0"></span> </div></div><div class="c x5e y4d0 w64 h1c"><div class="t m0 x74 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">185<span class="_ _0"></span> </div></div><div class="c x1 y4d1 w62 h20"><div class="t m0 x21 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na prem<span class="_ _0"></span>i<span class="_ _1"></span>e i<span class="_ _0"></span> n<span class="_ _1"></span>agr<span class="_ _0"></span>o<span class="_ _1"></span>dy<span class="_ _0"></span> </div></div><div class="c x9c y4d1 w63 h20"><div class="t m0 x78 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">111<span class="_ _0"></span> </div></div><div class="c x5e y4d1 w64 h20"><div class="t m0 x72 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d2 w62 h1c"><div class="t m0 x21 h2d y1c8 ff4 fs5 fc0 sc0 ls0 ws0">c) wykor<span class="_ _0"></span>zystanie (<span class="_ _0"></span>z tytułu<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x9c y4d2 w63 h1c"><div class="t m0 x28 h24 y1c4 ff7 fs5 fc0 sc0 ls16 ws0">159<span class="_ _1"></span><span class="ffc ls0"> </span></div></div><div class="c x5e y4d2 w64 h1c"><div class="t m0 x4e h24 y1c4 ffa fs5 fc0 sc0 ls16 ws0">169<span class="ffc ls0"> </span></div></div><div class="c x1 y4d3 w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na nagr<span class="_ _0"></span>o<span class="_ _1"></span>dy j<span class="_ _0"></span>u<span class="_ _1"></span>b<span class="_ _0"></span>i<span class="_ _1"></span>leuszowe </div></div><div class="c x9c y4d3 w63 h1f"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4d3 w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d4 w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na odpra<span class="_ _0"></span>wy emer<span class="_ _0"></span>yt<span class="_ _1"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>ne </div></div><div class="c x9c y4d4 w63 h1f"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4d4 w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y374 w62 h28"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na niewy<span class="_ _0"></span>korzystan<span class="_ _0"></span>e urlopy </div></div><div class="c x9c y374 w63 h28"><div class="t m0 x28 h24 y1c4 ff7 fs5 fc0 sc0 ls16 ws0">121<span class="_ _1"></span><span class="ffc ls0"> </span></div></div><div class="c x5e y374 w64 h28"><div class="t m0 x4e h24 y1c4 ff7 fs5 fc0 sc0 ls16 ws0">169<span class="ffc ls0"> </span></div></div><div class="c x1 y4d5 w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na prem<span class="_ _0"></span>i<span class="_ _1"></span>e i<span class="_ _0"></span> n<span class="_ _1"></span>agr<span class="_ _0"></span>o<span class="_ _1"></span>dy<span class="_ _0"></span> </div></div><div class="c x9c y4d5 w63 h1f"><div class="t m0 x75 h2d y27c ff3 fs5 fc0 sc0 ls1a ws0">38<span class="ls0"> </span></div></div><div class="c x5e y4d5 w64 h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y124 w62 h1f"><div class="t m0 x21 h2d y27c ff4 fs5 fc0 sc0 ls0 ws0">d) rozwiąz<span class="_ _0"></span>anie (z <span class="_ _0"></span>tytułu)<span class="ff3"> </span></div></div><div class="c x9c y124 w63 h1f"><div class="t m0 x29 h24 y1c8 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x5e y124 w64 h1f"><div class="t m0 x22 h24 y1c8 ffa fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x1 y2d w62 h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na nagr<span class="_ _0"></span>o<span class="_ _1"></span>dy j<span class="_ _0"></span>u<span class="_ _1"></span>b<span class="_ _0"></span>i<span class="_ _1"></span>leuszowe </div></div><div class="c x9c y2d w63 h1c"><div class="t m0 x54 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y2d w64 h1c"><div class="t m0 x72 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d6 w62 h20"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na odpra<span class="_ _0"></span>wy emer<span class="_ _0"></span>yt<span class="_ _1"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>ne </div></div><div class="c x9c y4d6 w63 h20"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4d6 w64 h20"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3b1 w62 h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na niewy<span class="_ _0"></span>korzystan<span class="_ _0"></span>e urlopy </div></div><div class="c x9c y3b1 w63 h1f"><div class="t m0 x29 h24 y1c8 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x5e y3b1 w64 h1f"><div class="t m0 x22 h24 y1c8 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x1 y49 w62 h1c"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na prem<span class="_ _0"></span>i<span class="_ _1"></span>e i<span class="_ _0"></span> n<span class="_ _1"></span>agr<span class="_ _0"></span>o<span class="_ _1"></span>dy<span class="_ _0"></span> </div></div><div class="c x9c y49 w63 h1c"><div class="t m0 x54 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y49 w64 h1c"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d7 w62 h1f"><div class="t m0 x21 h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">e) stan n<span class="_ _0"></span>a konie<span class="_ _0"></span>c okresu<span class="ff3"> </span></div></div><div class="c x9c y4d7 w63 h1f"><div class="t m0 x7a h2d y27c ff2 fs5 fc0 sc0 ls19 ws0">209<span class="ff3 ls0"> </span></div></div><div class="c x5e y4d7 w64 h1f"><div class="t m0 x6f h2d y27c ff2 fs5 fc0 sc0 ls19 ws0">33<span class="ff3 ls0"> </span></div></div><div class="c x1 y4d8 w62 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>nagro<span class="_ _0"></span>dy jubil<span class="_ _0"></span>euszow<span class="_ _0"></span>e </div></div><div class="c x9c y4d8 w63 h28"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4d8 w64 h28"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4d9 w62 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>odpraw<span class="_ _0"></span>y emer<span class="_ _0"></span>ytaln<span class="_ _0"></span>e </div></div><div class="c x9c y4d9 w63 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x5e y4d9 w64 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4da w62 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>niewykor<span class="_ _0"></span>zyst<span class="_ _0"></span>ane urlop<span class="_ _0"></span>y </div></div><div class="c x9c y4da w63 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">118<span class="ls0"> </span></div></div><div class="c x5e y4da w64 h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">33<span class="ls0"> </span></div></div><div class="c x1 y4db w62 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>p<span class="_ _1"></span>r<span class="_ _0"></span>emie i <span class="_ _0"></span>nagrody </div></div><div class="c x9c y4db w63 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">72<span class="ls0"> </span></div></div><div class="c x5e y4db w64 h1c"><div class="t m0 x72 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 yf1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y4dc ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y4dd ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y4de ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h50 y4df ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x40 y19 w54 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">48<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 14.5<span class="ff2 fs6"> </span></div></div><div class="c x1 y4c5 w65 h5a"><div class="t m0 x21 h2d y4c6 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="fc2 sc0">5</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">M</span><span class="fc2 sc0">IA</span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">U </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="fc2 sc0">ŁYC</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">R</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y445 ff4 fs5 fc0 sc0 ls0 ws0">KRÓTK<span class="_ _0"></span>OTERMIN<span class="_ _0"></span>OWYCH (WG <span class="_ _14"></span>T<span class="_ _1"></span>YTUŁÓW<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x9d y4c5 w15 h5a"><div class="t m0 x1a h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x9e y4c5 w66 h5a"><div class="t m0 x3d h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y29f w65 h3d"><div class="t m0 x21 h2d y21b ff4 fs5 fc0 sc0 ls0 ws0">a) stan na p<span class="_ _0"></span>ocząt<span class="_ _0"></span>ek okresu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9d y29f w15 h3d"><div class="t m0 x87 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">722<span class="_ _0"></span> </div></div><div class="c x9e y29f w66 h3d"><div class="t m0 x29 h2d y21b ff2 fs5 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y279 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">rezerwa<span class="_ _0"></span> na sp<span class="_ _0"></span>o<span class="_ _1"></span>ry sąd<span class="_ _0"></span>owe<span class="ff3"> </span></span></div></div><div class="c x9d y279 w15 h3c"><div class="t m0 x87 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">722<span class="_ _0"></span> </div></div><div class="c x9e y279 w66 h3c"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y343 w65 h41"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na napraw<span class="_ _0"></span>y gwara<span class="_ _0"></span>ncyjne </div></div><div class="c x9d y343 w15 h41"><div class="t m0 x75 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y343 w66 h41"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e0 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na bon<span class="_ _0"></span>usy </div></div><div class="c x9d y4e0 w15 h3c"><div class="t m0 x75 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4e0 w66 h3c"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e1 w65 h3d"><div class="t m0 x21 h2d y21b ff4 fs5 fc0 sc0 ls0 ws0">b) zwi<span class="_ _0"></span>ększenia (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9d y4e1 w15 h3d"><div class="t m0 x81 h2d y21b ff2 fs5 fc0 sc0 ls19 ws0">737<span class="ff3 ls0"> </span></div></div><div class="c x9e y4e1 w66 h3d"><div class="t m0 x81 h2d y21b ff2 fs5 fc0 sc0 ls0 ws0">1 853<span class="ff3"> </span></div></div><div class="c x1 y4e2 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">rezerwa<span class="_ _0"></span> na sp<span class="_ _0"></span>o<span class="_ _1"></span>ry sąd<span class="_ _0"></span>owe<span class="ff3"> </span></span></div></div><div class="c x9d y4e2 w15 h3c"><div class="t m0 x7a h2d y21b ff3 fs5 fc0 sc0 ls1a ws0">44<span class="ls0"> </span></div></div><div class="c x9e y4e2 w66 h3c"><div class="t m0 x28 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">722<span class="_ _0"></span> </div></div><div class="c x1 y4e3 w65 h27"><div class="t m0 x21 h2d y2cf ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na napraw<span class="_ _0"></span>y gwara<span class="_ _0"></span>ncyjne </div></div><div class="c x9d y4e3 w15 h27"><div class="t m0 x21 h2d y20d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y4e3 w66 h27"><div class="t m0 x29 h2d y2cf ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e4 w65 h3d"><div class="t m0 x21 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na bon<span class="_ _0"></span>usy </div></div><div class="c x9d y4e4 w15 h3d"><div class="t m0 x87 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">693<span class="_ _0"></span> </div></div><div class="c x9e y4e4 w66 h3d"><div class="t m0 x87 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">1 107 </div></div><div class="c x1 y281 w65 h23"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">pozostałe<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x9d y281 w15 h23"><div class="t m0 x75 h2d y21b ff2 fs5 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x9e y281 w66 h23"><div class="t m0 x72 h2d y21b ff3 fs5 fc0 sc0 ls1a ws0">24<span class="ls0"> </span></div></div><div class="c x1 y2e4 w65 h3d"><div class="t m0 x21 h2d y200 ff4 fs5 fc0 sc0 ls0 ws0">c) wykor<span class="_ _0"></span>zystanie (<span class="_ _0"></span>z tytułu<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x9d y2e4 w15 h3d"><div class="t m0 x81 h2d y200 ff2 fs5 fc0 sc0 ls19 ws0">693<span class="ff3 ls0"> </span></div></div><div class="c x9e y2e4 w66 h3d"><div class="t m0 x81 h2d y200 ff2 fs5 fc0 sc0 ls0 ws0">1 107<span class="ff3"> </span></div></div><div class="c x1 y490 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">rezerwa<span class="_ _0"></span> na sp<span class="_ _0"></span>o<span class="_ _1"></span>ry sąd<span class="_ _0"></span>owe<span class="ff3"> </span></span></div></div><div class="c x9d y490 w15 h3c"><div class="t m0 x75 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y490 w66 h3c"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e5 w65 h3d"><div class="t m0 x21 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na napraw<span class="_ _0"></span>y gwara<span class="_ _0"></span>ncyjne </div></div><div class="c x9d y4e5 w15 h3d"><div class="t m0 x75 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4e5 w66 h3d"><div class="t m0 x29 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e6 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na bon<span class="_ _0"></span>usy </div></div><div class="c x9d y4e6 w15 h3c"><div class="t m0 x87 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">693<span class="_ _0"></span> </div></div><div class="c x9e y4e6 w66 h3c"><div class="t m0 x87 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">1 107 </div></div><div class="c x1 y1e3 w65 h3d"><div class="t m0 x21 h2d y200 ff4 fs5 fc0 sc0 ls0 ws0">d) rozwiąz<span class="_ _0"></span>anie (z <span class="_ _0"></span>tytułu)<span class="ff3"> </span></div></div><div class="c x9d y1e3 w15 h3d"><div class="t m0 x75 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y1e3 w66 h3d"><div class="t m0 x75 h2d y200 ff2 fs5 fc0 sc0 ls19 ws0">24<span class="ff3 ls0"> </span></div></div><div class="c x1 y4e7 w65 h23"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">rezerwa<span class="_ _0"></span> na sp<span class="_ _0"></span>o<span class="_ _1"></span>ry sąd<span class="_ _0"></span>owe<span class="ff3"> </span></span></div></div><div class="c x9d y4e7 w15 h23"><div class="t m0 x75 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4e7 w66 h23"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e8 w65 h3d"><div class="t m0 x21 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na napraw<span class="_ _0"></span>y gwara<span class="_ _0"></span>ncyjne </div></div><div class="c x9d y4e8 w15 h3d"><div class="t m0 x75 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4e8 w66 h3d"><div class="t m0 x29 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4e9 w65 h3c"><div class="t m0 x21 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- rezerwa<span class="_ _0"></span> na bon<span class="_ _0"></span>usy </div></div><div class="c x9d y4e9 w15 h3c"><div class="t m0 x75 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4e9 w66 h3c"><div class="t m0 x29 h2d y21b ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ea w65 h3d"><div class="t m0 x21 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- <span class="ff5">pozostałe<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x9d y4ea w15 h3d"><div class="t m0 x75 h2d y200 ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4ea w66 h3d"><div class="t m0 x72 h2d y200 ff3 fs5 fc0 sc0 ls1a ws0">24<span class="ls0"> </span></div></div><div class="c x1 y20c w65 h3c"><div class="t m0 x21 h2d y21b ff2 fs5 fc0 sc0 ls0 ws0">e) stan n<span class="_ _0"></span>a konie<span class="_ _0"></span>c okresu<span class="ff3"> </span></div></div><div class="c x9d y20c w15 h3c"><div class="t m0 x81 h2d y21b ff2 fs5 fc0 sc0 ls19 ws0">766<span class="ff3 ls0"> </span></div></div><div class="c x9e y20c w66 h3c"><div class="t m0 x78 h2d y21b ff2 fs5 fc0 sc0 ls19 ws0">722<span class="ff3 ls0"> </span></div></div><div class="c x1 y16b w65 h28"><div class="t m0 x21 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>spory s<span class="_ _0"></span>ądowe<span class="ff3"> </span></span></div></div><div class="c x9d y16b w15 h28"><div class="t m0 x74 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">766<span class="ls0"> </span></div></div><div class="c x9e y16b w66 h28"><div class="t m0 x28 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">722<span class="ls0"> </span></div></div><div class="c x1 y4eb w65 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>napraw<span class="_ _0"></span>y gwara<span class="_ _0"></span>ncyjn<span class="_ _0"></span>e </div></div><div class="c x9d y4eb w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4eb w66 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ec w65 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- rezer<span class="_ _0"></span>wa na <span class="_ _0"></span>b<span class="_ _1"></span>o<span class="_ _0"></span>nusy </div></div><div class="c x9d y4ec w15 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9e y4ec w66 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y4ed ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y1d3 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 15.1 </div></div><div class="c x1 y4ee w67 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">ZOBOW<span class="_ _0"></span>IĄZ<span class="_ _0"></span>ANIA <span class="_ _0"></span>DŁUGOT<span class="_ _0"></span>ERMI<span class="_ _0"></span>NOWE<span class="ff3"> </span></div></div><div class="c x9f y4ee w2f h1f"><div class="t m0 x3f h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa0 y4ee w68 h1f"><div class="t m0 x19 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y4ef w67 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">a) wo<span class="_ _0"></span>bec je<span class="_ _0"></span>d<span class="_ _1"></span>noste<span class="_ _14"></span>k<span class="_ _1"></span> po<span class="_ _0"></span>wią<span class="_ _0"></span>z<span class="_ _1"></span>anyc<span class="_ _0"></span>h, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></div></div><div class="c x9f y4ef w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4ef w68 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1b5 w67 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek z<span class="_ _0"></span>ależnych<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x9f y1b5 w2f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y1b5 w68 h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y204 w67 h20"><div class="t m0 x21 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stki <span class="_ _0"></span>dominują<span class="_ _0"></span>cej<span class="ff3"> </span></span></div></div><div class="c x9f y204 w2f h20"><div class="t m0 x75 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y204 w68 h20"><div class="t m0 x54 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f0 w67 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">e</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _14"></span><span class="fc2 sc0">it</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">ia</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">zaan<span class="_ _0"></span>gażowa<span class="_ _0"></span>nie w <span class="_ _0"></span>kapitale<span class="_ _0"></span>, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></div></div><div class="c x9f y4f0 w2f h1d"><div class="t m0 x75 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f0 w68 h1d"><div class="t m0 x54 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f1 w67 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek w<span class="_ _0"></span>spółz<span class="_ _0"></span>ależnych<span class="ff3"> </span></span></div></div><div class="c x9f y4f1 w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f1 w68 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f2 w67 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek s<span class="_ _0"></span>towarz<span class="_ _0"></span>yszon<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span> </div></div><div class="c x9f y4f2 w2f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f2 w68 h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f3 w67 h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c x9f y4f3 w2f h20"><div class="t m0 x75 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f3 w68 h20"><div class="t m0 x54 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f4 w67 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">c) wo<span class="_ _0"></span>bec po<span class="_ _0"></span>zostałych<span class="_ _0"></span> jed<span class="_ _0"></span>noste<span class="_ _0"></span>k<span class="ff3"> </span></div></div><div class="c x9f y4f4 w2f h1f"><div class="t m0 x1b h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">333<span class="ff3 ls0"> </span></div></div><div class="c xa0 y4f4 w68 h1f"><div class="t m0 x81 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">2 46<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x1 y4f5 w67 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec wsp<span class="_ _0"></span>ólnika je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i ws<span class="_ _0"></span>półzal<span class="_ _0"></span>eżnej<span class="ff3"> </span></span></div></div><div class="c x9f y4f5 w2f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f5 w68 h1c"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f6 w67 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec znac<span class="_ _0"></span>zącego inw<span class="_ _14"></span>estora<span class="ff3"> </span></span></div></div><div class="c x9f y4f6 w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4f6 w68 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4f7 w67 h20"><div class="t m0 x21 h1a y45c ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c x9f y4f7 w2f h20"><div class="t m0 x74 h1a y45c ff3 fs4 fc0 sc0 ls8 ws0">333<span class="ls0"> </span></div></div><div class="c xa0 y4f7 w68 h20"><div class="t m0 x87 h1a y45c ff3 fs4 fc0 sc0 ls0 ws0">2 460<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x40 y19 w69 h5b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls12 ws0">49<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w67 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">kred<span class="_ _0"></span>yty i poż<span class="_ _0"></span>yczki<span class="ff3"> </span></span></span></div></div><div class="c x9f y419 w2f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y419 w68 h1c"><div class="t m0 x78 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">987<span class="ls0"> </span></div></div><div class="c x1 y41a w67 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> umow<span class="_ _0"></span>y leasin<span class="_ _0"></span>gu finan<span class="_ _0"></span>sowe<span class="_ _0"></span>go </span></div></div><div class="c x9f y41a w2f h1f"><div class="t m0 x74 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">333<span class="ls0"> </span></div></div><div class="c xa0 y41a w68 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 473<span class="_ _0"></span> </div></div><div class="c x1 y41b w67 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> inne (<span class="_ _0"></span>wg rodz<span class="_ _0"></span>aju) </span></div></div><div class="c x9f y41b w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y41b w68 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3bd w67 h28"><div class="t m0 x21 h1a y42f ff4 fs4 fc0 sc0 ls0 ws0">Zobo<span class="_ _0"></span>wiązania<span class="_ _0"></span> dłu<span class="_ _0"></span>gotermino<span class="_ _0"></span>we, <span class="_ _0"></span>razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9f y3bd w2f h28"><div class="t m0 x1b h1a y42f ff2 fs4 fc0 sc0 ls9 ws0">333<span class="ff3 ls0"> </span></div></div><div class="c xa0 y3bd w68 h28"><div class="t m0 x81 h1a y42f ff2 fs4 fc0 sc0 ls0 ws0">2 46<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y4f8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y41c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y320 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 15.2 </div></div><div class="c x1 y27f w65 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">15.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">BO</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="fc2 sc0">TE</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">ST</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">M </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">DNI<span class="_ _0"></span>A BIL<span class="_ _0"></span>A<span class="_ _1"></span>NSO<span class="_ _0"></span>WEGO <span class="_ _0"></span>OKRES<span class="_ _0"></span>IE SPŁ<span class="_ _0"></span>ATY<span class="ff3"> </span></div></div><div class="c x9d y27f w59 h1d"><div class="t m0 x3f h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x96 y27f w19 h1d"><div class="t m0 x3d h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y4f9 w65 h28"><div class="t m0 x21 h1a y41e ff5 fs4 fc0 sc0 ls0 ws0">a) pow<span class="_ _0"></span>yżej 1 ro<span class="_ _0"></span>ku do <span class="_ _0"></span>3 lat<span class="ff3"> </span></div></div><div class="c x9d y4f9 w59 h28"><div class="t m0 x87 h1a y41e ff3 fs4 fc0 sc0 ls8 ws0">333<span class="ls0"> </span></div></div><div class="c x96 y4f9 w19 h28"><div class="t m0 x81 h1a y41e ff3 fs4 fc0 sc0 ls0 ws0">2 460<span class="_ _0"></span> </div></div><div class="c x1 ydc w65 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>wyżej 3 <span class="_ _0"></span>do 5 lat<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9d ydc w59 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 ydc w19 h1f"><div class="t m0 x79 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y406 w65 h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) pow<span class="_ _0"></span>yżej 5 la<span class="_ _0"></span>t<span class="ff3"> </span></div></div><div class="c x9d y406 w59 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x96 y406 w19 h1f"><div class="t m0 x79 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4fa w65 h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Zobo<span class="_ _0"></span>wiązania<span class="_ _0"></span> dłu<span class="_ _0"></span>gotermino<span class="_ _0"></span>we, <span class="_ _0"></span>razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9d y4fa w59 h1c"><div class="t m0 x81 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0">333<span class="ff3 ls0"> </span></div></div><div class="c x96 y4fa w19 h1c"><div class="t m0 x7d h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">2 46<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y4fb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y13c ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 15.3  </div></div><div class="c x1 y4fc w6a h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">15.</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">BO</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">Ł</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="fc2 sc0">TE</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">ST</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">U</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">WALU<span class="_ _0"></span>TOWA<span class="_ _0"></span>) podane<span class="_ _0"></span> w t<span class="_ _0"></span>ysiącac<span class="_ _0"></span>h<span class="ff3"> </span></div></div><div class="c xa1 y4fc w6b h1d"><div class="t m0 x1a h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x80 y4fc w40 h1d"><div class="t m0 x66 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y4fd w6a h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">a) w wal<span class="_ _0"></span>ucie p<span class="_ _0"></span>olskiej </div></div><div class="c xa1 y4fd w6b h1c"><div class="t m0 x7d h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">333<span class="ls0"> </span></div></div><div class="c x80 y4fd w40 h1c"><div class="t m0 x87 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">2 460<span class="_ _0"></span> </div></div><div class="c x1 y4fe w6a h20"><div class="t m0 x21 h1a y20f ff5 fs4 fc0 sc0 ls0 ws0">b) w wal<span class="_ _0"></span>uta<span class="_ _0"></span>ch obcyc<span class="_ _0"></span>h (wg w<span class="_ _0"></span>alut i po <span class="_ _0"></span>przeli<span class="_ _0"></span>czeniu na <span class="_ _0"></span>z<span class="_ _0"></span>ł)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xa1 y4fe w6b h20"><div class="t m0 x78 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y4fe w40 h20"><div class="t m0 x29 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y84 w6a h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">b1. j<span class="_ _0"></span>ednostk<span class="_ _0"></span>a/waluta E<span class="_ _0"></span>UR </div></div><div class="c xa1 y84 w6b h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y84 w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y14d w6a h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls18 ws0">zł<span class="ff3 ls0"> </span></div></div><div class="c xa1 y14d w6b h1c"><div class="t m0 x78 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y14d w40 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y266 w6a h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">b2.poz<span class="_ _0"></span>ostał<span class="_ _0"></span>e<span class="_ _1"></span> walu<span class="_ _0"></span>ty zł<span class="ff3"> </span></div></div><div class="c xa1 y266 w6b h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x80 y266 w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ff w6a h20"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Zobo<span class="_ _0"></span>wiązania<span class="_ _0"></span> dłu<span class="_ _0"></span>gotermino<span class="_ _0"></span>we, <span class="_ _0"></span>razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa1 y4ff w6b h20"><div class="t m0 x84 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">333<span class="ff3 ls0"> </span></div></div><div class="c x80 y4ff w40 h20"><div class="t m0 x1b h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">2 46<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y500 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y501 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 16.1<span class="ff2 fs6"> </span></div></div><div class="c x1 y502 w6c h1f"><div class="t m0 xa2 h24 y1c4 ffa fs5 fc0 sc0 ls0 ws0">16. 1 <span class="ffd">ZOBO<span class="_ _0"></span>WIĄZANIA<span class="_ _0"></span> KRÓTKO<span class="_ _0"></span>TERMINO<span class="_ _0"></span>WE<span class="ffc"> </span></span></div></div><div class="c xa3 y502 w6d h1f"><div class="t m0 x89 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5e y502 w40 h1f"><div class="t m0 x66 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y503 w6c h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">a) wo<span class="_ _0"></span>bec je<span class="_ _0"></span>d<span class="_ _1"></span>noste<span class="_ _14"></span>k<span class="_ _1"></span> po<span class="_ _0"></span>wią<span class="_ _0"></span>z<span class="_ _1"></span>anyc<span class="_ _0"></span>h, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></div></div><div class="c xa3 y503 w6d h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y503 w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y504 w6c h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek z<span class="_ _0"></span>ależnych<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xa3 y504 w6d h20"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y504 w40 h20"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y505 w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stki <span class="_ _0"></span>dominują<span class="_ _0"></span>cej<span class="ff3"> </span></span></div></div><div class="c xa3 y505 w6d h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y505 w40 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y506 w6c h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">b</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">e</span><span class="fc2 sc0">c</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="fc2 sc0"> </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="_ _14"></span><span class="fc2 sc0">it</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">ia</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">zaan<span class="_ _0"></span>gażowa<span class="_ _0"></span>nie w <span class="_ _0"></span>kapitale<span class="_ _0"></span>, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></div></div><div class="c xa3 y506 w6d h1d"><div class="t m0 x28 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y506 w40 h1d"><div class="t m0 x29 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y507 w6c h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek w<span class="_ _0"></span>spółz<span class="_ _0"></span>ależnych<span class="ff3"> </span></span></div></div><div class="c xa3 y507 w6d h20"><div class="t m0 x28 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y507 w40 h20"><div class="t m0 x29 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y159 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec jedno<span class="_ _0"></span>stek s<span class="_ _0"></span>towarz<span class="_ _0"></span>yszon<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span> </div></div><div class="c xa3 y159 w6d h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y159 w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y508 w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c xa3 y508 w6d h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y508 w40 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y509 w6c h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">c) wo<span class="_ _0"></span>bec po<span class="_ _0"></span>zostałych<span class="_ _0"></span> jed<span class="_ _0"></span>noste<span class="_ _0"></span>k, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></div></div><div class="c xa3 y509 w6d h1f"><div class="t m0 x6e h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">7 13<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x5e y509 w40 h1f"><div class="t m0 x1b h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">7 75<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x1 y4c4 w6c h28"><div class="t m0 x21 h1a y50a ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec wsp<span class="_ _0"></span>ólnika je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i ws<span class="_ _0"></span>półzal<span class="_ _0"></span>eżnej<span class="ff3"> </span></span></div></div><div class="c xa3 y4c4 w6d h28"><div class="t m0 x28 h1a y50a ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y4c4 w40 h28"><div class="t m0 x29 h1a y50a ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x40 y19 w69 h5c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">50<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wob<span class="_ _0"></span>ec znac<span class="_ _0"></span>zącego inw<span class="_ _14"></span>estora<span class="ff3"> </span></span></div></div><div class="c xa3 y419 w6d h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y419 w40 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y41a w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- wob<span class="_ _0"></span>ec innyc<span class="_ _0"></span>h jedno<span class="_ _0"></span>stek </div></div><div class="c xa3 y41a w6d h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">7 133<span class="_ _0"></span> </div></div><div class="c x5e y41a w40 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">7 753<span class="_ _0"></span> </div></div><div class="c x1 y41b w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">kred<span class="_ _0"></span>yty i poż<span class="_ _0"></span>yczki, <span class="_ _0"></span>w tym:<span class="ff3"> </span></span></span></div></div><div class="c xa3 y41b w6d h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 550<span class="_ _0"></span> </div></div><div class="c x5e y41b w40 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 623<span class="_ _0"></span> </div></div><div class="c x1 y3bd w6c h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">długot<span class="_ _0"></span>ermin<span class="_ _0"></span>owe w o<span class="_ _0"></span>kresie s<span class="_ _0"></span>płat<span class="_ _0"></span>y<span class="_ _1"></span><span class="ff3"> </span></span></span></div></div><div class="c xa3 y3bd w6d h28"><div class="t m0 x28 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y3bd w40 h28"><div class="t m0 x29 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1c0 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu emisji <span class="_ _0"></span>dłużny<span class="_ _0"></span>ch pa<span class="_ _0"></span>pierów war<span class="_ _0"></span>toś<span class="_ _0"></span>ciowych<span class="ff3"> </span></span></span></div></div><div class="c xa3 y1c0 w6d h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y1c0 w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y45d w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu dywi<span class="_ _0"></span>dend<span class="_ _0"></span><span class="ff3"> </span></span></span></div></div><div class="c xa3 y45d w6d h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y45d w40 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y161 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">inne zo<span class="_ _0"></span>bowią<span class="_ _0"></span>zania f<span class="_ _0"></span>inansow<span class="_ _0"></span>e, w ty<span class="_ _0"></span>m:<span class="ff3"> </span></span></span></div></div><div class="c xa3 y161 w6d h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 158<span class="_ _0"></span> </div></div><div class="c x5e y161 w40 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 498<span class="_ _0"></span> </div></div><div class="c x1 y50b w6c h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu umów <span class="_ _0"></span>leasin<span class="_ _0"></span>gu fina<span class="_ _0"></span>nsowe<span class="_ _0"></span>g<span class="_ _1"></span>o<span class="ff3"> </span></span></span></div></div><div class="c xa3 y50b w6d h20"><div class="t m0 x28 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y50b w40 h20"><div class="t m0 x87 h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">1 498<span class="_ _0"></span> </div></div><div class="c x1 y50c w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu dost<span class="_ _0"></span>aw i us<span class="_ _0"></span>ług, o o<span class="_ _0"></span>kresie <span class="_ _0"></span>wymagaln<span class="_ _0"></span>ości<span class="_ _0"></span>:<span class="_ _1"></span><span class="ff3"> </span></span></span></div></div><div class="c xa3 y50c w6d h1c"><div class="t m0 x2a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 988<span class="_ _0"></span> </div></div><div class="c x5e y50c w40 h1c"><div class="t m0 x87 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">2 139<span class="_ _0"></span> </div></div><div class="c x1 ybd w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">do 12 <span class="_ _0"></span>miesię<span class="_ _0"></span>cy<span class="ff3"> </span></span></span></div></div><div class="c xa3 ybd w6d h1f"><div class="t m0 x2a h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 988<span class="_ _0"></span> </div></div><div class="c x5e ybd w40 h1f"><div class="t m0 x87 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 139<span class="_ _0"></span> </div></div><div class="c x1 y50d w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">pow<span class="_ _0"></span>y<span class="_ _1"></span>żej <span class="_ _0"></span>12 mi<span class="_ _0"></span>es<span class="_ _1"></span>i<span class="_ _0"></span>ęcy<span class="ff3"> </span></span></span></div></div><div class="c xa3 y50d w6d h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y50d w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y50e w6c h28"><div class="t m0 x21 h1a y42f ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> zalicz<span class="_ _0"></span>ki otrz<span class="_ _0"></span>y<span class="_ _1"></span>man<span class="_ _0"></span>e na <span class="_ _0"></span>dostawy </span></div></div><div class="c xa3 y50e w6d h28"><div class="t m0 x28 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y50e w40 h28"><div class="t m0 x29 h1a y42f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yfe w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">zobo<span class="_ _0"></span>wiązania w<span class="_ _0"></span>ekslow<span class="_ _0"></span>e<span class="ff3"> </span></span></span></div></div><div class="c xa3 yfe w6d h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e yfe w40 h1f"><div class="t m0 x29 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y421 w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu podat<span class="_ _0"></span>ków, c<span class="_ _0"></span>eł, ub<span class="_ _0"></span>ezpiecz<span class="_ _0"></span>eń i inny<span class="_ _0"></span>ch tytu<span class="_ _0"></span>łów pu<span class="_ _0"></span>bliczno<span class="_ _0"></span>prawn<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3"> </span></span></span></div></div><div class="c xa3 y421 w6d h1c"><div class="t m0 x81 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">691<span class="ls0"> </span></div></div><div class="c x5e y421 w40 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">661<span class="ls0"> </span></div></div><div class="c x1 y422 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">z tytu<span class="_ _0"></span>łu wyn<span class="_ _0"></span>agrodze<span class="_ _0"></span>ń<span class="ff3"> </span></span></span></div></div><div class="c xa3 y422 w6d h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">627<span class="ls0"> </span></div></div><div class="c x5e y422 w40 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">577<span class="ls0"> </span></div></div><div class="c x1 y423 w6c h20"><div class="t m0 x21 h1a y20f ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> inne (<span class="_ _0"></span>wg rodz<span class="_ _0"></span>aju) </span></div></div><div class="c xa3 y423 w6d h20"><div class="t m0 x81 h1a y20f ff3 fs4 fc0 sc0 ls8 ws0">120<span class="ls0"> </span></div></div><div class="c x5e y423 w40 h20"><div class="t m0 x28 h1a y20f ff3 fs4 fc0 sc0 ls8 ws0">255<span class="ls0"> </span></div></div><div class="c x1 y2b0 w6c h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> rozrac<span class="_ _0"></span>hunki <span class="_ _0"></span>z praco<span class="_ _0"></span>wnikami (<span class="_ _0"></span>odro<span class="_ _0"></span>czenie w<span class="_ _0"></span>yna<span class="_ _0"></span>g<span class="_ _1"></span>r.) </span></div></div><div class="c xa3 y2b0 w6d h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y2b0 w40 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">238<span class="ls0"> </span></div></div><div class="c x1 y424 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">wpłat<span class="_ _0"></span>y PPK<span class="ff3"> </span></span></span></div></div><div class="c xa3 y424 w6d h1f"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x5e y424 w40 h1f"><div class="t m0 x54 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y425 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">---<span class="ls0"> <span class="ff5">pozo<span class="_ _0"></span>stałe<span class="ff3"> </span></span></span></div></div><div class="c xa3 y425 w6d h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">118<span class="ls0"> </span></div></div><div class="c x5e y425 w40 h1f"><div class="t m0 x72 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c x1 y224 w6c h28"><div class="t m0 x21 h1a y41e ff4 fs4 fc0 sc0 ls0 ws0">d) fun<span class="_ _0"></span>dusze <span class="_ _0"></span>specja<span class="_ _0"></span>lne (w<span class="_ _0"></span>g tytułów<span class="_ _14"></span>)<span class="ff3"> </span></div></div><div class="c xa3 y224 w6d h28"><div class="t m0 xe h1a y41e ff2 fs4 fc0 sc0 ls9 ws0">210<span class="ff3 ls0"> </span></div></div><div class="c x5e y224 w40 h28"><div class="t m0 x78 h1a y41e ff2 fs4 fc0 sc0 ls9 ws0">220<span class="ff3 ls0"> </span></div></div><div class="c x1 y426 w6c h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">ZFŚS<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xa3 y426 w6d h1f"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">210<span class="ls0"> </span></div></div><div class="c x5e y426 w40 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">220<span class="ls0"> </span></div></div><div class="c x1 y427 w6c h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Zobo<span class="_ _0"></span>wiązania<span class="_ _0"></span> krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowe<span class="_ _0"></span>, razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa3 y427 w6d h1c"><div class="t m0 x6e h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">7 34<span class="_ _0"></span>4<span class="ff3"> </span></div></div><div class="c x5e y427 w40 h1c"><div class="t m0 x1b h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">7 97<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y50f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y227 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y510 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y511 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y315 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y512 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y513 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y514 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y6e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y515 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y516 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y3fd ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x40 y19 w69 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">51<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 16.2  </div></div><div class="c x1 y4c5 w6e h5a"><div class="t m0 x21 h2d y4c6 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">6</span><span class="fc2 sc0">.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">BO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">IĄ</span><span class="fc2 sc0">ZA</span><span class="fc2 sc0">N</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">UK</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">U</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y445 ff4 fs5 fc0 sc0 ls0 ws0">WALUTOW<span class="_ _0"></span>A) pod<span class="_ _0"></span>ane w tysią<span class="_ _0"></span>cach<span class="ff3"> </span></div></div><div class="c xa4 y4c5 w3c h5a"><div class="t m0 x6a h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>24<span class="ff3"> </span></div></div><div class="c x9a y4c5 w30 h5a"><div class="t m0 x66 h2d y4c7 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="_ _0"></span>23<span class="ff3"> </span></div></div><div class="c x1 y4c8 w6e h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">a) w wal<span class="_ _0"></span>ucie polsk<span class="_ _0"></span>i<span class="_ _1"></span>ej </div></div><div class="c xa4 y4c8 w3c h1c"><div class="t m0 x47 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">7 273 </div></div><div class="c x9a y4c8 w30 h1c"><div class="t m0 x7a h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">7 725 </div></div><div class="c x1 y4c9 w6e h20"><div class="t m0 x21 h2d y4a1 ff5 fs5 fc0 sc0 ls0 ws0">b) w wal<span class="_ _0"></span>u<span class="_ _1"></span>tach<span class="_ _0"></span> o<span class="_ _1"></span>b<span class="_ _0"></span>cych (wg w<span class="_ _0"></span>alut i po prze<span class="_ _0"></span>liczeniu <span class="_ _0"></span>na zł)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xa4 y4c9 w3c h20"><div class="t m0 x6f h2d y4a1 ff3 fs5 fc0 sc0 ls1a ws0">71<span class="ls0"> </span></div></div><div class="c x9a y4c9 w30 h20"><div class="t m0 x75 h2d y4a1 ff3 fs5 fc0 sc0 ls0 ws0">248<span class="_ _0"></span> </div></div><div class="c x1 y4ca w6e h1c"><div class="t m0 x21 h2d y1c8 ff3 fs5 fc0 sc0 ls0 ws0">b1. jedn<span class="_ _0"></span>o<span class="_ _1"></span>stka/w<span class="_ _0"></span>aluta <span class="_ _0"></span>E<span class="_ _1"></span>UR </div></div><div class="c xa4 y4ca w3c h1c"><div class="t m0 x6f h2d y1c8 ff3 fs5 fc0 sc0 ls1a ws0">16<span class="ls0"> </span></div></div><div class="c x9a y4ca w30 h1c"><div class="t m0 x26 h2d y1c8 ff3 fs5 fc0 sc0 ls1a ws0">57<span class="ls0"> </span></div></div><div class="c x1 y4cb w6e h1f"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">tys. zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa4 y4cb w3c h1f"><div class="t m0 x6f h2d y27c ff3 fs5 fc0 sc0 ls1a ws0">71<span class="ls0"> </span></div></div><div class="c x9a y4cb w30 h1f"><div class="t m0 x75 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">247<span class="_ _0"></span> </div></div><div class="c x1 y4cc w6e h1f"><div class="t m0 x21 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">b2. jedn<span class="_ _0"></span>o<span class="_ _1"></span>stka/w<span class="_ _0"></span>aluta <span class="_ _0"></span>G<span class="_ _1"></span>BP </div></div><div class="c xa4 y4cc w3c h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4cc w30 h1f"><div class="t m0 x23 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4cd w6e h28"><div class="t m0 x21 h2d y20f ff5 fs5 fc0 sc0 ls0 ws0">tys. zł<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa4 y4cd w3c h28"><div class="t m0 x72 h2d y20f ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4cd w30 h28"><div class="t m0 x2c h2d y20f ff3 fs5 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y4ce w6e h1f"><div class="t m0 x21 h2d y27c ff5 fs5 fc0 sc0 ls0 ws0">pozostałe w<span class="_ _0"></span>aluty w<span class="_ _0"></span> tys. zł<span class="ff3"> </span></div></div><div class="c xa4 y4ce w3c h1f"><div class="t m0 x72 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x9a y4ce w30 h1f"><div class="t m0 x23 h2d y27c ff3 fs5 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4cf w6e h1f"><div class="t m0 x21 h2d y27c ff4 fs5 fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _0"></span>nia krótk<span class="_ _0"></span>otermin<span class="_ _0"></span>owe, raz<span class="_ _0"></span>em<span class="ff3"> </span></div></div><div class="c xa4 y4cf w3c h1f"><div class="t m0 x2a h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">7 344<span class="ff3"> </span></div></div><div class="c x9a y4cf w30 h1f"><div class="t m0 x74 h2d y27c ff2 fs5 fc0 sc0 ls0 ws0">7 973<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y517 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y11d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y287 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y518 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y519 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y51a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y4fd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y40c ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y51b ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y103 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y220 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y2d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf 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class="c x0 y0 w71 h5d"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">52<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y522 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y523 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 16.3          <span class="_ _0"></span>  <span class="_ _1"></span> <span class="_ _1"></span> </div><div class="t m0 x1 h6 y524 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y525 w72 h5f"><div class="t m0 xa5 h2d y445 ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0">6</span><span class="fc2 sc0">.</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">BO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">IĄ</span><span class="fc2 sc0">ZA</span><span class="fc2 sc0">N</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z </span><span class="fc2 sc0">T</span><span class="fc2 sc0">YT</span><span class="fc2 sc0">U</span><span class="_ _0"></span><span class="fc2 sc0">ŁU </span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">I </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">Ż</span><span class="_ _0"></span><span class="fc2 sc0">YC</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">K</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y526 w73 h46"><div class="t m0 x6a h1a y527 ff3 fs4 fc0 sc0 ls0 ws0">Nazw<span class="_ _0"></span>a jedno<span class="_ _0"></span>stki ze </div><div class="t m0 x89 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">wskaz<span class="_ _0"></span>aniem f<span class="_ _0"></span>ormy </div><div class="t m0 x63 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0">prawnej <span class="_ _0"></span>oraz <span class="_ _0"></span>siedzib<span class="_ _0"></span>a </div></div><div class="c xa6 y526 w74 h46"><div class="t m0 x1a h1a y528 ff3 fs4 fc0 sc0 ls0 ws0">Kwota <span class="_ _0"></span>kredyt<span class="_ _0"></span>u wg </div><div class="t m0 x3d h1a y390 ff5 fs4 fc0 sc0 ls0 ws0">umow<span class="_ _0"></span>y<span class="_ _1"></span> (t<span class="_ _0"></span>ys. zł)<span class="ff3"> </span></div></div><div class="c x32 y526 w75 h46"><div class="t m0 x6d h1a y361 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">wo</span><span class="fc2 sc0">ta</span><span class="fc2 sc0"> </span></div><div class="t m0 x19 h1a y527 ff3 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>y<span class="_ _1"></span>tu </div><div class="t m0 x34 h1a y367 ff5 fs4 fc0 sc0 ls0 ws0">pozost<span class="_ _0"></span>ała do </div><div class="t m0 x68 h1a y1dc ff5 fs4 fc0 sc0 ls0 ws0">spłat<span class="_ _0"></span>y<span class="_ _1"></span> (t<span class="_ _0"></span>ys. </div><div class="t m0 x47 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zł)<span class="ff3"> </span></div></div><div class="c x9 y526 w76 h46"><div class="t m0 x54 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">Oproc<span class="_ _0"></span>entowani<span class="_ _0"></span>e </div></div><div class="c x5e y526 w77 h46"><div class="t m0 x2e h1a y367 ff5 fs4 fc0 sc0 ls0 ws0">Termin <span class="_ _0"></span>spłat<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c xa7 y526 w77 h46"><div class="t m0 x56 h1a y367 ff3 fs4 fc0 sc0 ls0 ws0">Zabez<span class="_ _0"></span>pieczenia<span class="_ _0"></span> </div></div><div class="c x1 y529 w73 h60"><div class="t m0 x63 h1a y52a ff3 fs4 fc0 sc0 ls0 ws0">mBank <span class="_ _0"></span>SA, <span class="_ _0"></span>Warszaw<span class="_ _0"></span>a </div></div><div class="c xa6 y529 w74 h60"><div class="t m0 x28 h1a y52a ff3 fs4 fc0 sc0 ls0 ws0">5 300 </div></div><div class="c x32 y529 w75 h60"><div class="t m0 x6e h1a y52a ff3 fs4 fc0 sc0 ls8 ws0">987<span class="ls0"> </span></div></div><div class="c x9 y529 w76 h60"><div class="t m0 x62 h1a y52b ff5 fs4 fc0 sc0 ls0 ws0">Oproc<span class="_ _0"></span>entowani<span class="_ _0"></span>a kr<span class="_ _0"></span>e<span class="_ _1"></span>dyt<span class="_ _0"></span>ów </div><div class="t m0 x4a h1a y52c ff5 fs4 fc0 sc0 ls0 ws0">WIBOR <span class="_ _0"></span>1M <span class="_ _0"></span>p<span class="_ _1"></span>lus m<span class="_ _0"></span>arża b<span class="_ _0"></span>anku <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5e y529 w77 h60"><div class="t m0 x17 h1a y52d ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">oz</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">u</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span><span class="fc2 sc0">h</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x4a h1a y52e ff5 fs4 fc0 sc0 ls0 ws0">produ<span class="_ _0"></span>kcyjnej, <span class="_ _0"></span>budow<span class="_ _0"></span>ę linii<span class="_ _0"></span> do </div><div class="t m0 x63 h1a y52f ff5 fs4 fc0 sc0 ls0 ws0">produ<span class="_ _0"></span>kcji w<span class="_ _0"></span>y<span class="_ _1"></span>ro<span class="_ _0"></span>bów ceme<span class="_ _0"></span>ntowy<span class="_ _0"></span>ch </div><div class="t m0 x3f h1a y530 ff3 fs4 fc0 sc0 ls0 ws0">oraz la<span class="_ _0"></span>boratori<span class="_ _0"></span>um ko<span class="_ _0"></span>ntener<span class="_ _0"></span>o- </div><div class="t m0 x47 h1a y531 ff5 fs4 fc0 sc0 ls0 ws0">wego o <span class="_ _0"></span>termini<span class="_ _0"></span>e spła<span class="_ _0"></span>ty </div><div class="t m0 x34 h1a y52a ff5 fs4 fc0 sc0 ls0 ws0">przyp<span class="_ _0"></span>adając<span class="_ _0"></span>ym na 31.<span class="_ _0"></span>07.20<span class="_ _0"></span>23 r. </div><div class="t m0 x21 h1a y361 ff3 fs4 fc0 sc0 ls0 ws0">zg. z <span class="_ _0"></span>aneks<span class="_ _0"></span>em z dnia <span class="_ _0"></span>17.<span class="fc2 sc0">0</span><span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div><div class="t m0 x13 h1a y527 ff3 fs4 fc0 sc0 ls0 ws0">r. w okr<span class="_ _0"></span>esie o<span class="_ _0"></span>d maja <span class="_ _0"></span>2020 r<span class="_ _0"></span>. do </div><div class="t m0 x44 h1a y35d ff5 fs4 fc0 sc0 ls0 ws0">wrześni<span class="_ _0"></span>a 2020<span class="_ _0"></span> r. bez <span class="_ _0"></span>spł<span class="ff3">aty ra<span class="_ _0"></span>t . </span></div><div class="t m0 x63 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">Zg. z <span class="_ _0"></span>aneks<span class="_ _0"></span>em wy<span class="_ _0"></span>d<span class="_ _1"></span>łużono<span class="_ _0"></span> ter<span class="_ _0"></span>min </div><div class="t m0 x6d h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">spłat<span class="_ _0"></span>y<span class="_ _1"></span> do <span class="_ _0"></span>listopa<span class="_ _0"></span>da 202<span class="_ _0"></span>5 r.<span class="ff3"> </span></div></div><div class="c xa7 y529 w77 h60"><div class="t m0 x62 h1a y530 ff3 fs4 fc0 sc0 ls0 ws0">Hipote<span class="_ _0"></span>ka umo<span class="_ _0"></span>wna, z<span class="_ _0"></span>astaw </div><div class="t m0 x2a h1a y531 ff3 fs4 fc0 sc0 ls0 ws0">rejestro<span class="_ _0"></span>wy, c<span class="_ _0"></span>esja p<span class="_ _0"></span>olisy </div><div class="t m0 x13 h1a y52a ff5 fs4 fc0 sc0 ls0 ws0">ubez<span class="_ _0"></span>pieczeniow<span class="_ _0"></span>ej, o<span class="_ _0"></span>świadczeni<span class="_ _0"></span>e </div><div class="t m0 x21 h1a y361 ff5 fs4 fc0 sc0 ls0 ws0">o po<span class="_ _0"></span>ddaniu si<span class="_ _0"></span>ę egz<span class="_ _0"></span>ekucji w tr<span class="_ _0"></span>ybie<span class="fc2 sc0"> </span></div><div class="t m0 x8 h1a y527 ff3 fs4 fc0 sc0 ls0 ws0">art. 777 <span class="_ _0"></span>par<span class="_ _0"></span>. 1 pkt 5 <span class="_ _0"></span>KPC </div></div><div class="c x1 y12f w73 h61"><div class="t m0 x63 h1a y532 ff3 fs4 fc0 sc0 ls0 ws0">mBank <span class="_ _0"></span>SA, <span class="_ _0"></span>Warszaw<span class="_ _0"></span>a </div></div><div class="c xa6 y12f w74 h61"><div class="t m0 x28 h1a y532 ff3 fs4 fc0 sc0 ls0 ws0">5 000 </div></div><div class="c x32 y12f w75 h61"><div class="t m0 x65 h1a y532 ff3 fs4 fc0 sc0 ls0 ws0">1 563<span class="_ _0"></span> </div></div><div class="c x9 y12f w76 h61"><div class="t m0 x62 h1a y533 ff5 fs4 fc0 sc0 ls0 ws0">Oproc<span class="_ _0"></span>entowani<span class="_ _0"></span>a kr<span class="_ _0"></span>e<span class="_ _1"></span>dyt<span class="_ _0"></span>ów </div><div class="t m0 x82 h1a y534 ff5 fs4 fc0 sc0 ls0 ws0">WIBOR <span class="_ _0"></span>1M <span class="_ _0"></span>p<span class="_ _1"></span>lus m<span class="_ _0"></span>arża b<span class="_ _0"></span>anku<span class="ff3"> </span></div></div><div class="c x5e y12f w77 h61"><div class="t m0 x1a h1a y535 ff5 fs4 fc0 sc0 ls0 ws0">Kredyt w <span class="_ _0"></span>rac<span class="_ _0"></span>hunku <span class="_ _0"></span>bieżąc<span class="_ _0"></span>ym o </div><div class="t m0 x3d h1a y536 ff5 fs4 fc0 sc0 ls0 ws0">końcow<span class="_ _0"></span>ym o <span class="_ _0"></span>te<span class="_ _1"></span>r<span class="_ _0"></span>minie sp<span class="_ _0"></span>łaty </div><div class="t m0 x1a h1a y533 ff5 fs4 fc0 sc0 ls0 ws0">przyp<span class="_ _0"></span>adając<span class="_ _0"></span>ym na 23 <span class="_ _0"></span>listo<span class="_ _0"></span>p<span class="_ _1"></span>ad<span class="_ _0"></span>a </div><div class="t m0 x2a h1a y534 ff3 fs4 fc0 sc0 ls0 ws0">2023 r<span class="_ _0"></span>., Zg. z <span class="_ _0"></span>anek<span class="_ _0"></span>sem </div><div class="t m0 x66 h1a y537 ff5 fs4 fc0 sc0 ls0 ws0">wydłu<span class="_ _0"></span>żono ter<span class="_ _0"></span>min s<span class="_ _0"></span>płaty do </div><div class="t m0 xa8 h1a y538 ff3 fs4 fc0 sc0 ls0 ws0">lutego <span class="_ _0"></span>2026 r.<span class="_ _0"></span> </div></div><div class="c xa7 y12f w77 h61"><div class="t m0 x68 h1a y539 ff5 fs4 fc0 sc0 ls0 ws0">Weks<span class="_ _0"></span>el własn<span class="_ _0"></span>y in blan<span class="_ _0"></span>co wr<span class="_ _0"></span>az z </div><div class="t m0 x5f h1a y53a ff5 fs4 fc0 sc0 ls0 ws0">deklar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy wek<span class="_ _0"></span>sla, </div><div class="t m0 x13 h1a y53b ff3 fs4 fc0 sc0 ls0 ws0">gwaran<span class="_ _0"></span>cja <span class="_ _0"></span>d<span class="_ _1"></span>e mi<span class="_ _0"></span>nimis u<span class="_ _0"></span>dzielona </div><div class="t m0 x17 h1a y532 ff3 fs4 fc0 sc0 ls0 ws0">przez B<span class="_ _0"></span>GK n<span class="_ _0"></span>a 80% <span class="_ _0"></span>kwot<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 x21 h1a y53c ff5 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>y<span class="_ _1"></span>tu <span class="_ _0"></span>wraz z <span class="_ _0"></span>wekslem <span class="_ _0"></span>własn<span class="_ _0"></span>y<span class="fc2 sc0">m</span><span class="fc2 sc0"> </span></div><div class="t m0 x68 h1a y53d ff5 fs4 fc0 sc0 ls0 ws0">in blanc<span class="_ _0"></span>o i de<span class="_ _0"></span>k<span class="_ _1"></span>lar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy </div><div class="t m0 x2c h1a y53e ff3 fs4 fc0 sc0 ls0 ws0">weksla <span class="_ _0"></span>na B<span class="_ _0"></span>G<span class="_ _1"></span>K </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w6f h5d" ><div class="pc pc35 w6f h5d"><img class="bi x40 y19 w70 h62" alt="" src="data:image/png;base64,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class="c x0 y0 w71 h5d"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">53<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y522 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y53f w73 h61"><div class="t m0 x63 h1a y540 ff3 fs4 fc0 sc0 ls0 ws0">mBank <span class="_ _0"></span>SA, <span class="_ _0"></span>Warszaw<span class="_ _0"></span>a </div></div><div class="c xa6 y53f w74 h61"><div class="t m0 x28 h1a y540 ff3 fs4 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c x32 y53f w75 h61"><div class="t m0 x1b h1a y540 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y53f w76 h61"><div class="t m0 x62 h1a y541 ff5 fs4 fc0 sc0 ls0 ws0">Oproc<span class="_ _0"></span>entowani<span class="_ _0"></span>a kr<span class="_ _0"></span>e<span class="_ _1"></span>dyt<span class="_ _0"></span>ów </div><div class="t m0 x82 h1a y542 ff5 fs4 fc0 sc0 ls0 ws0">WIBOR <span class="_ _0"></span>1M <span class="_ _0"></span>p<span class="_ _1"></span>lus m<span class="_ _0"></span>arża b<span class="_ _0"></span>anku<span class="ff3"> </span></div></div><div class="c x5e y53f w77 h61"><div class="t m0 x68 h1a y543 ff3 fs4 fc0 sc0 ls0 ws0">Elast<span class="_ _0"></span>y<span class="_ _1"></span>czn<span class="_ _0"></span>y kred<span class="_ _0"></span>yt odna<span class="_ _0"></span>wialn<span class="_ _0"></span>y<span class="_ _1"></span> o </div><div class="t m0 x1a h1a y540 ff5 fs4 fc0 sc0 ls0 ws0">termini<span class="_ _0"></span>e spł<span class="_ _0"></span>aty przy<span class="_ _0"></span>padając<span class="_ _0"></span>ym </div><div class="t m0 x2c h1a y544 ff3 fs4 fc0 sc0 ls0 ws0">na lut<span class="_ _0"></span>y 2026 r.<span class="_ _0"></span> </div></div><div class="c xa7 y53f w77 h61"><div class="t m0 x68 h1a y545 ff5 fs4 fc0 sc0 ls0 ws0">Weks<span class="_ _0"></span>el własn<span class="_ _0"></span>y in blan<span class="_ _0"></span>co wr<span class="_ _0"></span>az z </div><div class="t m0 x5f h1a y546 ff5 fs4 fc0 sc0 ls0 ws0">deklar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy wek<span class="_ _0"></span>sla, </div><div class="t m0 x13 h1a y543 ff3 fs4 fc0 sc0 ls0 ws0">gwaran<span class="_ _0"></span>cja <span class="_ _0"></span>d<span class="_ _1"></span>e mi<span class="_ _0"></span>nimis u<span class="_ _0"></span>dzielona </div><div class="t m0 x17 h1a y540 ff3 fs4 fc0 sc0 ls0 ws0">przez B<span class="_ _0"></span>GK n<span class="_ _0"></span>a 80% <span class="_ _0"></span>kwot<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 x21 h1a y544 ff5 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>y<span class="_ _1"></span>tu <span class="_ _0"></span>wraz z <span class="_ _0"></span>wekslem <span class="_ _0"></span>własn<span class="_ _0"></span>y<span class="fc2 sc0">m</span><span class="fc2 sc0"> </span></div><div class="t m0 x68 h1a y547 ff5 fs4 fc0 sc0 ls0 ws0">in blanc<span class="_ _0"></span>o i de<span class="_ _0"></span>k<span class="_ _1"></span>lar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy </div><div class="t m0 x2c h1a y548 ff3 fs4 fc0 sc0 ls0 ws0">weksla <span class="_ _0"></span>na B<span class="_ _0"></span>G<span class="_ _1"></span>K </div></div><div class="c x1 y549 w73 h63"><div class="t m0 x65 h1a y54a ff3 fs4 fc0 sc0 ls0 ws0">Santan<span class="_ _0"></span>der SA, </div><div class="t m0 x81 h1a y54b ff3 fs4 fc0 sc0 ls0 ws0">Warsz<span class="_ _0"></span>awa </div></div><div class="c xa6 y549 w74 h63"><div class="t m0 x28 h1a y54c ff3 fs4 fc0 sc0 ls0 ws0">3 000 </div></div><div class="c x32 y549 w75 h63"><div class="t m0 x1b h1a y54c ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y549 w76 h63"><div class="t m0 x62 h1a y54a ff5 fs4 fc0 sc0 ls0 ws0">Oproc<span class="_ _0"></span>entowani<span class="_ _0"></span>a kr<span class="_ _0"></span>e<span class="_ _1"></span>dyt<span class="_ _0"></span>ów </div><div class="t m0 x82 h1a y54b ff5 fs4 fc0 sc0 ls0 ws0">WIBOR <span class="_ _0"></span>1M <span class="_ _0"></span>p<span class="_ _1"></span>lus m<span class="_ _0"></span>arża b<span class="_ _0"></span>anku<span class="ff3"> </span></div></div><div class="c x5e y549 w77 h63"><div class="t m0 x1a h1a y54d ff5 fs4 fc0 sc0 ls0 ws0">Kredyt w <span class="_ _0"></span>rac<span class="_ _0"></span>hunku <span class="_ _0"></span>bieżąc<span class="_ _0"></span>ym o </div><div class="t m0 x62 h1a y543 ff5 fs4 fc0 sc0 ls0 ws0">końcow<span class="_ _0"></span>ym ter<span class="_ _0"></span>minie <span class="_ _0"></span>spłaty </div><div class="t m0 x21 h1a y54c ff5 fs4 fc0 sc0 ls0 ws0">przyp<span class="_ _0"></span>adając<span class="_ _0"></span>ym na gr<span class="_ _0"></span>udzień<span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="_ _14"></span><span class="fc2 sc0">2</span><span class="fc2 sc0">4</span><span class="fc2 sc0"> </span></div><div class="t m0 x8 h1a y544 ff5 fs4 fc0 sc0 ls0 ws0">r. Kr<span class="_ _0"></span>edyt zos<span class="_ _0"></span>tał w ca<span class="_ _0"></span>łości </div><div class="t m0 x48 h1a y54e ff5 fs4 fc0 sc0 ls0 ws0">spłacon<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c xa7 y549 w77 h63"><div class="t m0 x68 h1a y54f ff5 fs4 fc0 sc0 ls0 ws0">Weks<span class="_ _0"></span>el własn<span class="_ _0"></span>y in blan<span class="_ _0"></span>co wr<span class="_ _0"></span>az z </div><div class="t m0 x5f h1a y54d ff5 fs4 fc0 sc0 ls0 ws0">deklar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy wek<span class="_ _0"></span>sla, </div><div class="t m0 x13 h1a y543 ff3 fs4 fc0 sc0 ls0 ws0">gwaran<span class="_ _0"></span>cja <span class="_ _0"></span>d<span class="_ _1"></span>e mi<span class="_ _0"></span>nimis u<span class="_ _0"></span>dzielona </div><div class="t m0 x17 h1a y54c ff3 fs4 fc0 sc0 ls0 ws0">przez B<span class="_ _0"></span>GK n<span class="_ _0"></span>a 50% <span class="_ _0"></span>kwot<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 x21 h1a y544 ff5 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>y<span class="_ _1"></span>tu <span class="_ _0"></span>wraz z <span class="_ _0"></span>wekslem <span class="_ _0"></span>własn<span class="_ _0"></span>y<span class="fc2 sc0">m</span><span class="fc2 sc0"> </span></div><div class="t m0 x68 h1a y54e ff5 fs4 fc0 sc0 ls0 ws0">in blanc<span class="_ _0"></span>o i de<span class="_ _0"></span>k<span class="_ _1"></span>lar<span class="_ _0"></span>acją w<span class="_ _0"></span>ystaw<span class="_ _0"></span>cy </div><div class="t m0 x2c h1a y53e ff3 fs4 fc0 sc0 ls0 ws0">weksla <span class="_ _0"></span>na B<span class="_ _0"></span>G<span class="_ _1"></span>K </div></div><div class="c x0 y0 w71 h5d"><div class="t m0 x1 h6 y550 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x40 y19 w78 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">54<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y551 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 17 </div></div><div class="c x1 y552 w79 h1f"><div class="t m0 x4f h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">17. INN<span class="_ _0"></span>E RO<span class="_ _0"></span>ZLICZ<span class="_ _0"></span>ENIA M<span class="_ _0"></span>IĘDZYO<span class="_ _0"></span>KRESO<span class="_ _14"></span>W<span class="_ _1"></span>E<span class="ff3"> </span></div></div><div class="c xa9 y552 w7a h1f"><div class="t m0 x3d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xaa y552 w7b h1f"><div class="t m0 x62 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y553 w79 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">a) biern<span class="_ _0"></span>e ro<span class="_ _0"></span>zliczen<span class="_ _0"></span>ia mię<span class="_ _0"></span>dzyokre<span class="_ _0"></span>sowe <span class="_ _0"></span>kosztów<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y553 w7a h1f"><div class="t m0 x79 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xaa y553 w7b h1f"><div class="t m0 x23 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y554 w79 h28"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe (wg <span class="_ _0"></span>tytułó<span class="_ _0"></span>w)<span class="ff3"> </span></span></div></div><div class="c xa9 y554 w7a h28"><div class="t m0 x79 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y554 w7b h28"><div class="t m0 x23 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y555 w79 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowe (w<span class="_ _0"></span>g tytułó<span class="_ _0"></span>w)<span class="ff3"> </span></span></div></div><div class="c xa9 y555 w7a h1f"><div class="t m0 x79 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xaa y555 w7b h1f"><div class="t m0 x23 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y556 w79 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">b) ro<span class="_ _0"></span>zliczenia <span class="_ _0"></span>mię<span class="_ _0"></span>dzyok<span class="_ _0"></span>resowe <span class="_ _0"></span>przycho<span class="_ _0"></span>dów<span class="ff3"> </span></div></div><div class="c xa9 y556 w7a h1f"><div class="t m0 x7d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">1 41<span class="_ _0"></span>5<span class="ff3"> </span></div></div><div class="c xaa y556 w7b h1f"><div class="t m0 x7a h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">1 88<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x1 y3c0 w79 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dłu<span class="_ _0"></span>gotermin<span class="_ _0"></span>owe (wg <span class="_ _0"></span>tytułó<span class="_ _0"></span>w)<span class="ff3"> </span></span></div></div><div class="c xa9 y3c0 w7a h1c"><div class="t m0 x81 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 061 </div></div><div class="c xaa y3c0 w7b h1c"><div class="t m0 x78 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">1 309<span class="_ _0"></span> </div></div><div class="c x1 y7b w79 h20"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">otrzy<span class="_ _0"></span>mane <span class="_ _0"></span>d<span class="_ _1"></span>otacj<span class="_ _0"></span>e do <span class="_ _0"></span>aktywó<span class="_ _0"></span>w trwał<span class="_ _0"></span>ych<span class="ff3"> </span></span></span></div></div><div class="c xa9 y7b w7a h20"><div class="t m0 x81 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 061 </div></div><div class="c xaa y7b w7b h20"><div class="t m0 x78 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">1 309<span class="_ _0"></span> </div></div><div class="c x1 y9b w79 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowe (w<span class="_ _0"></span>g tytułó<span class="_ _0"></span>w)<span class="ff3"> </span></span></div></div><div class="c xa9 y9b w7a h1f"><div class="t m0 x6f h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">355<span class="ls0"> </span></div></div><div class="c xaa y9b w7b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">574<span class="ls0"> </span></div></div><div class="c x1 y557 w79 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">otrzy<span class="_ _0"></span>mane <span class="_ _0"></span>d<span class="_ _1"></span>otacj<span class="_ _0"></span>e do <span class="_ _0"></span>aktywó<span class="_ _0"></span>w trwał<span class="_ _0"></span>ych<span class="ff3"> </span></span></span></div></div><div class="c xa9 y557 w7a h1c"><div class="t m0 x6f h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">289<span class="ls0"> </span></div></div><div class="c xaa y557 w7b h1c"><div class="t m0 x22 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">435<span class="ls0"> </span></div></div><div class="c x1 y558 w79 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> prz<span class="_ _0"></span>y<span class="_ _1"></span>chod<span class="_ _0"></span>y zafa<span class="_ _0"></span>kturowan<span class="_ _0"></span>e, do<span class="_ _0"></span>stawa w <span class="_ _0"></span>tra<span class="_ _0"></span>k<span class="_ _1"></span>cie r<span class="_ _0"></span>ealizacji </span></div></div><div class="c xa9 y558 w7a h1f"><div class="t m0 x57 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">65<span class="ls0"> </span></div></div><div class="c xaa y558 w7b h1f"><div class="t m0 x22 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">139<span class="ls0"> </span></div></div><div class="c x1 y2c4 w79 h28"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>rozlic<span class="_ _0"></span>zenia mię<span class="_ _0"></span>dzyo<span class="_ _0"></span>kresow<span class="_ _0"></span>e, raz<span class="_ _0"></span>em<span class="ff3"> </span></div></div><div class="c xa9 y2c4 w7a h28"><div class="t m0 x7d h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">1 41<span class="_ _0"></span>5<span class="ff3"> </span></div></div><div class="c xaa y2c4 w7b h28"><div class="t m0 x7a h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">1 88<span class="_ _0"></span>3<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 yfe ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y559 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y55a ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h6 y55b ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 18 </div><div class="t m0 x1 h6 y140 ff5 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _1d"></span>księgową <span class="_ _1c"></span>na<span class="_ _1"></span> <span class="_ _1c"></span>jedną <span class="_ _1d"></span>akcję <span class="_ _1d"></span>ustalono <span class="_ _1c"></span>ja<span class="_ _1"></span>ko <span class="_ _1d"></span>iloraz <span class="_ _1d"></span>kapitału <span class="_ _1c"></span>w<span class="_ _1"></span>łasne<span class="_ _0"></span>g<span class="_ _1"></span>o <span class="_ _1d"></span>i <span class="_ _1d"></span>li<span class="_ _1"></span>czby <span class="_ _1c"></span>akcji </div><div class="t m0 x1 h6 y141 ff5 fs0 fc0 sc0 ls0 ws0">na <span class="_ _13"></span>dzi<span class="_ _1"></span>eń <span class="_ _13"></span>bilansowy. <span class="_ _13"></span>Rozwodniona <span class="_ _14"></span>liczb<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _13"></span>akcji <span class="_ _13"></span>jest <span class="_ _13"></span>r<span class="_ _1"></span>ówna <span class="_ _14"></span>liczbie <span class="_ _13"></span>akcji <span class="_ _14"></span>na <span class="_ _13"></span>dzi<span class="_ _1"></span>eń <span class="_ _13"></span>bilansowy,<span class="_ _0"></span> </div><div class="t m0 x1 h6 y123 ff5 fs0 fc0 sc0 ls0 ws0">jako że S<span class="_ _0"></span>p<span class="_ _1"></span>ółka nie emito<span class="_ _0"></span>wa<span class="_ _1"></span>ła p<span class="_ _0"></span>apierów wart<span class="_ _0"></span>ości<span class="_ _1"></span>owych <span class="_ _0"></span>zamiennych na akcje.</div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x40 y1bd w7c h18" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 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 ls1b ws0">55<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x54 h8 y2fa ff2 fs3 fc0 sc0 ls3 ws0">2.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">NOTY O<span class="_ _1"></span>BJA<span class="_ _1"></span>ŚNIAJĄCE<span class="_ _1"></span> D<span class="_ _1"></span>O RACH<span class="_ _1"></span>UNKU ZY<span class="_ _1"></span>SKÓ<span class="_ _1"></span>W I ST<span class="_ _1"></span>RAT<span class="_ _1d"></span><span class="ff2"> </span></span></span></div><div class="t m0 xf h6 y340 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y55c ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 19.1<span class="ff2 fs6"> </span></div></div><div class="c x1 y55d w7d h25"><div class="t m0 x47 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">19.</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="_ _0"></span><span class="fc2 sc0">H</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">Y </span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">ET</span><span class="fc2 sc0">TO</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">TÓ</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x81 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">(STR<span class="_ _0"></span>UKTUR<span class="_ _0"></span>A<span class="_ _1"></span> RZ<span class="_ _0"></span>ECZO<span class="_ _0"></span>WA - <span class="ff4">RO<span class="_ _0"></span>DZAJ<span class="_ _0"></span>E DZIAŁ<span class="_ _0"></span>ALNO<span class="_ _0"></span>ŚCI)<span class="ff3"> </span></span></div></div><div class="c xab y55d w2f h25"><div class="t m0 x3f h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x3f h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xac y55d w66 h25"><div class="t m0 x66 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x66 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y55e w7d h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż pro<span class="_ _0"></span>duktów<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xab y55e w2f h20"><div class="t m0 x64 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">46 7<span class="_ _0"></span>97 </div></div><div class="c xac y55e w66 h20"><div class="t m0 x7d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">43 8<span class="_ _0"></span>12 </div></div><div class="c x1 y3be w7d h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązanych <span class="_ _0"></span>w tym,<span class="ff3"> </span></span></div></div><div class="c xab y3be w2f h1c"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y3be w66 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y55f w7d h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek zal<span class="_ _0"></span>e<span class="_ _1"></span>żnyc<span class="_ _0"></span>h<span class="ff3"> </span></span></div></div><div class="c xab y55f w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y55f w66 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y560 w7d h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i do<span class="_ _0"></span>minuj<span class="_ _0"></span>ącej<span class="ff3"> </span></span></div></div><div class="c xab y560 w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y560 w66 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y475 w7d h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">zos</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">tór</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _14"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ng</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">w kapital<span class="_ _0"></span>e, w t<span class="_ _0"></span>ym :<span class="_ _0"></span> </div></div><div class="c xab y475 w2f h1e"><div class="t m0 x75 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y475 w66 h1e"><div class="t m0 x56 h1a y1d8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y561 w7d h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek współ<span class="_ _0"></span>zależn<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c xab y561 w2f h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y561 w66 h1c"><div class="t m0 x56 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 ybe w7d h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- od je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek stowarz<span class="_ _0"></span>yszo<span class="_ _0"></span>nych </div></div><div class="c xab ybe w2f h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac ybe w66 h1f"><div class="t m0 x56 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y476 w7d h20"><div class="t m0 x21 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- od i<span class="_ _0"></span>nnych j<span class="_ _0"></span>ednoste<span class="_ _0"></span>k </div></div><div class="c xab y476 w2f h20"><div class="t m0 x75 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xac y476 w66 h20"><div class="t m0 x56 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y562 w7d h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">od po<span class="_ _0"></span>został<span class="_ _0"></span>ych jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span>,<span class="ff3"> </span></span></div></div><div class="c xab y562 w2f h1c"><div class="t m0 x2a h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">46 797<span class="_ _0"></span> </div></div><div class="c xac y562 w66 h1c"><div class="t m0 x81 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">43 812<span class="_ _14"></span> </div></div><div class="c x1 y169 w7d h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Przych<span class="_ _0"></span>ody n<span class="_ _0"></span>etto z<span class="_ _0"></span>e sprze<span class="_ _0"></span>daży p<span class="_ _0"></span>rodu<span class="_ _0"></span>k<span class="_ _1"></span>tów<span class="_ _0"></span>, raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c xab y169 w2f h1f"><div class="t m0 x64 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">46 7<span class="_ _0"></span>97<span class="ff3"> </span></div></div><div class="c xac y169 w66 h1f"><div class="t m0 x7d h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">43 8<span class="_ _0"></span>12<span class="ff3"> </span></div></div><div class="c x1 y563 w7d h1c"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff4">od je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k powią<span class="_ _0"></span>zanyc<span class="_ _0"></span>h,w t<span class="_ _0"></span>ym:<span class="ff3"> </span></span></div></div><div class="c xab y563 w2f h1c"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xac y563 w66 h1c"><div class="t m0 x29 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y479 w7d h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span> zal<span class="_ _0"></span>eżnych<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xab y479 w2f h20"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y479 w66 h20"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y47a w7d h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od jedn<span class="_ _0"></span>ostki do<span class="_ _0"></span>minuj<span class="_ _0"></span>ącej<span class="ff2"> </span></span></div></div><div class="c xab y47a w2f h1f"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y47a w66 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y424 w7d h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">żow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">w kapital<span class="_ _0"></span>e, w t<span class="_ _0"></span>ym:<span class="ff2"> </span></div></div><div class="c xab y424 w2f h1d"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y424 w66 h1d"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y564 w7d h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">jednos<span class="_ _0"></span>tek w<span class="_ _0"></span>spółzależ<span class="_ _0"></span>nych<span class="ff2"> </span></span></div></div><div class="c xab y564 w2f h1c"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y564 w66 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y224 w7d h20"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0">od jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span> sto<span class="_ _0"></span>warzyszo<span class="_ _0"></span>nych<span class="ff2"> </span></span></div></div><div class="c xab y224 w2f h20"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y224 w66 h20"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y426 w7d h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0">od inn<span class="_ _0"></span>ych je<span class="_ _0"></span>dnostek<span class="ff2"> </span></span></div></div><div class="c xab y426 w2f h1f"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xac y426 w66 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y427 w7d h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff2"> </span></span></div></div><div class="c xab y427 w2f h1c"><div class="t m0 x2a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">46 797<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xac y427 w66 h1c"><div class="t m0 x81 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">43 812<span class="_ _14"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h50 y565 ff2 fs6 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div><div class="t m0 xf h6 y566 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 19.2 </div></div><div class="c x1 y26f w7e h1e"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">19.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">rz</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ne</span><span class="fc2 sc0">t</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">o </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">(</span><span class="fc2 sc0">STR</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="_ _0"></span><span class="fc2 sc0">TU</span><span class="fc2 sc0">R</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">TERYTO<span class="_ _0"></span>RI<span class="_ _0"></span>ALNA)<span class="ff3"> </span></div></div><div class="c xad y26f w15 h1e"><div class="t m0 x3f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x4a h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xae y26f w7f h1e"><div class="t m0 x66 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x66 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y567 w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">a)kraj<span class="_ _0"></span> </div></div><div class="c xad y567 w15 h1c"><div class="t m0 x2a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">35 144<span class="_ _0"></span> </div></div><div class="c xae y567 w7f h1c"><div class="t m0 x81 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">34 833<span class="_ _0"></span> </div></div><div class="c x1 y568 w7e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c xad y568 w15 h1f"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y568 w7f h1f"><div class="t m0 x29 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yf1 w7e h1e"><div class="t m0 x21 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c xad yf1 w15 h1e"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xae yf1 w7f h1e"><div class="t m0 x29 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y569 w7e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c xad y569 w15 h1f"><div class="t m0 x2a h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">35 144<span class="_ _0"></span> </div></div><div class="c xae y569 w7f h1f"><div class="t m0 x81 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">34 833<span class="_ _0"></span> </div></div><div class="c x1 y6f w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">b)ek<span class="_ _0"></span>sp<span class="_ _1"></span>or<span class="_ _0"></span>t,WDT<span class="_ _0"></span> </div></div><div class="c xad y6f w15 h1c"><div class="t m0 x2a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">11 653<span class="_ _0"></span> </div></div><div class="c xae y6f w7f h1c"><div class="t m0 x74 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">8 979 </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x40 y19 w80 h64" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">56<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c xad y419 w15 h1c"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y419 w7f h1c"><div class="t m0 x29 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4b2 w7e h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c xad y4b2 w15 h25"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xae y4b2 w7f h25"><div class="t m0 x29 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4b3 w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c xad y4b3 w15 h1c"><div class="t m0 x2a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">11 653<span class="_ _0"></span> </div></div><div class="c xae y4b3 w7f h1c"><div class="t m0 x74 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">8 979 </div></div><div class="c x1 y343 w7e h20"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Przych<span class="_ _0"></span>ody n<span class="_ _0"></span>etto z<span class="_ _0"></span>e sprze<span class="_ _0"></span>daży p<span class="_ _0"></span>rodu<span class="_ _0"></span>k<span class="_ _1"></span>tów<span class="_ _0"></span>,razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xad y343 w15 h20"><div class="t m0 x64 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">46 7<span class="_ _0"></span>97<span class="ff3"> </span></div></div><div class="c xae y343 w7f h20"><div class="t m0 x84 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">43 8<span class="_ _0"></span>12<span class="ff3"> </span></div></div><div class="c x1 y41c w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff2"> </span></span></div></div><div class="c xad y41c w15 h1c"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xae y41c w7f h1c"><div class="t m0 x29 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y56a w7e h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff2"> </span></div></div><div class="c xad y56a w15 h25"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xae y56a w7f h25"><div class="t m0 x29 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y404 w7e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff2"> </span></span></div></div><div class="c xad y404 w15 h1c"><div class="t m0 x2a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">46 797<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xae y404 w7f h1c"><div class="t m0 x81 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">43 812<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 ybb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y56b ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 20.1 </div></div><div class="c x1 y56c w81 h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">20.</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="_ _0"></span><span class="fc2 sc0">H</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">Y </span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">ET</span><span class="fc2 sc0">TO</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">TO</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">(STR<span class="_ _0"></span>UKTUR<span class="_ _0"></span>A<span class="_ _1"></span> RZ<span class="_ _0"></span>ECZO<span class="_ _0"></span>WA-<span class="ff4">RO<span class="_ _0"></span>DZAJE D<span class="_ _0"></span>ZIAŁ<span class="_ _0"></span>ALNOŚC<span class="_ _0"></span>I)<span class="ff3"> </span></span></div></div><div class="c xaf y56c w82 h1d"><div class="t m0 x89 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x89 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb0 y56c w83 h1d"><div class="t m0 x8 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x8 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y56d w81 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">sprz<span class="_ _0"></span>edaż tow<span class="_ _0"></span>arów<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xaf y56d w82 h1c"><div class="t m0 x4e h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ls0"> </span></div></div><div class="c xb0 y56d w83 h1c"><div class="t m0 x20 h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">6<span class="ffc"> </span></div></div><div class="c x1 y56e w81 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych,w t<span class="_ _0"></span>ym:<span class="ff3"> </span></span></div></div><div class="c xaf y56e w82 h20"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y56e w83 h20"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y56f w81 h1c"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ff6">od jedno<span class="_ _0"></span>st<span class="_ _1"></span>ek zależn<span class="_ _0"></span>ych<span class="ffc"> </span></span></div></div><div class="c xaf y56f w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y56f w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ed w81 h1f"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ff6 ls0">od jedno<span class="_ _0"></span>st<span class="_ _1"></span>ki domin<span class="_ _0"></span>ującej<span class="ffc"> </span></span></div></div><div class="c xaf y3ed w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y3ed w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ee w81 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale,w t<span class="_ _0"></span>ym:<span class="ff3"> </span></div></div><div class="c xaf y3ee w82 h1d"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y3ee w83 h1d"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y570 w81 h20"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ff6 ls0">jednostek wsp<span class="_ _0"></span>ółzależn<span class="_ _0"></span>ych<span class="ffc"> </span></span></div></div><div class="c xaf y570 w82 h20"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y570 w83 h20"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y571 w81 h1c"><div class="t m0 x21 h24 y572 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ls0">od jedno<span class="_ _0"></span>st<span class="_ _1"></span>ek sto<span class="_ _0"></span>warzyszonych<span class="_ _0"></span><span class="ffc"> </span></span></div></div><div class="c xaf y571 w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y571 w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y573 w81 h1f"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ls0">od in<span class="_ _0"></span>nych j<span class="_ _1"></span>edno<span class="_ _0"></span>stek<span class="ffc"> </span></span></div></div><div class="c xaf y573 w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y573 w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y574 w81 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c xaf y574 w82 h1f"><div class="t m0 x4e h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ls0"> </span></div></div><div class="c xb0 y574 w83 h1f"><div class="t m0 x20 h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">6<span class="ffc"> </span></div></div><div class="c x1 y575 w81 h28"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ff6">sprzeda<span class="_ _0"></span>ż materiałów<span class="ffc"> </span></span></div></div><div class="c xaf y575 w82 h28"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y575 w83 h28"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y576 w81 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych,w t<span class="_ _0"></span>ym:<span class="ff3"> </span></span></div></div><div class="c xaf y576 w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y576 w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y577 w81 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span> zal<span class="_ _0"></span>eżnych<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xaf y577 w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y577 w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y397 w81 h1c"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ff6 ls0">od jedno<span class="_ _0"></span>st<span class="_ _1"></span>ki domin<span class="_ _0"></span>ującej<span class="ffc"> </span></span></div></div><div class="c xaf y397 w82 h1c"><div class="t m0 x21 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y397 w83 h1c"><div class="t m0 x21 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y578 w81 h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale,w t<span class="_ _0"></span>ym:<span class="ff3"> </span></div></div><div class="c xaf y578 w82 h1e"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y578 w83 h1e"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y579 w81 h1f"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ff6 ls0">jednostek wsp<span class="_ _0"></span>ółzależn<span class="_ _0"></span>ych<span class="ffc"> </span></span></div></div><div class="c xaf y579 w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y579 w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y12e w81 h1f"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ls0">od jedno<span class="_ _0"></span>st<span class="_ _1"></span>ek sto<span class="_ _0"></span>warzyszonych<span class="_ _0"></span><span class="ffc"> </span></span></div></div><div class="c xaf y12e w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y12e w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y57a w81 h1c"><div class="t m0 x21 h24 y445 ff7 fs5 fc0 sc0 ls1c ws0">--<span class="ls0">od in<span class="_ _0"></span>nych j<span class="_ _1"></span>edno<span class="_ _0"></span>stek<span class="ffc"> </span></span></div></div><div class="c xaf y57a w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y57a w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y57b w81 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c xaf y57b w82 h20"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xb0 y57b w83 h20"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y57c w81 h1c"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">od po<span class="_ _0"></span>zostałyc<span class="_ _0"></span>h jed<span class="_ _0"></span>noste<span class="_ _0"></span>k<span class="ff3"> </span></div></div><div class="c xaf y57c w82 h1c"><div class="t m0 x4e h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">89<span class="ff3 ls0"> </span></div></div><div class="c xb0 y57c w83 h1c"><div class="t m0 x20 h24 y572 ffa fs5 fc0 sc0 ls0 ws0">6<span class="ffc"> </span></div></div><div class="c x1 y57d w81 h1f"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych,w t<span class="_ _0"></span>ym:<span class="ff2"> </span></span></div></div><div class="c xaf y57d w82 h1f"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y57d w83 h1f"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y29d w81 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span> zal<span class="_ _0"></span>eżnych<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xaf y29d w82 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y29d w83 h1f"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x40 y19 w84 h64" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">57<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w81 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od jedn<span class="_ _0"></span>ostki do<span class="_ _0"></span>minuj<span class="_ _0"></span>ącej<span class="ff2"> </span></span></div></div><div class="c xaf y419 w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y419 w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y4b2 w81 h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale,w t<span class="_ _0"></span>ym:<span class="ff2"> </span></div></div><div class="c xaf y4b2 w82 h25"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y4b2 w83 h25"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y4b3 w81 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">jednos<span class="_ _0"></span>tek w<span class="_ _0"></span>spółzależ<span class="_ _0"></span>nych<span class="ff2"> </span></span></div></div><div class="c xaf y4b3 w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y4b3 w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y343 w81 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0">od jedn<span class="_ _0"></span>oste<span class="_ _0"></span>k<span class="_ _1"></span> sto<span class="_ _0"></span>warzyszo<span class="_ _0"></span>nych<span class="ff2"> </span></span></div></div><div class="c xaf y343 w82 h20"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y343 w83 h20"><div class="t m0 x2b h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y41c w81 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0">od inn<span class="_ _0"></span>ych je<span class="_ _0"></span>dnostek<span class="ff2"> </span></span></div></div><div class="c xaf y41c w82 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xb0 y41c w83 h1c"><div class="t m0 x2b h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y41d w81 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff2"> </span></span></div></div><div class="c xaf y41d w82 h1f"><div class="t m0 x4e h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ff2 ls0"> </span></div></div><div class="c xb0 y41d w83 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y430 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y404 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y405 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 20.2 </div></div><div class="c x1 y57e w1e h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">20.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="_ _0"></span><span class="fc2 sc0">H</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">Y </span><span class="_ _0"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">ET</span><span class="fc2 sc0">TO</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">TO</span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">(STR<span class="_ _0"></span>UKTUR<span class="_ _0"></span>A<span class="_ _1"></span> TE<span class="_ _0"></span>RYTO<span class="_ _0"></span>RIALN<span class="_ _0"></span>A)<span class="ff3"> </span></div></div><div class="c x3b y57e w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y57e w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y57f w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">a)kraj<span class="_ _0"></span> </div></div><div class="c x3b y57f w1f h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ls0"> </span></div></div><div class="c x55 y57f w20 h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1 y25d w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c x3b y25d w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y25d w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 ya w1e h1e"><div class="t m0 x21 h1a y1cb ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c x3b ya w1f h1e"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 ya w20 h1e"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y492 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c x3b y492 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ls0"> </span></div></div><div class="c x55 y492 w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1 y2ad w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">b)ek<span class="_ _0"></span>sp<span class="_ _1"></span>or<span class="_ _0"></span>t, WDT<span class="_ _0"></span> </div></div><div class="c x3b y2ad w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y2ad w20 h1c"><div class="t m0 x2e h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">3<span class="ffc"> </span></div></div><div class="c x1 y580 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c x3b y580 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y580 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1e9 w1e h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c x3b y1e9 w1f h1e"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y1e9 w20 h1e"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y581 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c x3b y581 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y581 w20 h1f"><div class="t m0 x2e h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">3<span class="ffc"> </span></div></div><div class="c x1 y582 w1e h1c"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">Przych<span class="_ _0"></span>ody n<span class="_ _0"></span>etto z<span class="_ _0"></span>e sprze<span class="_ _0"></span>daży t<span class="_ _0"></span>owarów<span class="_ _0"></span>, raz<span class="_ _0"></span>em<span class="ff3"> </span></div></div><div class="c x3b y582 w1f h1c"><div class="t m0 x56 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">89<span class="ls0"> </span></div></div><div class="c x55 y582 w20 h1c"><div class="t m0 x2e h65 y445 ffa fs5 fc0 sc0 ls0 ws0">6<span class="ffe"> </span></div></div><div class="c x1 y583 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff2"> </span></span></div></div><div class="c x3b y583 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x55 y583 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y584 w1e h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff2"> </span></div></div><div class="c x3b y584 w1f h1e"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x55 y584 w20 h1e"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x1 y585 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff2"> </span></span></div></div><div class="c x3b y585 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">89<span class="ff2 ls0"> </span></div></div><div class="c x55 y585 w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">6<span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y586 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y3e0 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 21<span class="fs6"> </span></div></div><div class="c x1 y587 w1e h30"><div class="t m0 x21 h1a y1d8 ff4 fs4 fc0 sc0 ls0 ws0">21. K<span class="_ _0"></span>OSZTY <span class="_ _0"></span>WEDŁU<span class="_ _0"></span>G RO<span class="_ _0"></span>DZAJ<span class="_ _0"></span>U<span class="ff3"> </span></div></div><div class="c x3b y587 w1f h30"><div class="t m0 x17 h1a y2fe ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y587 w20 h30"><div class="t m0 x17 h1a y2fe ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y175 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">a) am<span class="_ _0"></span>ortyza<span class="_ _0"></span>cja </div></div><div class="c x3b y175 w1f h1f"><div class="t m0 x57 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 713<span class="_ _0"></span> </div></div><div class="c x55 y175 w20 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 864 </div></div><div class="c x1 y1b8 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">b) zuż<span class="_ _0"></span>ycie m<span class="_ _0"></span>ateriałó<span class="_ _0"></span>w i en<span class="_ _0"></span>ergii<span class="ff3"> </span></div></div><div class="c x3b y1b8 w1f h1c"><div class="t m0 x6f h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">19 613<span class="_ _14"></span> </div></div><div class="c x55 y1b8 w20 h1c"><div class="t m0 x7a h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">20 631<span class="_ _0"></span> </div></div><div class="c x1 y588 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">c) usł<span class="_ _0"></span>ugi obc<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x3b y588 w1f h1f"><div class="t m0 x57 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 289<span class="_ _0"></span> </div></div><div class="c x55 y588 w20 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">6 929 </div></div><div class="c x1 y589 w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">d) po<span class="_ _0"></span>d<span class="_ _1"></span>atki <span class="_ _0"></span>i opłat<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x3b y589 w1f h20"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">581<span class="ls0"> </span></div></div><div class="c x55 y589 w20 h20"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">524<span class="ls0"> </span></div></div><div class="c x1 y17 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">e) w<span class="_ _0"></span>ynagrodz<span class="_ _0"></span>enia </div></div><div class="c x3b y17 w1f h1c"><div class="t m0 x6f h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">10 344<span class="_ _14"></span> </div></div><div class="c x55 y17 w20 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">9 815 </div></div><div class="c x1 y58a w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">f) ubez<span class="_ _0"></span>piecz<span class="_ _0"></span>e<span class="_ _1"></span>nia <span class="_ _0"></span>społ<span class="_ _0"></span>e<span class="_ _1"></span>czne i<span class="_ _0"></span> inn<span class="_ _0"></span>e świadcze<span class="_ _0"></span>nia<span class="ff3"> </span></div></div><div class="c x3b y58a w1f h1f"><div class="t m0 x57 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 503<span class="_ _0"></span> </div></div><div class="c x55 y58a w20 h1f"><div class="t m0 x28 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 241 </div></div><div class="c x1 y58b w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">g) po<span class="_ _0"></span>zostałe <span class="_ _0"></span>koszt<span class="_ _0"></span>y<span class="_ _1"></span> rod<span class="_ _0"></span>zajow<span class="_ _0"></span>e (z tytuł<span class="_ _0"></span>u)<span class="ff3"> </span></div></div><div class="c x3b y58b w1f h1c"><div class="t m0 x57 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">1 332<span class="_ _0"></span> </div></div><div class="c x55 y58b w20 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">1 577 </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x40 y19 w5 h66" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">58<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-deleg<span class="_ _0"></span>acje, u<span class="_ _0"></span>bezpie<span class="_ _0"></span>czenie<span class="_ _0"></span>, repreze<span class="_ _0"></span>ntacja i <span class="_ _0"></span>rekla<span class="_ _0"></span>ma<span class="_ _1"></span> </div></div><div class="c x3b y419 w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">889<span class="ls0"> </span></div></div><div class="c x55 y419 w20 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">1 577 </div></div><div class="c x1 y41a w1e h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Koszty <span class="_ _0"></span>we<span class="_ _0"></span>dług ro<span class="_ _0"></span>dzaju, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x3b y41a w1f h1f"><div class="t m0 x4e h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">45 3<span class="_ _0"></span>74<span class="ff3"> </span></div></div><div class="c x55 y41a w20 h1f"><div class="t m0 x74 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">44 5<span class="_ _0"></span>81<span class="ff3"> </span></div></div><div class="c x1 y4b3 w1e h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Zmi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">nu </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ów</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">u</span><span class="fc2 sc0">k</span><span class="fc2 sc0">tó</span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">ozl</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">ń </span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">międz<span class="_ _0"></span>yokresow<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x3b y4b3 w1f h1d"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">13<span class="ls0"> </span></div></div><div class="c x55 y4b3 w20 h1d"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">951<span class="ls0"> </span></div></div><div class="c x1 y343 w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Koszt w<span class="_ _0"></span>ytworz<span class="_ _0"></span>enia <span class="_ _0"></span>p<span class="_ _1"></span>ro<span class="_ _0"></span>duktów <span class="_ _0"></span>na wła<span class="_ _0"></span>sne potr<span class="_ _0"></span>zeby je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i<span class="ff3"> </span></div></div><div class="c x3b y343 w1f h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y343 w20 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y58c w1e h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">U</span><span class="fc2 sc0">z</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nie</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ów</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">j</span><span class="fc2 sc0">ow</span><span class="_ _14"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">m</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">kalkulac<span class="_ _14"></span>y<span class="_ _1"></span>jn<span class="_ _0"></span>ym<span class="ff3"> </span></div></div><div class="c x3b y58c w1f h1d"><div class="t m0 x24 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 y58c w20 h1d"><div class="t m0 x24 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y56a w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Koszt<span class="_ _0"></span>y<span class="_ _1"></span> s<span class="_ _0"></span>p<span class="_ _1"></span>rz<span class="_ _0"></span>edaży<span class="ff3"> </span></div></div><div class="c x3b y56a w1f h1f"><div class="t m0 x6f h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">12 736<span class="_ _14"></span> </div></div><div class="c x55 y56a w20 h1f"><div class="t m0 x7a h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">11 601<span class="_ _0"></span> </div></div><div class="c x1 y404 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">Koszt<span class="_ _0"></span>y<span class="_ _1"></span> o<span class="_ _0"></span>gólnego <span class="_ _0"></span>zarzą<span class="_ _0"></span>du<span class="ff3"> </span></div></div><div class="c x3b y404 w1f h1c"><div class="t m0 x57 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">8 767<span class="_ _0"></span> </div></div><div class="c x55 y404 w20 h1c"><div class="t m0 x28 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">8 540 </div></div><div class="c x1 y4f9 w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Koszt w<span class="_ _0"></span>ytworz<span class="_ _0"></span>enia <span class="_ _0"></span>sp<span class="_ _1"></span>rze<span class="_ _0"></span>dan<span class="_ _0"></span>yc<span class="_ _1"></span>h <span class="_ _0"></span>produ<span class="_ _0"></span>k<span class="_ _1"></span>tów<span class="ff3"> </span></div></div><div class="c x3b y4f9 w1f h20"><div class="t m0 x6f h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">23 858<span class="_ _14"></span> </div></div><div class="c x55 y4f9 w20 h20"><div class="t m0 x7a h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">23 489<span class="_ _0"></span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y38b ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y58d ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 22<span class="fc3"> </span></div></div><div class="c x1 y58e w1e h1d"><div class="t m0 x21 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">22. INN<span class="_ _0"></span>E PRZ<span class="_ _0"></span>YCHO<span class="_ _0"></span>DY OP<span class="_ _0"></span>ERACY<span class="_ _0"></span>JNE<span class="ff3"> </span></div></div><div class="c x3b y58e w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y58e w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y1e4 w1e h28"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">a) ro<span class="_ _0"></span>z<span class="_ _1"></span>wią<span class="_ _0"></span>zane<span class="_ _0"></span> rezerw<span class="_ _0"></span>y (z tyt<span class="_ _0"></span>ułu)<span class="ff3"> </span></div></div><div class="c x3b y1e4 w1f h28"><div class="t m0 x20 h24 y445 ffa fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x55 y1e4 w20 h28"><div class="t m0 x2e h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y58f w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-na s<span class="_ _0"></span>prawy <span class="_ _0"></span>pracowni<span class="_ _0"></span>cze </div></div><div class="c x3b y58f w1f h1f"><div class="t m0 x20 h24 y445 ff7 fs5 fc0 sc0 ls0 ws0">-<span class="ffc"> </span></div></div><div class="c x55 y58f w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y590 w1e h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">b )poz<span class="_ _0"></span>ostałe<span class="_ _0"></span>, w t<span class="_ _0"></span>ym:<span class="ff3"> </span></div></div><div class="c x3b y590 w1f h1f"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">152<span class="ff3 ls0"> </span></div></div><div class="c x55 y590 w20 h1f"><div class="t m0 x22 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">122<span class="ff3 ls0"> </span></div></div><div class="c x1 y3ee w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-odszk<span class="_ _0"></span>odowa<span class="_ _0"></span>nia </div></div><div class="c x3b y3ee w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3ee w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y570 w1e h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">pozost<span class="_ _0"></span>ała spr<span class="_ _0"></span>zedaż<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y570 w1f h20"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x55 y570 w20 h20"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x1 y571 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">pozost<span class="_ _0"></span>ałe prz<span class="_ _0"></span>ycho<span class="_ _0"></span>dy zw. <span class="_ _0"></span>z rozlicz<span class="_ _0"></span>eniem <span class="_ _0"></span>konkur<span class="_ _0"></span>sów<span class="ff3"> </span></span></div></div><div class="c x3b y571 w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y571 w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y573 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">pozost<span class="_ _0"></span>ałe prz<span class="_ _0"></span>ycho<span class="_ _0"></span>dy różnic<span class="_ _0"></span>e rem<span class="_ _0"></span>anento<span class="_ _0"></span>we zapas<span class="_ _0"></span>y<span class="ff3"> </span></span></div></div><div class="c x3b y573 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">90<span class="ls0"> </span></div></div><div class="c x55 y573 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">60<span class="ls0"> </span></div></div><div class="c x1 y574 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-uzna<span class="_ _0"></span>nie rekla<span class="_ _0"></span>macji<span class="_ _0"></span> </div></div><div class="c x3b y574 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">38<span class="ls0"> </span></div></div><div class="c x55 y574 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">28<span class="ls0"> </span></div></div><div class="c x1 y575 w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">pozost<span class="_ _0"></span>ałe prz<span class="_ _0"></span>ycho<span class="_ _0"></span>dy opera<span class="_ _0"></span>cyjne<span class="ff3"> </span></span></div></div><div class="c x3b y575 w1f h28"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x55 y575 w20 h28"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">27<span class="ls0"> </span></div></div><div class="c x1 y576 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-Odsz<span class="_ _0"></span>kodow<span class="_ _0"></span>anie z tyt<span class="_ _0"></span>.dost<span class="_ _0"></span>arczeni<span class="_ _0"></span>a wadliwe<span class="_ _0"></span>go surow<span class="_ _0"></span>ca </div></div><div class="c x3b y576 w1f h1f"><div class="t m0 x56 h1a y1cf ff9 fs4 fc0 sc0 ls8 ws0">79<span class="ff3 ls0"> </span></div></div><div class="c x55 y576 w20 h1f"><div class="t m0 x57 h24 y445 fff fs5 fc0 sc0 ls0 ws0">1 445<span class="ffc"> </span></div></div><div class="c x1 y577 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">Utwor<span class="_ _0"></span>zenie re<span class="_ _0"></span>zerw<span class="_ _0"></span>y na zobo<span class="_ _0"></span>wiązani<span class="_ _0"></span>a z tyt<span class="_ _0"></span>.dost<span class="_ _0"></span>aw towarów<span class="ff3"> </span></span></div></div><div class="c x3b y577 w1f h1f"><div class="t m0 x21 h1a y218 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 y577 w20 h1f"><div class="t m0 x72 h1a y1cf ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">722</span><span class="ff3"> </span></div></div><div class="c x1 y397 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">Odpis <span class="_ _0"></span>aktuali<span class="_ _0"></span>zujący nal<span class="_ _0"></span>eżnoś<span class="_ _0"></span>ć<span class="ff3"> </span></span></div></div><div class="c x3b y397 w1f h1c"><div class="t m0 x54 h1a y73 ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">79</span><span class="ff3"> </span></div></div><div class="c x55 y397 w20 h1c"><div class="t m0 x72 h1a y73 ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">723</span><span class="ff3"> </span></div></div><div class="c x1 y591 w1e h20"><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>przycho<span class="_ _0"></span>dy o<span class="_ _0"></span>p<span class="_ _1"></span>erac<span class="_ _0"></span>yjne<span class="_ _0"></span>, razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y591 w1f h20"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">152<span class="ff3 ls0"> </span></div></div><div class="c x55 y591 w20 h20"><div class="t m0 x22 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">122<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y592 ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y593 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 ycf ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 23<span class="fs6"> </span></div></div><div class="c x1 y594 w1e h1d"><div class="t m0 x21 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">23. INN<span class="_ _0"></span>E KO<span class="_ _0"></span>SZTY O<span class="_ _0"></span>PERA<span class="_ _0"></span>CYJNE<span class="ff3"> </span></div></div><div class="c x3b y594 w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y594 w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y1fc w1e h28"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">a) utw<span class="_ _0"></span>orzone <span class="_ _0"></span>rezerw<span class="_ _0"></span>y (z t<span class="_ _0"></span>ytułu<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x3b y1fc w1f h28"><div class="t m0 x20 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x55 y1fc w20 h28"><div class="t m0 x2e h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y595 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">na spr<span class="_ _0"></span>awy s<span class="_ _0"></span>ądow<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x3b y595 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y595 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y33d w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- na spr<span class="_ _0"></span>awy <span class="_ _0"></span>pracownic<span class="_ _0"></span>ze </div></div><div class="c x3b y33d w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y33d w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y596 w1e h1c"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">b) poz<span class="_ _0"></span>ostałe<span class="_ _0"></span>, w t<span class="_ _0"></span>ym:<span class="ff3"> </span></div></div><div class="c x3b y596 w1f h1c"><div class="t m0 x79 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">317<span class="ff3 ls0"> </span></div></div><div class="c x55 y596 w20 h1c"><div class="t m0 x22 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">626<span class="ff3 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x40 y19 w5 h15" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1b ws0">59<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-daro<span class="_ _0"></span>wizny </div></div><div class="c x3b y419 w1f h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x55 y419 w20 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y41a w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">koszt<span class="_ _0"></span>y sądo<span class="_ _0"></span>we<span class="ff3"> </span></span></div></div><div class="c x3b y41a w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">1 </div></div><div class="c x55 y41a w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y41b w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">strat<span class="_ _0"></span>y<span class="_ _1"></span> w <span class="_ _0"></span>mająt<span class="_ _0"></span>ku obroto<span class="_ _0"></span>wym r<span class="_ _0"></span>óżnic<span class="_ _0"></span>e reman<span class="_ _0"></span>entow<span class="_ _0"></span>e zap<span class="_ _0"></span>asy<span class="ff3"> </span></span></div></div><div class="c x3b y41b w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">172<span class="ls0"> </span></div></div><div class="c x55 y41b w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">82<span class="ls0"> </span></div></div><div class="c x1 y3bd w1e h28"><div class="t m0 x21 h1a y3ec ff3 fs4 fc0 sc0 ls0 ws0">-utyliza<span class="_ _0"></span>cje </div></div><div class="c x3b y3bd w1f h28"><div class="t m0 x56 h1a y3ec ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x55 y3bd w20 h28"><div class="t m0 x26 h1a y3ec ff3 fs4 fc0 sc0 ls8 ws0">408<span class="ls0"> </span></div></div><div class="c x1 y1c0 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-odszk<span class="_ _0"></span>odowa<span class="_ _0"></span>nia, kar<span class="_ _0"></span>y </div></div><div class="c x3b y1c0 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">30<span class="ls0"> </span></div></div><div class="c x55 y1c0 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y45d w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">pozost<span class="_ _0"></span>ałe<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x3b y45d w1f h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">64<span class="ls0"> </span></div></div><div class="c x55 y45d w20 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">85<span class="ls0"> </span></div></div><div class="c x1 y161 w1e h1f"><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>koszty<span class="_ _0"></span> operac<span class="_ _0"></span>yjne, ra<span class="_ _0"></span>zem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y161 w1f h1f"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">317<span class="ff3 ls0"> </span></div></div><div class="c x55 y161 w20 h1f"><div class="t m0 x22 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">626<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y597 ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 y1f5 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 24<span class="fs6"> </span></div></div><div class="c x1 y598 w1e h25"><div class="t m0 x21 h1a y1d8 ff4 fs4 fc0 sc0 ls0 ws0">24. P<span class="_ _0"></span>RZYCH<span class="_ _0"></span>ODY <span class="_ _0"></span>F<span class="_ _1"></span>INA<span class="_ _0"></span>NSO<span class="_ _0"></span>WE Z TY<span class="_ _0"></span>TUŁU O<span class="_ _0"></span>DSET<span class="_ _0"></span>EK<span class="ff3"> </span></div></div><div class="c x3b y598 w1f h25"><div class="t m0 x17 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y598 w20 h25"><div class="t m0 x17 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y370 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) z ty<span class="_ _0"></span>tułu ud<span class="_ _0"></span>zielonyc<span class="_ _0"></span>h poż<span class="_ _0"></span>yczek<span class="ff3"> </span></div></div><div class="c x3b y370 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y370 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y599 w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c x3b y599 w1f h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y599 w20 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y59a w1e h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c x3b y59a w1f h25"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y59a w20 h25"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y40a w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c x3b y40a w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y40a w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3c6 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">b)pozo<span class="_ _0"></span>stałe o<span class="_ _0"></span>dsetki<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y3c6 w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x55 y3c6 w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y59b w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od je<span class="_ _0"></span>d<span class="_ _1"></span>n<span class="_ _0"></span>ostek po<span class="_ _0"></span>wiązan<span class="_ _0"></span>ych<span class="ff3"> </span></span></div></div><div class="c x3b y59b w1f h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y59b w20 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y59c w1e h25"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">ozo</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="fc2 sc0">te</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale<span class="ff3"> </span></div></div><div class="c x3b y59c w1f h25"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y59c w20 h25"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y220 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">od p<span class="_ _0"></span>ozostały<span class="_ _0"></span>ch jed<span class="_ _0"></span>nostek<span class="ff3"> </span></span></div></div><div class="c x3b y220 w1f h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x55 y220 w20 h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y59d w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od wspól<span class="_ _0"></span>nika j<span class="_ _0"></span>edno<span class="_ _0"></span>stki współz<span class="_ _0"></span>ależne<span class="_ _0"></span>j<span class="ff3"> </span></span></div></div><div class="c x3b y59d w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y59d w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y59e w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ff5 ls0">od zn<span class="_ _0"></span>aczące<span class="_ _0"></span>go inwest<span class="_ _0"></span>ora<span class="ff3"> </span></span></div></div><div class="c x3b y59e w1f h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y59e w20 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1ef w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0">od inn<span class="_ _0"></span>ych je<span class="_ _0"></span>dnostek </span></div></div><div class="c x3b y1ef w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x55 y1ef w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y59f w1e h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Przych<span class="_ _0"></span>ody f<span class="_ _0"></span>inansowe<span class="_ _0"></span> z t<span class="_ _0"></span>ytułu od<span class="_ _0"></span>sete<span class="_ _0"></span>k, razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y59f w1f h1f"><div class="t m0 x2e h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">5<span class="ff3"> </span></div></div><div class="c x55 y59f w20 h1f"><div class="t m0 xa8 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">8<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h50 y26b ff3 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5a0 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 25 </div></div><div class="c x1 y5a1 w1e h1d"><div class="t m0 x21 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">25. INN<span class="_ _0"></span>E PRZ<span class="_ _0"></span>YCHO<span class="_ _0"></span>DY F<span class="_ _0"></span>INANSO<span class="_ _0"></span>WE<span class="ff3"> </span></div></div><div class="c x3b y5a1 w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y5a1 w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y5a2 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) do<span class="_ _0"></span>datnie ró<span class="_ _0"></span>żnice k<span class="_ _0"></span>ursowe<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y5a2 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5a2 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5a3 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">b) rozwią<span class="_ _0"></span>zane r<span class="_ _0"></span>ezerw<span class="_ _0"></span>y (z t<span class="_ _0"></span>ytułu)<span class="ff3"> </span></div></div><div class="c x3b y5a3 w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5a3 w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5a4 w1e h20"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">c) poz<span class="_ _0"></span>ostałe, w <span class="_ _0"></span>tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y5a4 w1f h20"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">247<span class="ls0"> </span></div></div><div class="c x55 y5a4 w20 h20"><div class="t m0 x20 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5a5 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-odset<span class="_ _0"></span>ki nalicz<span class="_ _0"></span>one w l<span class="_ _0"></span>atach <span class="_ _0"></span>poprz<span class="_ _0"></span>enich </div></div><div class="c x3b y5a5 w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">247<span class="ls0"> </span></div></div><div class="c x55 y5a5 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yf4 w1e h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="fc2 sc0">t.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="_ _1"></span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">wani</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t.</span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">r</span><span class="fc2 sc0">c</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">we</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">surow<span class="_ _0"></span>ca </div></div><div class="c x3b yf4 w1f h1d"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">44<span class="ls0"> </span></div></div><div class="c x55 yf4 w20 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y33e w1e h28"><div class="t m0 x21 h1a y5a6 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">odpi<span class="_ _0"></span>s aktuali<span class="_ _0"></span>zując<span class="_ _0"></span>y<span class="_ _1"></span> nal<span class="_ _0"></span>eżność<span class="ff3"> </span></span></div></div><div class="c x3b y33e w1f h28"><div class="t m0 x54 h1a y5a6 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">44</span> </div></div><div class="c x55 y33e w20 h28"><div class="t m0 x20 h1a y5a6 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x40 y19 w5 h9" alt="" 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gPAYXjqqae6d+8e/26w9PT0Hj16RMeYj1DlypWHDx/eunXr+Be4s7Ky/vznP0dt/eME3/3331+lSpX4cGnbtu3w4cPDDOJnNKhOO+20YcOGNWjQIH7hSSed9OKLLxY9F8fROahq1qx5zjnn7P9WyGbNmv3zn//8yds64ug1AByGvLy8xYsX79ixo0KFCvXq1fshTiDetm1bbm5uXl5e5cqV69at+5PMhBCLxZYsWbJ58+a0tLQ6depUqFChVFYbTYuRmppqqr4fc1CtXbs2PP5do0aN0npH4081qMIJQzZs2JCXl5eRkVG7du2j5z9+4dFreQ0AAKWW104OAQCAUiOvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAASiQhFov9/18lJNgdAABQMmFX/7+8BgAAjpCTQwAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXtsFAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGn62+vTpU7Fixccff9yuAID/xrw+5ZRTrrnmmujbDh06dOjQwR6Pd8UVVzRr1qxUVtW2bdtOnTqV4AffeuutESNGlOIDfRS6+OKLzz777J92G6ZMmZKTkzNq1KgSr2HTpk2DBg1q3LjxHXfc8YNu6j333JOTk7Nly5af/IGbMmXKiBEjjoYt+RHMnz9/xIgR8+fPL/EabrjhhkaNGnleBfhPzuvFixevXr06+jY3Nzc3N/c/cidu3bq1SZMmDz300OH+4KpVq5YsWVIq25Cbm7t8+fIS/GDPnj0vu+yyUnygj8JdvWLFiqVLl/60g2Tnzp2LFy/etm3bwa4wefLkJk2aTJgw4WBXGDBgQGpq6vDhw5OSkn7QTV2/fv3ixYv37dv3k/9mPfLII5dddtnixYvDb7t163bhhReW+q3069evSZMm69ev/2nv7Ntvv33ZZZe9/fbbJV7D6tWro30FwE8o2S44cvn5+V999dVpp532c9z4J554YufOnXb10fCftK+++mrz5s0Hu0KjRo3efffdWrVq/ff8Zt1xxx3dunWrW7du+O28efN2795d6reycuXKr776Ki8v76e9sx07dqxSpUrz5s09owLI68J/qNatW3fcccdlZWUd8sq7d+9eu3bttm3bKleufNxxxxX/VgoKCubNm7dnz55GjRqlpqYecDPWrFmTlZVVu3btw70LW7ZsWbJkSXp6+oknnpiYWPjofiwWW7JkyZ49e2rXrl22bNlDrm3fvn3r1q3buHFjRkZGnTp1kpNLYYfv2rVr+fLlZcqUqV27dkJCwv5XmD9//t69exs0aJCSknLItV188cX7L9y0adPSpUvDnXDAY6XFfKCL2JI9e/bMnz+/oKDghBNOyMjI2P9nt23btnz58sqVKx977LEHvJsl2Oyfry1btuTk5KSnpxcUFOw/LH+4sbR69ep169bl5OSUL1++mL+bCxYs2LFjR+3atQ82NsKH6bjjjsvOzg6X7N2799tvvy1Xrly9evXiN6Nt27bFvCPff/99OJwaNGhwsF/MvLy8b7/9NjMzs06dOsUcUQeTm5u7YcOGnJycihUrltZzSKNGjfY/tWPjxo3r1q1LSEioU6fOAX9Ntm7dumjRoipVqhzwua7Ez7EAHJFYKVm6dOm5554brbZVq1YpKSkdOnSIrtCgQYMGDRpE355++unxf3hq1qz58ssvF30TTZs2bdGixahRo6K/E1WqVBk/fnz8debMmdOiRYtotU2bNp05c2Z40b333pt5IF9++WV4ha1bt15++eVRllWrVm348OHxKx86dGj16tWjlZ9wwgmvvfbal19+WaFChSAIUlNTo3Vu3bo1FovdfvvtZcqUia5fvnz5u+66Kz8/P1ph69atMzMzY7HYsmXLqlev3rp160J3edCgQZmZme+991747Zo1a377299G/6PIzs6+8847CwoKYrFY/fr1GzVqNHr06JycnPDSSpUqvfXWW0Xvz3BrGzZsGC1ctWpVly5dooematWqhR6XQz7Q4cNUxJYUFBT8+c9/LleuXHhpenp6nz594nfLihUrfvnLX0bbkJGR0bVr1x07dhSxq4ve7DPOOKNGjRrRt3v37r3kkksqVapU6PEt2i233JKZmZmbmxstOeuss5o1axa/ZzIzMx944IED/vi7774bBMFzzz0XLZkyZUp2dvY555yzbdu2p556KoynjIyM8H61atWqOMNy1apVmZmZd91117fffnvZZZcde+yxWVlZbdq0ycrK2rRpU/wGzJo1KzMz89577z3kWLr22muDIJg8eXLr1q3DS5OSkg52v+INGzasWrVq4Y8kJCT88pe/3LBhQ3jRyJEjMzMzn3/++ei+JCYm3nzzzfn5+Y899ljlypWj36lvv/02WuEdd9yRmZm5bt26WCxWo0aNxMTExMTE6KF/5513YrHYnj177rzzzvT09HANaWlp8b9l4f65/fbbH3744SiFGzZsOG/evPAK0U6oUKFCuNo+ffoUMQAmT54cPcOkpqY+/PDD8dcp2XNIeNGYMWMyMzPHjBkTfjtixIj4dk9OTv71r3+9fv36aFXff//99ddfH/2PvX79+scdd1xaWtqRPMcCUCpKJ6+3bNlSp06dxMTEm2666Z///OfTTz99ySWXJCQkFJHXzZo1u/XWW5977rkxY8Y88cQT9erVC4Lg008/LeJW6tevn5CQkJaWdv311w8ZMuT2229PTU0tU6bMkiVLoj+lVapUKV++/GOPPTZp0qSnnnrqmGOOKV++/MKFC2Ox2IcffvhYnPvuuy8pKalatWobN26MxWL5+fmtWrVKSEi49dZbJ0yY8Morr5xyyilBEIwYMSJc+euvvx6+gPvGG29MmjTpiSeeaN68+bXXXrtmzZr77rsvCILmzZv/7X/t3r07Fotdc801V1xxxaBBg8aMGfP888+HsfLXv/61UF4/+OCDffv2vfrqq4Mg+Pzzz+Mz9IQTTqhTp86+fftisdimTZvq1q2blJTUu3fvkSNHvvDCC127dk1ISNi7d2+4c5KTk5OSkrp37/7000/fd999ZcqUyczMLNRY8Z555pm//e1vNWrUiNJzy5Yt9erVy8rKGjJkyOeffz5+/Phwn7z//vvFf6APuSV9+/YN9+To0aPHjRvXrVu3IAhuuumm8NJ9+/b94he/qFChQv/+/SdPnjxq1KgbbrihXLlyK1asONiuPuRmx+d1fn7+pZdempCQ8Oyzzx7WIH/llVeCIHjllVfCbxctWhRWy+zZs8Mlw4cPD4Lg3XffLU5eT5s2rXz58k2aNAmH3/Tp06+44oogCH7729+G9+uFF14ozrBcsWJFEAQNGjRIS0urU6dO+/btmzdvPnDgwCAIHnvssfgNuP766xMSEsLfhaLHUpjXycnJrVu3fvLJJ/v37x8eGY325wENGDAgfDFk4sSJ06dP79evX5kyZaL/Mb788svhOhs1atSvX7/BgweffPLJYV+mp6f37t176NChN9xwQxAEbdq0idZ54403BkGwZs2aWCz297//PTs7+5hjjoke+gULFsRisd/85jcpKSn33HPP1KlTP/zww+uvvz4Igvvvvz9+/yQnJ1esWPHOO+8cOnRojx49giA4++yzwyuMGjUqzOW+ffuGq508efIB72C4WxITEzt16jRw4MAHH3zw2GOPDYLg1VdfjYZWyZ5Dwktfe+21IAii2n766acvuOCCRx999PXXXx8+fHj4/NC+fftoe7p27RoEwQUXXPDss8/+4x//6NWrV2ZmZnxel+A5FoCjKK/vueeeIAiGDh0av7Bs2bJF5HUh06dPD4Lgf/7nf4rO62rVqi1atCha8sILLwRB8Pvf/z78tmfPnkEQTJo0KbrCZ599FgTBJZdcUmhVBQUFv/rVr1JSUj755JP4v3x//OMfo+t89913WVlZNWrUCJvjoosuCoJgx44d8etZvHhxLBbbsGFDEATRn8mD2bNnT8WKFU877bT4vA6C4MQTT1ywYMHMmTODIOjRo0d06cSJE4MgePTRR6MjeUEQhNUV+fjjj8P4rl+/fpUqVWbNmhVd9OSTTwZB8Oabbxa9VaeeemqUnnfffXdKSkp0OD8Wi23btu2YY47p1KlT8R/oordk1apVycnJrVq1Cg+Uhjp37hwEwZw5c2Kx2Ndff73/SFizZs3OnTsPtqsPudlRXu/bt+/KK69MSEh4/vnnD3eQr1mzJv6/AY888kj16tXLli173333hUt69eqVkpLy3XffHTKvP//888zMzKZNm8b/5yecVKTQ8cVDDsswH6tWrRp/lHT37t1Vq1atV69etJO3bNmSkZER7ZCix1LYkfErnDVrVhAEt91228F2Tnj6U7du3eIXPvzww0EQfPbZZ1Fe9+7dO9zs8HcnzOvwlygUzn4TPtaF8joWizVq1Kh+/frxNxG+E3Tw4MHxC88///wKFSrE75+WLVuGh8Djw3TLli3RAxcEwYoVK4oeAOFuiX+5bOHChUlJSaeeeuqRP4fsn9f769ixY0JCwvbt26Mnh8svvzz+Cp07d47P6xI8xwJQKg56EueGDRuu+7/+9a9/HezKY8aMyc7ODv/8FN+ePXumTp36j3/849FHH3311VfDEw2L/pFjjjmmfv360bdXXHFFWlralClTwm/ffvvt+vXrn3/++dEVmjdv3qxZs/HjxxeaBuHhhx8eN27ck08+2bJly+hnw3iKrlO2bNnu3buvWrVqxowZ4RkOYZHs3bs3uk54QKjoc29mz5792muvPfnkkw8++GBKSkp0H6dOnfr1119nZGRMnz79+OOPb9asWYsWLUaOHBm9uW3w4MHp6enRXh09enSNGjWuuuqq+PWfffbZ0eu/2dnZ4dGyUHh08LCmExkzZsypp55as2bNjf8rLy/v5JNPDtO/+A90EVvy3nvv5efn33jjjfEnv4YV9dZbbwVBEB3SZNIAACAASURBVL4gPmnSpPg5EKpVq3bAE0+LudnRY3HDDTcMHz582LBhhztWw21o1KhRNNjGjBlz8cUXd+7cefTo0eGSadOmnXHGGYc8I3/WrFnt27fPycl5//33o5MiDuaQwzJ0ySWXXH755dG3aWlp11133ZIlS957771wyYsvvrhr165bbrmlmGMpPFAafd24ceOEhIQixtK77767a9euyy+/fGOcU089NQiC+EehdevW0ckM9erVC8/5jv8lOuGEE8LSLf6ITUlJufDCC+Nv98wzz9y+fXv08kIQBE2aNIk/EbwEvxqR008/Pfo6Jyfn7LPP/vLLL8M3B/8QzyG5ubljx44dPHjwAw88EP4PIXx+GDNmTBAE4X93S/c5FoAjd9B32m3btm3YsGHxS5o0aRJ/0m28xYsXn3XWWYf1ZrJ+/fr169dv27ZtycnJ2dnZYWfEYrHD2vrU1NTq1auvXbs2CIL8/PwVK1a0a9eu0HXq1av3xRdfrFu3LnwlNwiCCRMmPPDAAz169AiPdoeWLl2amppao0aNQj8bBMGSJUvOPPPMO+64Y+zYsbfddtu999572mmnnXHGGZdffnnjxo2L2Lzx48ffeuutS5YsSUhIqFKlStWqVXfu3Blm4pdfftmxY8e0tLSUlJTwfOLw2N4VV1zxwgsv/M///M/y5cvfeeedq6++OtwzeXl5K1asOO+884r/trbwvWjFnw9h3759S5YsWbx4cdWqVQtdFJ1BXoIHutCWhBPkFUqKaD+HZ4j27NlzyJAhOTk5DRo0OO2009q1a3fJJZdEJ9eWYLNDvXr1GjZs2J///OfwdfYSOP/88wcOHLh58+Zdu3Z9/vnnjz/++Lp1615//fU5c+bUrVt39uzZh8ydb775pm/fvklJSZMmTQpjq2iHHJYH+8Gbbrrp0UcfHTx4cMeOHWOx2JAhQ44//vhw4vkSjKXExMSMjIwixtKCBQuCIPjNb35zwGeSg/1U2bJlCwoKCi0JgiC+Pou2YMGCvXv3HvBNe0Xc7uH+ahShTp06H3744fr16+vWrVu6zyHz58+/4YYbPv744/C88Ozs7O3bt0dPkuGB8wYNGvzQz7EAlMBB/77m5OQUOtDdu3fvg/VNfn5+Wlpa8W/1mWee6du371lnnTVjxozdu3evXLny008/LdkdyMvLC2elCP9s7D8hQLgk+qOyaNGi8MNcnn766firxWKxon+2YcOGc+fOfeKJJ1q3bv3tt9+Gc+U+//zzB9uwr7/+umvXrklJSRMmTNi5c+f69evnzJlz0kknhZcWFBRMnDix0EQB3bp1y87OfuaZZ8ITo/ft2xcdbgy34QedDSN8lM8777zP9zN16tSSPdAHvJX9H6ZCj9HgwYM/+OCDnj17ZmRkjBw5skePHs2bN//uu+9KttmhVatWvf766+XLlx86dGjJDlsGQdC2bdtYLPbJJ5+88cYb1apVa9myZefOncuWLTtq1KjPP/88Pz//kDNdDBgwoFy5chs3buzfv38xd9chh/QB1apVq0uXLu++++6yZcsmTZq0cOHC3r17x/9g6Y6lsJJHjBix/6NQ6Bh56SooKMjMzPz8QH7xi1/8CE+gYaNHT0Gl9RySl5fXvn37L774YujQoRs3bty2bduCBQu6d+8eXWHv3r1JSUlFzERUis+xAByuUpgnLikpqWrVqoeVLKNGjUpLSxs9enQRr/gXx/bt29euXduxY8fwL1z16tX3/5SWcIascAqwnTt3/vrXv05JSXnjjTcKHdqsVavW1KlTV69eHX/wKVxbnTp1wm+rVKly++2333777UEQTJs2rUuXLg888MB11113wNwZO3Zsfn7+M888c9555+2/5eHr5oWkpqZef/314Ykrzz///DnnnBO+ih0EQVpaWtWqVefPn3/AP+GlMxSSk2vUqLFmzZqDzSpdggf6gNkX7tj4CV4K7ecgCM4999zwpZJt27b16dPnmWeeGTFixAF39SE3O5SRkfHRRx+tW7euU6dO7dq1++STT/Y/2n1Ibdq0SU5OnjJlymeffXbRRRclJiamp6f/8pe/DMdzRkZGEYeTQ1ddddWzzz7btWvXhx9+uEqVKrfddlvR0VycYXkwvXv3Hjt27NNPPz1v3rxy5cqFb+n7gcZSuDEJCQk/6JTkCQkJhfZPnTp1Pv300/g5/kq22qCkh3Xnz59foUKFcDKQI3kOKbTa6dOnL1++/L777gvf7rm/atWq5eXlrV27Npqq5Qd6jgWgBEpnAt1WrVrNnz//iy++iJaEL9oW8SOF/rR/++23Jbjdxx57rKCgIJq5uVOnTosWLfrggw+iK8yYMWPmzJnt27cPD/NcffXVc+fOHTly5P6vJofvqRo6dGi0ZNeuXa+88kpWVlb4QQ+ffPJJ/AvZLVq0OOmkk8IXoCtVqpSamnrI7ly/fv0hT3y86aabkpOTr7322g0bNkSHrkOdO3devnz5yJEj4xd+8cUXpfhqb9euXefOnRu+xSreV199VeIHupAOHTokJiY+++yz8QvD3R4+BIU+YTEzMzOcWqSIXX3IzQ5/sFGjRuedd97w4cMXLVp0wQUXhC+1R1588cU+ffq8//77RWx8+fLlTz/99HHjxn3yySfhVgVBcPHFF3/77bcvvfRSq1atDjgLe6HflNTU1NGjR7do0eKOO+4I3/AXCgOx0F075LAsQtu2bU866aRnn332nXfeueqqq6JzkH6IsdSxY8fU1NS//e1vu3btil++efPmlStXltb4zM7OXrduXfxJHV27do3FYn/6058KXXPOnDnF/9TJA+754vjggw9mzpz5m9/8Jnwp4EieQw4pLy8v/mzyVq1aBUEQnk4d2rZt26pVq0r9ORaAkiiVN0hOmTIlISEhKysrfANNz549w8442MwhjzzySBAE7du3HzFixOuvv37dddeF+XvVVVcVPXNIampqjx49XnjhhRdffPHKK68MguDMM8+M5iJYsmRJhQoVKlasOHjw4GnTpg0bNiwrK6tMmTJff/11LBZ74okngiBo2bLl0/9XOL1XXl5es2bNEhMT//CHP0yZMuXNN98Mj8NFU0y0bNmyUaNGQ4YM+fe///3pp5/ef//9iYmJ11xzTTQHSGJi4t/+9rfx48c//vjju3btmjZtWkJCwvHHH//888+/+eabf/rTn8JzbWvXrl1oYr5CdzPstpo1a0b3K7R06dJKlSqlpKT07dt3/Pjxo0aNuuqqq5KSkqKJ+Ro1ahR//c8//zzYb3a2omcOWbt2bc2aNcP7NWrUqEmTJg0cOPCss84688wzi/9AH3JLwv82dO3a9b333ps8eXI4IV337t3DSydNmpSamnrjjTeOHz9+5syZb775ZrNmzdLS0sIZ5Q64qw+52YXmvX7mmWeCIGjduvX3338fzSQTvvUtnL2kCOHMgNnZ2eEkG7FYbNeuXeEc3v369SviBwtNzLdp06aGDRsmJye//fbb4ZKtW7dmZmYec8wxL7/88tixY8PpWQ45LMN3Afbq1euANzpo0KDw6OzcuXOLP5bC931GU1ZH88N07ty5iDsYzhNSr169p556auLEiaNHjw6nigtnKgz/IzFq1Kj4HznmmGPC820if/zjH4MgCH9h95855P777w+C4Morr5wwYcJzzz03e/bsffv2hW/BbNOmzUsvvTR58uSXXnrpoosuSkpKCh/cA+6fxx57LIibBDN803bz5s3Hjh372muvRY/IAWcOad++/eDBg1999dU+ffqkp6dXrlw5mgr9CJ9D4mcO2bFjR9WqVcuXL//II4+MGzduwIABJ554YviMvXTp0nAqmKysrOTk5LvuuuvVV1998MEHwwEczRxSsudYAI6iiflisdjzzz8fzZlQrVq1V155pYiJ+fbu3fu73/0uSvxf/OIXb775ZnHyukqVKtE795OSki699NJodq3QjBkzohMqgiBo0KDBlClTwovCWbH2F02FtmHDhgsvvDA63lOpUqX4GegGDBhQs2bN6KcyMjLuvPPOqM+++eab6Lzq5OTkbdu2hT8SnYKSlZU1cODAZs2aHTKvw7+yf/nLX/bfA3PmzGnTpk20hRUrVuzVq1f8x8qUIK+bNWsWn54rVqzo1q1b/IcsnnjiiUOGDCn+A33ILcnPz7/77rujc7hTUlJ69eq1Z8+e8NLc3NwOHTrEn1R66qmnfvjhh9HaDriri97sQnkdi8UeeuihIAguvPDCMCjD49yFUu+APvrooyAIbr755viFl156afC/M9AVM69jsdjKlStr1aqVnp7+0UcfhUtGjx4dvd+xefPmxRmWRed1OJlgu3btDmsslSyvY7HYsGHD4k9ZSU9P79at27Jly0orr7dv3x7O4RgKP1Zm9+7dd999d2ZmZrQ8KyurV69e4SfLFCevY7HYPffcEw25u+66q4i87tChQ3Ta+hlnnBFt6pE/hxSamO+DDz6I3o1dpkyZXr16hXsjzOtYLPbvf/87+qTGMmXK9O3bt3379lFel+w5FoBSkVCKpxbs2LFj9uzZGRkZjRs3Ls6nf69atWrp0qXVqlWLPt6vaDk5OWXKlPnmm282bdq0fv36Y489Nv5varyFCxeGH4oeHfIpvrVr1y5atCg9Pf3kk0/e/6O8c3Nz161bV7Fixdq1a+//Jr9Vq1bt3LmzVq1aUVVv3bp17ty5ZcuWDQ9VFmcDLr744rfffnvFihUHOzl48+bNubm5lSpVOu644478DWo5OTnJycnz5s2LX7hz585FixYVFBTUrl17/8njDveBPqDvvvtuzpw5BQUFDRs23P9x3LVr18KFC/Pz8w/2uev77+pDbnYR+vfv//vf/37s2LG/+tWvftpXk/Lz83NzcxMTE2vXrh0/s0fRw/JgBg8e3Lt377feeqtLly4/wlgKLVu2bP369VWqVKlVq1aJh0cRtmzZsnbt2urVq8d/qOG+ffsWLFjw3Xff1ahRo3r16iU4p/z777/Pzc3NzMyM/1TFeNddd92wYcM2bNiQnp6+cuXK6JTr0n0Oibdnz57wLJcTTzzxgB9Kn5+fP2vWrL179zZu3Dj6GNQjeY4FoFSUZl7/0KK8/g9+PJYuXXr88cd37979xRdf/OFuZd++fWFLzZkzp3Hjxl26dBk3btx/869Bp06d5s2bt2jRouLPVXf0KygoaNCgwb59+/7D7tdPJcrrKlWq2BsAFMEf3aPLk08+GT8f3w/kvffeO/74488555wzzzwzMTHx7rvv/m/e53v37v3444979er1H9ag48aNW7Ro0X/e/QKAo1zyz2hbO3bsWPyXxX+OCgoKtm/ffuuttx5w2r5SVK9evaZNm27cuPHiiy+++eabDzkHxX+2vLy8ESNGhB9Q/59kwYIF3bp1u+aaazzNlYrTTjtt69atRzjvOwD/DX5OJ4cAAMBRzqvGAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCv7QIAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgr+0CAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAP6/9u49TKt5UeD4mnszqSlNM6VUaiiN7KSQItulVNhtyqZycsul2sTenLLZ2Ns5IkcXulE2R1EqFVKP4iCXnVyjqy6mi+5qSukyM+/5Yz17Pe+ZahpjHLb9+fzDe1uz3rXWu95v613v7wWQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ38HwMGDKhWrdojjzxiUQDAv2Je/+pXv7r22mujix06dOjQoYMlHq9Hjx4tWrSokEmdd955nTp1KscDX3rppYkTJ1bgiv4Z6tat21lnnfXTzsO8efNyc3MnT55c7ils27bt8ccfb9as2W233fajzupdd92Vm5u7ffv2n3zFzZs3b+LEiT+HOfl/sGzZsokTJy5btqzcU7jhhhvy8vLsVwF+yXm9cuXKr7/+OrqYn5+fn5//i1yIO3bsaN68+V/+8pfv+8D169evWrWqQuYhPz9/zZo15Xhgnz59rrzyygpc0T/DRb127drVq1f/tBvJ7t27V65cWVBQcLg7zJ07t3nz5q+++urh7jBs2LDU1NQJEyYkJSX9qLO6efPmlStXFhUV/eSvrIceeujKK69cuXJleLFr166XXHJJhf+VQYMGNW/efPPmzT/tk3355ZevvPLKl19+udxT+Prrr6NlBcBPKNki+OEKCws/++yzli1b/jPO/JAhQ3bv3m1R/xz+kfbZZ5998803h7tDXl7erFmz6tWr96/zyrrtttu6du163HHHhReXLl26d+/eCv8r69at++yzz/bv3//TPtmOHTtmZWW1atXKHhVAXpd8o9q0adOxxx6bnZ19xDvv3bt348aNBQUFRx999LHHHlv2v1JcXLx06dJ9+/bl5eWlpqYecjY2bNiQnZ1dv3797/sUtm/fvmrVqvT09CZNmiQmljy6H4vFVq1atW/fvvr161euXPmIUysqKtq0adPWrVszMjIaNGiQnFwBC3zPnj1r1qypVKlS/fr1ExISDr7DsmXLDhw40Lhx45SUlCNOrVu3bgdfuW3bttWrV4cL4ZDHSsu4okuZk3379i1btqy4uPiEE07IyMg4+LEFBQVr1qw5+uijjznmmEM+zXLM9j+v7du35+bmpqenFxcXH7xZ/njb0tdff71p06bc3NwqVaqU8bW5fPnyXbt21a9f/3DbRriajj322JycnPCaAwcOLF68+KijjmrYsGH8bJx33nllfCLfffdduDk1btz4cC/M/fv3L168ODMzs0GDBmXcog4nPz9/y5Ytubm51apVq6h9SF5e3sGndmzdunXTpk0JCQkNGjQ45Mtkx44dK1asyMrKOuS+rtz7WAB+kFgFWb169a9//etosm3btk1JSenQoUN0h8aNGzdu3Di6eNppp8W/8dStW/fZZ58t/U+ccsoprVu3njx5cvQ+kZWVNXPmzPj7LFq0qHXr1tFkTznllI8++ii86e677848lE8++SS8w44dO7p37x5lWa1atSZMmBA/8TFjxtSuXTua+AknnPD8889/8sknVatWDYIgNTU1muaOHTtisVj//v0rVaoU3b9KlSp33HFHYWFhNMF27dplZmbGYrGvvvqqdu3a7dq1K/GUH3/88czMzNmzZ4cXN2zY8Lvf/S76F0VOTs7tt99eXFwci8UaNWqUl5c3ZcqU3Nzc8Nbq1au/9NJLpS/PcG6bNm0aXbl+/fqLL744WjU1a9YssV6OuKLD1VTKnBQXF//1r3896qijwlvT09MHDBgQv1jWrl170UUXRfOQkZHRpUuXXbt2lbKoS5/t008/vU6dOtHFAwcOXH755dWrVy+xfkv3+9//PjMzMz8/P7rmzDPPbNGiRfySyczMvO+++w758FmzZgVB8OSTT0bXzJs3Lycn5+yzzy4oKHjsscfCeMrIyAifV9u2bcuyWa5fvz4zM/OOO+5YvHjxlVdeecwxx2RnZ59zzjnZ2dnbtm2Ln4FPP/00MzPz7rvvPuK2dN111wVBMHfu3Hbt2oW3JiUlHe55xRs3blytWrXChyQkJFx00UVbtmwJb5o0aVJmZubYsWOj55KYmHjzzTcXFhYOHjz46KOPjl5TixcvjiZ42223ZWZmbtq0KRaL1alTJzExMTExMVr1r7zySiwW27dv3+23356enh5OIS0tLf5VFi6f/v37P/DAA1EKN23adOnSpeEdooVQtWrVcLIDBgwoZQOYO3dutIdJTU194IEH4u9Tvn1IeNPUqVMzMzOnTp0aXpw4cWJ8uycnJ//2t7/dvHlzNKnvvvuud+/e0b/YGzVqdOyxx6alpf2QfSwAFaJi8nr79u0NGjRITEy86aab/vu//3vUqFGXX355QkJCKXndokWLW2655cknn5w6deqQIUMaNmwYBMF7771Xyl9p1KhRQkJCWlpa7969R44c2b9//9TU1EqVKq1atSp6K83KyqpSpcrgwYPnzJnz2GOP1ahRo0qVKl9++WUsFnvzzTcHx7nnnnuSkpJq1aq1devWWCxWWFjYtm3bhISEW2655dVXXx0/fvyvfvWrIAgmTpwYTvyFF14IP8B98cUX58yZM2TIkFatWl133XUbNmy45557giBo1arVvo4S9AAAHXRJREFUg/+wd+/eWCx27bXX9ujR4/HHH586derYsWPDWPnP//zPEnl9//33Dxw48JprrgmCYMGCBfEZesIJJzRo0KCoqCgWi23btu24445LSkrq16/fpEmTnnrqqS5duiQkJBw4cCBcOMnJyUlJST179hw1atQ999xTqVKlzMzMEo0Vb/To0Q8++GCdOnWi9Ny+fXvDhg2zs7NHjhy5YMGCmTNnhsvk9ddfL/uKPuKcDBw4MFySU6ZMmTFjRteuXYMguOmmm8Jbi4qKTjrppKpVqz766KNz586dPHnyDTfccNRRR61du/Zwi/qIsx2f14WFhVdccUVCQsITTzzxvTby8ePHB0Ewfvz48OKKFSvCalm4cGF4zYQJE4IgmDVrVlny+v33369SpUrz5s3DzW/+/Pk9evQIguB3v/td+LyeeuqpsmyWa9euDYKgcePGaWlpDRo0aN++fatWrYYPHx4EweDBg+NnoHfv3gkJCeFrofRtKczr5OTkdu3aDR069NFHHw2PjEbL85CGDRsWfhjy2muvzZ8/f9CgQZUqVYr+xfjss8+G08zLyxs0aNCIESNOPvnksC/T09P79es3ZsyYG264IQiCc845J5rmjTfeGATBhg0bYrHYf/3Xf+Xk5NSoUSNa9cuXL4/FYpdeemlKSspdd9317rvvvvnmm7179w6C4N57741fPsnJydWqVbv99tvHjBlz9dVXB0Fw1llnhXeYPHlymMsDBw4MJzt37txDPsFwsSQmJnbq1Gn48OH333//McccEwTBc889F21a5duHhLc+//zzQRBEtT1q1KgLL7zw4YcffuGFFyZMmBDuH9q3bx/NT5cuXYIguPDCC5944om//e1vffv2zczMjM/rcuxjAfgZ5fVdd90VBMGYMWPir6xcuXIpeV3C/PnzgyD44x//WHpe16pVa8WKFdE1Tz31VBAEf/jDH8KLffr0CYJgzpw50R0++OCDIAguv/zyEpMqLi7+zW9+k5KS8s4778S/8/3pT3+K7vPtt99mZ2fXqVMnbI7LLrssCIJdu3bFT2flypWxWGzLli1BEERvk4ezb9++atWqtWzZMj6vgyBo0qTJ8uXLP/rooyAIrr766ujW1157LQiChx9+ODqSFwRBWF2Rt99+O4zvRo0aZWVlffrpp9FNQ4cODYJg2rRppc/VqaeeGqXnnXfemZKSEh3Oj8ViBQUFNWrU6NSpU9lXdOlzsn79+uTk5LZt24YHSkOdO3cOgmDRokWxWOzzzz8/eEvYsGHD7t27D7eojzjbUV4XFRVdddVVCQkJY8eO/b4b+YYNG+L/GfDQQw/Vrl27cuXK99xzT3hN3759U1JSvv322yPm9YIFCzIzM0855ZT4f/yEg4qUOL54xM0yzMeaNWvGHyXdu3dvzZo1GzZsGC3k7du3Z2RkRAuk9G0p7Mj4CX766adBENx6662HWzjh6U9du3aNv/KBBx4IguCDDz6I8rpfv37hbIevnTCvwxdRKBz9JlzXJfI6Fovl5eU1atQo/k+E3wQdMWJE/JXnn39+1apV45dPmzZtwkPg8WG6ffv2aMUFQbB27drSN4BwscR/XPbll18mJSWdeuqpP3wfcnBeH6xjx44JCQk7d+6Mdg7du3ePv0Pnzp3j87oc+1gAKsRhT+LcsmXL9f/X//zP/xzuzlOnTs3JyQnffspu375977777t/+9reHH374ueeeC080LP0hNWrUaNSoUXSxR48eaWlp8+bNCy++/PLLjRo1Ov/886M7tGrVqkWLFjNnziwxDMIDDzwwY8aMoUOHtmnTJnpsGE/RfSpXrtyzZ8/169d/+OGH4RkOYZEcOHAguk94QKj0c28WLlz4/PPPDx069P77709JSYme47vvvvv5559nZGTMnz//+OOPb9GiRevWrSdNmhR9uW3EiBHp6enRUp0yZUqdOnV69eoVP/2zzjor+vw3JycnPFoWCo8Ofq/hRKZOnXrqqafWrVt36z/s37//5JNPDtO/7Cu6lDmZPXt2YWHhjTfeGH/ya1hRL730UhAE4Qfic+bMiR8DoVatWoc88bSMsx2tixtuuGHChAnjxo37vttqOA95eXnRxjZ16tRu3bp17tx5ypQp4TXvv//+6aeffsQz8j/99NP27dvn5ua+/vrr0UkRh3PEzTJ0+eWXd+/ePbqYlpZ2/fXXr1q1avbs2eE1Tz/99J49e37/+9+XcVsKD5RG/9+sWbOEhIRStqVZs2bt2bOne/fuW+OceuqpQRDEr4V27dpFJzM0bNgwPOc7/kV0wgknhKVb9i02JSXlkksuif+7Z5xxxs6dO6OPF4IgaN68efyJ4OV4aUROO+206P9zc3PPOuusTz75JPxy8I+xD8nPz58+ffqIESPuu+++8F8I4f5h6tSpQRCE/9yt2H0sAD/cYb9pV1BQMG7cuPhrmjdvHn/SbbyVK1eeeeaZ3+vLZIMGDRo0aFBBQUFycnJOTk7YGbFY7HvNfWpqau3atTdu3BgEQWFh4dq1ay+44IIS92nYsOHHH3+8adOm8JPcIAheffXV++677+qrrw6PdodWr16dmppap06dEo8NgmDVqlVnnHHGbbfdNn369FtvvfXuu+9u2bLl6aef3r1792bNmpUyezNnzrzllltWrVqVkJCQlZVVs2bN3bt3h5n4ySefdOzYMS0tLSUlJTyfODy216NHj6eeeuqPf/zjmjVrXnnllWuuuSZcMvv371+7du25555b9q+1hd9FK/t4CEVFRatWrVq5cmXNmjVL3BSdQV6OFV1iTsIB8kokRbScwzNE+/TpM3LkyNzc3MaNG7ds2fKCCy64/PLLo5NryzHbob59+44bN+6vf/1r+Dl7OZx//vnDhw//5ptv9uzZs2DBgkceeWTTpk0vvPDCokWLjjvuuIULFx4xd7744ouBAwcmJSXNmTMnjK3SHXGzPNwDb7rppocffnjEiBEdO3aMxWIjR448/vjjw4Hny7EtJSYmZmRklLItLV++PAiCSy+99JB7ksM9qnLlysXFxSWuCYIgvj5Lt3z58gMHDhzyS3ul/N3v+9IoRYMGDd58883Nmzcfd9xxFbsPWbZs2Q033PD222+H54Xn5OTs3Lkz2kmGB84bN278Y+9jASiHw76/5ubmljjQ3a9fv8P1TWFhYVpaWtn/6ujRowcOHHjmmWd++OGHe/fuXbdu3XvvvVe+J7B///5wVIrwbePgAQHCa6I3lRUrVoQ/5jJq1Kj4u8VisdIf27Rp0yVLlgwZMqRdu3aLFy8Ox8odO3bs4Wbs888/79KlS1JS0quvvrp79+7NmzcvWrToxBNPDG8tLi5+7bXXSgwU0LVr15ycnNGjR4cnRhcVFUWHG8N5+FFHwwjX8rnnnrvgIO+++275VvQh/8rBq6nEOhoxYsQbb7zRp0+fjIyMSZMmXX311a1atfr222/LN9uh9evXv/DCC1WqVBkzZkz5DlsGQXDeeefFYrF33nnnxRdfrFWrVps2bTp37ly5cuXJkycvWLCgsLDwiCNdDBs27Kijjtq6deujjz5axsV1xE36kOrVq3fxxRfPmjXrq6++mjNnzpdfftmvX7/4B1bsthRW8sSJEw9eCyWOkVes4uLizMzMBYdy0kkn/T/sQMNGj3ZBFbUP2b9/f/v27T/++OMxY8Zs3bq1oKBg+fLlPXv2jO5w4MCBpKSkUkYiqsB9LADfVwWME5eUlFSzZs3vlSyTJ09OS0ubMmVKKZ/4l8XOnTs3btzYsWPH8B2udu3aB/9KSzhCVjgE2O7du3/729+mpKS8+OKLJQ5t1qtX79133/3666/jDz6FU2vQoEF4MSsrq3///v379w+C4P3337/44ovvu+++66+//pC5M3369MLCwtGjR5977rkHz3n4uXkJqampvXv3Dk9cGTt27Nlnnx1+ih0EQVpaWs2aNZctW3bIt/CK2RSSk+vUqbNhw4bDjSpdjhV9yOwLF2z8AC8llnMQBL/+9a/Dj0oKCgoGDBgwevToiRMnHnJRH3G2QxkZGW+99damTZs6dep0wQUXvPPOOwcf7T6ic845Jzk5ed68eR988MFll12WmJiYnp5+0UUXhdtzRkZGKYeTQ7169XriiSe6dOnywAMPZGVl3XrrraVHc1k2y8Pp16/f9OnTR40atXTp0qOOOir8St+PtC2FM5OQkPCjDkmekJBQYvk0aNDgvffeix/jr3yTDcp7WHfZsmVVq1YNBwP5IfuQEpOdP3/+mjVr7rnnnvDrngerVavW/v37N27cGA3V8iPtYwEoh4oZQLdt27bLli37+OOPo2vCD21LeUiJt/bFixeX4+8OHjy4uLg4Grm5U6dOK1aseOONN6I7fPjhhx999FH79u3DwzzXXHPNkiVLJk2adPCnyeF3qsaMGRNds2fPnvHjx2dnZ4c/9PDOO+/Ef5DdunXrE088MfwAunr16qmpqUfszs2bNx/xxMebbropOTn5uuuu27JlS3ToOtS5c+c1a9ZMmjQp/sqPP/64Aj/t7dKly5IlS8KvWMX77LPPyr2iS+jQoUNiYuITTzwRf2W42MNVUOIXFjMzM8OhRUpZ1Eec7fCBeXl555577oQJE1asWHHhhReGH7VHnn766QEDBrz++uulzHyVKlVOO+20GTNmvPPOO+FcBUHQrVu3xYsXP/PMM23btj3kKOwlXimpqalTpkxp3br1bbfdFn7hLxQGYomndsTNshTnnXfeiSee+MQTT7zyyiu9evWKzkH6Mbaljh07pqamPvjgg3v27Im//ptvvlm3bl1FbZ85OTmbNm2KP6mjS5cusVjsz3/+c4l7Llq0qOy/OnnIJV8Wb7zxxkcffXTppZeGHwX8kH3IEe3fvz/+bPK2bdsGQRCeTh0qKChYv359he9jASiPCvmC5Lx58xISErKzs8Mv0PTp0yfsjMONHPLQQw8FQdC+ffuJEye+8MIL119/fZi/vXr1Kn3kkNTU1Kuvvvqpp556+umnr7rqqiAIzjjjjGgsglWrVlWtWrVatWojRox4//33x40bl52dXalSpc8//zwWiw0ZMiQIgjZt2oz6v8Lhvfbv39+iRYvExMR///d/nzdv3rRp08LjcNEQE23atMnLyxs5cuTf//7399577957701MTLz22mujMUASExMffPDBmTNnPvLII3v27Hn//fcTEhKOP/74sWPHTps27c9//nN4rm39+vVLDMxX4mmG3Va3bt3oeYVWr15dvXr1lJSUgQMHzpw5c/Lkyb169UpKSooG5svLy4u//4IFC4KDRmcrfeSQjRs31q1bN3xekydPnjNnzvDhw88888wzzjij7Cv6iHMS/rOhS5cus2fPnjt3bjggXc+ePcNb58yZk5qaeuONN86cOfOjjz6aNm1aixYt0tLSwhHlDrmojzjbJca9Hj16dBAE7dq1++6776KRZMKvvoWjl5QiHBkwJycnHGQjFovt2bMnHMN70KBBpTywxMB827Zta9q0aXJy8ssvvxxes2PHjszMzBo1ajz77LPTp08Ph2c54mYZfguwb9++h/yjjz/+eHh0dsmSJWXflsLvfUZDVkfjw3Tu3LmUJxiOE9KwYcPHHnvstddemzJlSjhUXDhSYfgPicmTJ8c/pEaNGuH5NpE//elPQRCEL9iDRw659957gyC46qqrXn311SeffHLhwoVFRUXhVzDPOeecZ555Zu7cuc8888xll12WlJQUrtxDLp/BgwcHcYNghl/abtWq1fTp059//vlojRxy5JD27duPGDHiueeeGzBgQHp6+tFHHx0Nhf4D9yHxI4fs2rWrZs2aVapUeeihh2bMmDFs2LAmTZqEe+zVq1eHQ8FkZ2cnJyffcccdzz333P333x9uwNHIIeXbxwLwMxqYLxaLjR07NhozoVatWuPHjy9lYL4DBw7827/9W5T4J5100rRp08qS11lZWdE395OSkq644opodK3Qhx9+GJ1QEQRB48aN582bF94Ujop1sGgotC1btlxyySXR8Z7q1avHj0A3bNiwunXrRo/KyMi4/fbboz774osvovOqk5OTCwoKwodEp6BkZ2cPHz68RYsWR8zr8F32P/7jPw5eAosWLTrnnHOiOaxWrVrfvn3jf1amHHndokWL+PRcu3Zt165d439ksUmTJiNHjiz7ij7inBQWFt55553ROdwpKSl9+/bdt29feGt+fn6HDh3iTyo99dRT33zzzWhqh1zUpc92ibyOxWJ/+ctfgiC45JJLwqAMj3OXSL1Deuutt4IguPnmm+OvvOKKK4J/jEBXxryOxWLr1q2rV69eenr6W2+9FV4zZcqU6PuOrVq1KstmWXpeh4MJXnDBBd9rWypfXsdisXHjxsWfspKent61a9evvvqqovJ6586d4RiOofBnZfbu3XvnnXdmZmZG12dnZ/ft2zf8ZZmy5HUsFrvrrruiTe6OO+4oJa87dOgQnbZ++umnR7P6w/chJQbme+ONN6JvY1eqVKlv377h0gjzOhaL/f3vf49+qbFSpUoDBw5s3759lNfl28cCUCESKvDUgl27di1cuDAjI6NZs2Zl+fXv9evXr169ulatWtHP+5UuNze3UqVKX3zxxbZt2zZv3nzMMcfEv6fG+/LLL8MfRY8O+ZTdxo0bV6xYkZ6efvLJJx/8U975+fmbNm2qVq1a/fr1D/6S3/r163fv3l2vXr2oqnfs2LFkyZLKlSuHhyrLMgPdunV7+eWX165de7iTg7/55pv8/Pzq1asfe+yxP/wLarm5ucnJyUuXLo2/cvfu3StWrCguLq5fv/7Bg8d93xV9SN9+++2iRYuKi4ubNm168Hrcs2fPl19+WVhYeLjfXT94UR9xtkvx6KOP/uEPf5g+ffpvfvObn/bTpMLCwvz8/MTExPr168eP7FH6Znk4I0aM6Nev30svvXTxxRf/P2xLoa+++mrz5s1ZWVn16tUr9+ZRiu3bt2/cuLF27drxP2pYVFS0fPnyb7/9tk6dOrVr1y7HOeXfffddfn5+ZmZm/K8qxrv++uvHjRu3ZcuW9PT0devWRadcV+w+JN6+ffvCs1yaNGlyyB+lLyws/PTTTw8cONCsWbPoZ1B/yD4WgApRkXn9Y4vy+he8PlavXn388cf37Nnz6aef/vH+SlFRUdhSixYtatas2cUXXzxjxox/5ZdBp06dli5dumLFirKPVffzV1xc3Lhx46Kiol/Y8/qpRHmdlZVlaQBQCm+6Py9Dhw6NH4/vRzJ79uzjjz/+7LPPPuOMMxITE++8885/5WV+4MCBt99+u2/fvr+wBp0xY8aKFSt+ec8LAH7mkv+J5rVjx45l/1j8n1FxcfHOnTtvueWWQw7bV4EaNmx4yimnbN26tVu3bjfffPMRx6D4Zdu/f//EiRPDH6j/JVm+fHnXrl2vvfZau7kK0bJlyx07dvzAcd8B+Ffwz3RyCAAA/Mz51BgAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5LVFAAAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOS1RQAAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAAD4J5Ac/ichIcGyAACAcovFYoGj1wAAUIESwsoGAAB+OEevAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeWwQAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAgAqQvHz5cksBAAAqxP8C9hLhaTThXDcAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">60<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>przycho<span class="_ _0"></span>dy fin<span class="_ _0"></span>ansowe, r<span class="_ _0"></span>azem<span class="_ _0"></span> </div></div><div class="c x3b y419 w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">247<span class="ls0"> </span></div></div><div class="c x55 y419 w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y5a7 ff5 fs0 fc0 sc0 ls0 ws0">W pozycj<span class="_ _0"></span>i inne <span class="_ _14"></span>przychody <span class="_ _0"></span>finansowe <span class="_ _0"></span>znajduje<span class="_ _0"></span> się <span class="_ _0"></span>przyznana <span class="_ _0"></span>dopłat<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _0"></span>do opro<span class="_ _0"></span>centowania </div><div class="t m0 x1 h6 y5a8 ff3 fs0 fc0 sc0 ls0 ws0">kredytu <span class="_ _5c"> </span>pobrane<span class="_ _0"></span>go <span class="_ _5c"> </span>w <span class="_ _5d"> </span>latach <span class="_ _5c"> </span>2021-<span class="ls2">2023.</span> </div><div class="t m0 x1 h6 y5a9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5aa ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y343 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 26 </div></div><div class="c x1 y5ab w17 h25"><div class="t m0 x21 h1a y1d8 ff4 fs4 fc0 sc0 ls0 ws0">26. K<span class="_ _0"></span>OSZTY <span class="_ _0"></span>FINAN<span class="_ _0"></span>SOWE Z<span class="_ _0"></span> TYTUŁ<span class="_ _0"></span>U O<span class="_ _0"></span>D<span class="_ _1"></span>SET<span class="_ _0"></span>EK<span class="ff3"> </span></div></div><div class="c x3b y5ab w85 h25"><div class="t m0 x17 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y5ab w86 h25"><div class="t m0 x17 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y5ac w17 h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) od <span class="_ _0"></span>kredytó<span class="_ _0"></span>w i poż<span class="_ _0"></span>yczek<span class="ff3"> </span></div></div><div class="c x3b y5ac w85 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">199<span class="ls0"> </span></div></div><div class="c x55 y5ac w86 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">361<span class="ls0"> </span></div></div><div class="c x1 yda w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązan<span class="_ _0"></span>y<span class="_ _1"></span>ch, <span class="_ _0"></span>w tym:<span class="ff3"> </span></span></div></div><div class="c x3b yda w85 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 yda w86 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5ad w17 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> zal<span class="_ _0"></span>eżnyc<span class="_ _0"></span>h<span class="ff3"> </span></span></span></div></div><div class="c x3b y5ad w85 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5ad w86 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5ae w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i do<span class="_ _0"></span>minując<span class="_ _0"></span>ej<span class="ff3"> </span></span></span></div></div><div class="c x3b y5ae w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5ae w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y2a7 w17 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">d</span><span class="fc2 sc0">l</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">zos</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">tór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale, w <span class="_ _0"></span>tym:<span class="ff3"> </span></div></div><div class="c x3b y2a7 w85 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y2a7 w86 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4fb w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> ws<span class="_ _0"></span>półzale<span class="_ _0"></span>żnych<span class="_ _0"></span><span class="ff3"> </span></span></span></div></div><div class="c x3b y4fb w85 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y4fb w86 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5af w17 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> sto<span class="_ _0"></span>warz<span class="_ _0"></span>yszony<span class="_ _0"></span>ch </span></div></div><div class="c x3b y5af w85 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5af w86 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b0 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla inny<span class="_ _0"></span>ch j<span class="_ _0"></span>e<span class="_ _1"></span>dnos<span class="_ _0"></span>tek </span></div></div><div class="c x3b y5b0 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b0 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y20c w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dla po<span class="_ _0"></span>został<span class="_ _0"></span>ych j<span class="_ _0"></span>ed<span class="_ _1"></span>nost<span class="_ _0"></span>ek, w t<span class="_ _0"></span>ym:<span class="ff3"> </span></span></div></div><div class="c x3b y20c w85 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">199<span class="ls0"> </span></div></div><div class="c x55 y20c w86 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">361<span class="ls0"> </span></div></div><div class="c x1 y140 w17 h20"><div class="t m0 x21 h1a y5b1 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla ws<span class="_ _0"></span>pólni<span class="_ _0"></span>k<span class="_ _1"></span>a j<span class="_ _0"></span>ednostki w<span class="_ _0"></span>spółz<span class="_ _0"></span>ależnej<span class="ff3"> </span></span></span></div></div><div class="c x3b y140 w85 h20"><div class="t m0 x20 h1a y5b1 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y140 w86 h20"><div class="t m0 x20 h1a y5b1 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b2 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla zna<span class="_ _0"></span>cząc<span class="_ _0"></span>e<span class="_ _1"></span>go <span class="_ _0"></span>inwestor<span class="_ _0"></span>a<span class="ff3"> </span></span></span></div></div><div class="c x3b y5b2 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b2 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y4ec w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla inny<span class="_ _0"></span>ch j<span class="_ _0"></span>e<span class="_ _1"></span>dnos<span class="_ _0"></span>tek </span></div></div><div class="c x3b y4ec w85 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">199<span class="ls0"> </span></div></div><div class="c x55 y4ec w86 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">361<span class="ls0"> </span></div></div><div class="c x1 y5b3 w17 h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">b) po<span class="_ _0"></span>zostałe o<span class="_ _0"></span>dset<span class="_ _0"></span>k<span class="_ _1"></span>i<span class="ff3"> </span></div></div><div class="c x3b y5b3 w85 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x55 y5b3 w86 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">305<span class="ls0"> </span></div></div><div class="c x1 yc8 w17 h28"><div class="t m0 x21 h1a y2f3 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek powi<span class="_ _0"></span>ązan<span class="_ _0"></span>y<span class="_ _1"></span>ch, <span class="_ _0"></span>w tym:<span class="ff3"> </span></span></div></div><div class="c x3b yc8 w85 h28"><div class="t m0 x20 h1a y2f3 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 yc8 w86 h28"><div class="t m0 x20 h1a y2f3 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y246 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> zal<span class="_ _0"></span>eżnyc<span class="_ _0"></span>h<span class="ff3"> </span></span></span></div></div><div class="c x3b y246 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y246 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b4 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>k<span class="_ _1"></span>i do<span class="_ _0"></span>minując<span class="_ _0"></span>ej<span class="ff3"> </span></span></span></div></div><div class="c x3b y5b4 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b4 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b5 w17 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">d</span><span class="fc2 sc0">l</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">zos</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">os</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">tór</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">e</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt </span><span class="fc2 sc0">p</span><span class="fc2 sc0">os</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">zaang<span class="_ _0"></span>ażowani<span class="_ _0"></span>e w ka<span class="_ _0"></span>pitale, w <span class="_ _0"></span>tym:<span class="ff3"> </span></div></div><div class="c x3b y5b5 w85 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b5 w86 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3cd w17 h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> ws<span class="_ _0"></span>półzale<span class="_ _0"></span>żnych<span class="_ _0"></span><span class="ff3"> </span></span></span></div></div><div class="c x3b y3cd w85 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3cd w86 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b6 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla je<span class="_ _0"></span>dnost<span class="_ _0"></span>ek<span class="_ _1"></span> sto<span class="_ _0"></span>warz<span class="_ _0"></span>yszony<span class="_ _0"></span>ch </span></div></div><div class="c x3b y5b6 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b6 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3b5 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla inny<span class="_ _0"></span>ch j<span class="_ _0"></span>e<span class="_ _1"></span>dnos<span class="_ _0"></span>tek </span></div></div><div class="c x3b y3b5 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3b5 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b7 w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">dla po<span class="_ _0"></span>został<span class="_ _0"></span>ych j<span class="_ _0"></span>ed<span class="_ _1"></span>nost<span class="_ _0"></span>ek, w t<span class="_ _0"></span>ym:<span class="ff3"> </span></span></div></div><div class="c x3b y5b7 w85 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x55 y5b7 w86 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">305<span class="ls0"> </span></div></div><div class="c x1 y35 w17 h20"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla ws<span class="_ _0"></span>pólni<span class="_ _0"></span>k<span class="_ _1"></span>a j<span class="_ _0"></span>ednostki w<span class="_ _0"></span>spółz<span class="_ _0"></span>ależnej<span class="ff3"> </span></span></span></div></div><div class="c x3b y35 w85 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y35 w86 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5b8 w17 h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">dla zna<span class="_ _0"></span>cząc<span class="_ _0"></span>e<span class="_ _1"></span>go <span class="_ _0"></span>inwestor<span class="_ _0"></span>a<span class="ff3"> </span></span></span></div></div><div class="c x3b y5b8 w85 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5b8 w86 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y39b w17 h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> dla inny<span class="_ _0"></span>ch j<span class="_ _0"></span>e<span class="_ _1"></span>dnos<span class="_ _0"></span>tek </span></div></div><div class="c x3b y39b w85 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">269<span class="ls0"> </span></div></div><div class="c x55 y39b w86 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">305<span class="ls0"> </span></div></div><div class="c x1 y5b9 w17 h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Koszty <span class="_ _0"></span>finan<span class="_ _0"></span>sowe <span class="_ _0"></span>z tytuł<span class="_ _0"></span>u od<span class="_ _0"></span>s<span class="_ _1"></span>etek<span class="_ _0"></span>, razem<span class="ff3"> </span></div></div><div class="c x3b y5b9 w85 h1f"><div class="t m0 x22 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">468<span class="ff3 ls0"> </span></div></div><div class="c x55 y5b9 w86 h1f"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">666<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y178 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x40 y19 w5 h9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">61<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h50 yb4 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 27<span class="fs6"> </span></div></div><div class="c x1 y386 w1e h1d"><div class="t m0 x21 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">27. INN<span class="_ _0"></span>E KO<span class="_ _0"></span>SZTY F<span class="_ _0"></span>INANS<span class="_ _0"></span>OWE<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y386 w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y386 w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y41b w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">a) uje<span class="_ _0"></span>mne różni<span class="_ _0"></span>ce <span class="_ _0"></span>k<span class="_ _1"></span>ur<span class="_ _0"></span>sowe<span class="ff3"> </span></div></div><div class="c x3b y41b w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">67<span class="ls0"> </span></div></div><div class="c x55 y41b w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">149<span class="ls0"> </span></div></div><div class="c x1 y5ba w1e h20"><div class="t m0 x21 h1a y1cc ff5 fs4 fc0 sc0 ls0 ws0">b) utwor<span class="_ _0"></span>zone r<span class="_ _0"></span>ezerw<span class="_ _0"></span>y (z tytuł<span class="_ _0"></span>u)<span class="ff3"> </span></div></div><div class="c x3b y5ba w1f h20"><div class="t m0 x20 h1a y1cc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5ba w20 h20"><div class="t m0 x20 h1a y1cc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1c0 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">c) poz<span class="_ _0"></span>ostałe, w <span class="_ _0"></span>tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y1c0 w1f h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">36<span class="ls0"> </span></div></div><div class="c x55 y1c0 w20 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">36<span class="ls0"> </span></div></div><div class="c x1 y2e0 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">prowi<span class="_ _0"></span>zje ban<span class="_ _0"></span>kowe o<span class="_ _0"></span>d kre<span class="_ _0"></span>dytów<span class="ff3"> </span></span></div></div><div class="c x3b y2e0 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">36<span class="ls0"> </span></div></div><div class="c x55 y2e0 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">36<span class="ls0"> </span></div></div><div class="c x1 y161 w1e h1c"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>koszty<span class="_ _0"></span> finanso<span class="_ _0"></span>we, ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x3b y161 w1f h1c"><div class="t m0 x79 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">103<span class="ff3 ls0"> </span></div></div><div class="c x55 y161 w20 h1c"><div class="t m0 x22 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">185<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y99 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5bb ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 28<span class="fc3">  </span></div></div><div class="c x1 y5bc w1e h1d"><div class="t m0 x21 h1a y1c5 ff4 fs4 fc0 sc0 ls0 ws0">28. PO<span class="_ _0"></span>DAT<span class="_ _0"></span>EK DO<span class="_ _0"></span>CH<span class="_ _1"></span>O<span class="_ _0"></span>D<span class="_ _1"></span>O<span class="_ _0"></span>WY B<span class="_ _0"></span>IEŻĄCY<span class="ff3"> </span></div></div><div class="c x3b y5bc w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y5bc w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x17 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y5bd w1e h1c"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">1. Z<span class="_ _0"></span>y<span class="_ _1"></span>sk <span class="_ _0"></span>(strata<span class="_ _0"></span>) brutto<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x3b y5bd w1f h1c"><div class="t m0 x28 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">1 22<span class="_ _0"></span>8<span class="ff3"> </span></div></div><div class="c x55 y5bd w20 h1c"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ls9">902<span class="_ _0"></span><span class="ff3 ls0"> </span></span></div></div><div class="c x1 y5be w1e h4c"><div class="t m0 x21 h1a y1c2 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">ó</span><span class="_ _0"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">nic</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">o</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ie</span><span class="_ _0"></span><span class="fc2 sc0">m</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ra</span><span class="fc2 sc0">t</span><span class="fc2 sc0">ą</span><span class="_ _14"></span><span class="fc2 sc0">)</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">rut</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">o </span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">pod<span class="_ _0"></span>s<span class="_ _1"></span>tawą<span class="_ _0"></span> opo<span class="_ _0"></span>datkowan<span class="_ _0"></span>ia <span class="_ _0"></span>podatk<span class="_ _0"></span>iem doch<span class="_ _0"></span>odow<span class="_ _0"></span>ym </div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">(wg tyt<span class="_ _0"></span>ułów<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x3b y5be w1f h4c"><div class="t m0 x57 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">1135<span class="ff3 ls0"> </span></div></div><div class="c x55 y5be w20 h4c"><div class="t m0 x22 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">504<span class="ff3 ls0"> </span></div></div><div class="c x1 y2ac w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">różni<span class="_ _0"></span>ce<span class="_ _1"></span> tr<span class="_ _0"></span>wałe<span class="ff3"> </span></span></div></div><div class="c x3b y2ac w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">671<span class="ls0"> </span></div></div><div class="c x55 y2ac w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">633<span class="ls0"> </span></div></div><div class="c x1 y5bf w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">zwię<span class="_ _0"></span>ks<span class="_ _1"></span>zają<span class="_ _0"></span>ce po<span class="_ _0"></span>dstaw<span class="_ _0"></span>ę<span class="_ _1"></span> o<span class="_ _0"></span>podatko<span class="_ _0"></span>wania<span class="ff3"> </span></span></span></div></div><div class="c x3b y5bf w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">673<span class="ls0"> </span></div></div><div class="c x55 y5bf w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">641<span class="ls0"> </span></div></div><div class="c x1 y5c0 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* ub<span class="_ _0"></span>ezp<span class="_ _1"></span>i<span class="_ _0"></span>e<span class="_ _1"></span>cze<span class="_ _0"></span>nie samo<span class="_ _0"></span>chodó<span class="_ _0"></span>w nie <span class="_ _0"></span>podatko<span class="_ _0"></span>we<span class="ff7 fs5"> </span></div></div><div class="c x3b y5c0 w1f h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">9 </div></div><div class="c x55 y5c0 w20 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y5c1 w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* aktual<span class="_ _0"></span>izacja <span class="_ _0"></span>wartoś<span class="_ _0"></span>ci zapas<span class="_ _0"></span>ów<span class="ff7 fs5"> </span></div></div><div class="c x3b y5c1 w1f h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5c1 w20 h20"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ae w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* wpł<span class="_ _0"></span>aty na rz<span class="_ _0"></span>ecz P<span class="_ _0"></span>FRON<span class="ff7 fs5"> </span></div></div><div class="c x3b y3ae w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">187<span class="ls0"> </span></div></div><div class="c x55 y3ae w20 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">158<span class="ls0"> </span></div></div><div class="c x1 y376 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe ko<span class="_ _0"></span>szty ro<span class="_ _0"></span>dzajow<span class="_ _0"></span>e<span class="ff7 fs5"> </span></div></div><div class="c x3b y376 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y376 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y437 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">* repr<span class="_ _0"></span>ezentacj<span class="_ _0"></span>a<span class="ff7 fs5"> </span></div></div><div class="c x3b y437 w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">72<span class="ls0"> </span></div></div><div class="c x55 y437 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">76<span class="ls0"> </span></div></div><div class="c x1 y5c2 w1e h1e"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">*</span><span class="fc2 sc0"> </span><span class="fc2 sc0">wy</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zb</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">wó</span><span class="_ _0"></span><span class="fc2 sc0">w </span><span class="fc2 sc0">tr</span><span class="fc2 sc0">wa</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">u</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">l</span><span class="fc2 sc0">on</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">bilans<span class="_ _0"></span>owo<span class="ff7 fs5"> </span></div></div><div class="c x3b y5c2 w1f h1e"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">33<span class="ls0"> </span></div></div><div class="c x55 y5c2 w20 h1e"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y5c3 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* nad<span class="_ _0"></span>wyżka a<span class="_ _0"></span>morty<span class="_ _0"></span>zacji bil<span class="_ _0"></span>ansow<span class="_ _0"></span>ej nad p<span class="_ _0"></span>odatkow<span class="_ _0"></span>ą<span class="ff7 fs5"> </span></div></div><div class="c x3b y5c3 w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5c3 w20 h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y468 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">* wy<span class="_ _0"></span>d<span class="_ _1"></span>atki <span class="_ _0"></span>raty l<span class="_ _0"></span>easingo<span class="_ _0"></span>we<span class="ff7 fs5"> </span></div></div><div class="c x3b y468 w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">7 </div></div><div class="c x55 y468 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">28<span class="ls0"> </span></div></div><div class="c x1 y5c4 w1e h20"><div class="t m0 x21 h1a y1cc ff5 fs4 fc0 sc0 ls0 ws0">* od<span class="_ _0"></span>pisy<span class="_ _1"></span> <span class="_ _0"></span>na ZFŚS<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y5c4 w1f h20"><div class="t m0 x20 h1a y1cc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5c4 w20 h20"><div class="t m0 x20 h1a y1cc ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5c5 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* ko<span class="_ _0"></span>szty ek<span class="_ _0"></span>sp<span class="_ _1"></span>lo<span class="_ _0"></span>atacji sa<span class="_ _0"></span>mocho<span class="_ _0"></span>dów oso<span class="_ _0"></span>bowy<span class="_ _0"></span>ch<span class="ff7 fs5"> </span></div></div><div class="c x3b y5c5 w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">225<span class="ls0"> </span></div></div><div class="c x55 y5c5 w20 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">211<span class="ls0"> </span></div></div><div class="c x1 y5c6 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y5c6 w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">140<span class="ls0"> </span></div></div><div class="c x55 y5c6 w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">121<span class="ls0"> </span></div></div><div class="c x1 y24b w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">zmniej<span class="_ _0"></span>szają<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>podstaw<span class="_ _0"></span>ę opod<span class="_ _0"></span>atkowani<span class="_ _0"></span>a<span class="ff3"> </span></span></span></div></div><div class="c x3b y24b w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x55 y24b w20 h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y5c7 w1e h28"><div class="t m0 x21 h1a y2f3 ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y5c7 w1f h28"><div class="t m0 x2e h1a y2f3 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x55 y5c7 w20 h28"><div class="t m0 x2e h1a y2f3 ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c x1 y274 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">przej<span class="_ _0"></span>ściowe ró<span class="_ _0"></span>żnic<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c x3b y274 w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">464<span class="ls0"> </span></div></div><div class="c x55 y274 w20 h1f"><div class="t m0 x72 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">129</span> </div></div><div class="c x1 y1a8 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">zwię<span class="_ _0"></span>ks<span class="_ _1"></span>zają<span class="_ _0"></span>ce po<span class="_ _0"></span>dstaw<span class="_ _0"></span>ę<span class="_ _1"></span> o<span class="_ _0"></span>podatko<span class="_ _0"></span>wania<span class="ff3"> </span></span></span></div></div><div class="c x3b y1a8 w1f h1c"><div class="t m0 x72 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">1452<span class="ls0"> </span></div></div><div class="c x55 y1a8 w20 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">996<span class="ls0"> </span></div></div><div class="c x1 y516 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* kor<span class="_ _0"></span>ekty spr<span class="_ _0"></span>zedaż<span class="_ _0"></span>y po dniu <span class="_ _14"></span>b<span class="_ _1"></span>ilanso<span class="_ _0"></span>wym<span class="ff7 fs5"> </span></div></div><div class="c x3b y516 w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">920<span class="ls0"> </span></div></div><div class="c x55 y516 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y39d w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* niezr<span class="_ _0"></span>ealizow<span class="_ _0"></span>ane różni<span class="_ _0"></span>ce <span class="_ _0"></span>k<span class="_ _1"></span>ur<span class="_ _0"></span>sowe<span class="ff7 fs5"> </span></div></div><div class="c x3b y39d w1f h20"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">12<span class="ls0"> </span></div></div><div class="c x55 y39d w20 h20"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x40 y19 w5 h67" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">62<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">* amort<span class="_ _0"></span>yza<span class="_ _0"></span>cja NKUP<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y419 w1f h1c"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y419 w20 h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1 y41a w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* utworz<span class="_ _0"></span>eni<span class="_ _0"></span>e<span class="_ _1"></span> rez<span class="_ _0"></span>erw na ś<span class="_ _0"></span>wiadcz<span class="_ _0"></span>enia <span class="_ _0"></span>pracowni<span class="_ _0"></span>cze<span class="ff7 fs5"> </span></div></div><div class="c x3b y41a w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">171<span class="ls0"> </span></div></div><div class="c x55 y41a w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y41b w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* od<span class="_ _0"></span>pisy<span class="_ _1"></span> <span class="_ _0"></span>aktuali<span class="_ _0"></span>zujące n<span class="_ _0"></span>ależno<span class="_ _0"></span>ści i zap<span class="_ _0"></span>asy<span class="ff7 fs5"> </span></div></div><div class="c x3b y41b w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">159<span class="ls0"> </span></div></div><div class="c x55 y41b w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">796<span class="ls0"> </span></div></div><div class="c x1 y3bd w1e h28"><div class="t m0 x21 h1a y3ec ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe r<span class="_ _0"></span>ezerwy<span class="ff7 fs5"> </span></div></div><div class="c x3b y3bd w1f h28"><div class="t m0 x20 h1a y3ec ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y3bd w20 h28"><div class="t m0 x20 h1a y3ec ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y1c0 w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* niew<span class="_ _0"></span>ypłacon<span class="_ _0"></span>e wyn<span class="_ _0"></span>agrodz<span class="_ _0"></span>enia<span class="ff7 fs5"> </span></div></div><div class="c x3b y1c0 w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">6 </div></div><div class="c x55 y1c0 w20 h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">65<span class="ls0"> </span></div></div><div class="c x1 y45d w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* nieza<span class="_ _0"></span>płacon<span class="_ _0"></span>e skład<span class="_ _0"></span>ki ZUS<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y45d w1f h1c"><div class="t m0 x2e h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x55 y45d w20 h1c"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y161 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">* ods<span class="_ _0"></span>e<span class="_ _1"></span>tki <span class="_ _0"></span>i prowizj<span class="_ _0"></span>e<span class="ff7 fs5"> </span></div></div><div class="c x3b y161 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y161 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y50b w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y50b w1f h20"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">182<span class="ls0"> </span></div></div><div class="c x55 y50b w20 h20"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">84<span class="ls0"> </span></div></div><div class="c x1 y50c w1e h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls17 ws0">--<span class="ls0"> <span class="ff5">zmniej<span class="_ _0"></span>szają<span class="_ _0"></span>ce<span class="_ _1"></span> <span class="_ _0"></span>podstaw<span class="_ _0"></span>ę opod<span class="_ _0"></span>atkowani<span class="_ _0"></span>a<span class="ff3"> </span></span></span></div></div><div class="c x3b y50c w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">988<span class="ls0"> </span></div></div><div class="c x55 y50c w20 h1c"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">1125<span class="ls0"> </span></div></div><div class="c x1 ybd w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* rozwi<span class="_ _0"></span>ązanie <span class="_ _0"></span>odpisó<span class="_ _0"></span>w aktu<span class="_ _0"></span>alizujący<span class="_ _0"></span>ch<span class="ff7 fs5"> </span></div></div><div class="c x3b ybd w1f h1f"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">4 </div></div><div class="c x55 ybd w20 h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">113<span class="ls0"> </span></div></div><div class="c x1 y50d w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* wy<span class="_ _0"></span>k<span class="_ _1"></span>orz<span class="_ _0"></span>ystanie o<span class="_ _0"></span>dpisów <span class="_ _0"></span>aktuali<span class="_ _0"></span>zujący<span class="_ _0"></span>ch zap<span class="_ _0"></span>asy<span class="ff7 fs5"> </span></div></div><div class="c x3b y50d w1f h1f"><div class="t m0 x56 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">92<span class="ls0"> </span></div></div><div class="c x55 y50d w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y50e w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">* dot<span class="_ _0"></span>acje<span class="ff7 fs5"> </span></div></div><div class="c x3b y50e w1f h28"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">289<span class="ls0"> </span></div></div><div class="c x55 y50e w20 h28"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">405<span class="ls0"> </span></div></div><div class="c x1 yfe w1e h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* nad<span class="_ _0"></span>wyżka a<span class="_ _0"></span>morty<span class="_ _0"></span>zacji po<span class="_ _0"></span>datkowej <span class="_ _0"></span>na<span class="_ _0"></span>d<span class="_ _1"></span> bilan<span class="_ _0"></span>sową<span class="ff7 fs5"> </span></div></div><div class="c x3b yfe w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">212<span class="ls0"> </span></div></div><div class="c x55 yfe w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y421 w1e h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* wy<span class="_ _0"></span>p<span class="_ _1"></span>łaco<span class="_ _0"></span>ne wyn<span class="_ _0"></span>agrod<span class="_ _0"></span>zenia<span class="ff7 fs5"> </span></div></div><div class="c x3b y421 w1f h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">219<span class="ls0"> </span></div></div><div class="c x55 y421 w20 h1c"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">284<span class="ls0"> </span></div></div><div class="c x1 y422 w1e h1f"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">* zapła<span class="_ _0"></span>cone s<span class="_ _0"></span>kładki Z<span class="_ _0"></span>US<span class="ff7 fs5"> </span></div></div><div class="c x3b y422 w1f h1f"><div class="t m0 x56 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x55 y422 w20 h1f"><div class="t m0 x26 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">321<span class="ls0"> </span></div></div><div class="c x1 y423 w1e h20"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">* pozo<span class="_ _0"></span>stałe<span class="_ _0"></span><span class="ff7 fs5"> </span></div></div><div class="c x3b y423 w1f h20"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">162<span class="ls0"> </span></div></div><div class="c x55 y423 w20 h20"><div class="t m0 x2e h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y2b0 w1e h1c"><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">3. O<span class="_ _0"></span>d<span class="_ _1"></span>lic<span class="_ _0"></span>zenia o<span class="_ _0"></span>d docho<span class="_ _0"></span>du st<span class="_ _0"></span>raty z lat<span class="_ _0"></span> ubie<span class="_ _0"></span>g<span class="_ _1"></span>ł<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x3b y2b0 w1f h1c"><div class="t m0 x79 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">928<span class="ff3 ls0"> </span></div></div><div class="c x55 y2b0 w20 h1c"><div class="t m0 x2e h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y424 w1e h1f"><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">4. Po<span class="_ _0"></span>dstawa<span class="_ _0"></span> opo<span class="_ _0"></span>d<span class="_ _1"></span>atk<span class="_ _0"></span>owania <span class="_ _0"></span>podat<span class="_ _0"></span>kiem <span class="_ _0"></span>dochodo<span class="_ _0"></span>wym<span class="ff3"> </span></div></div><div class="c x3b y424 w1f h1f"><div class="t m0 x28 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">1 43<span class="_ _0"></span>5<span class="ff3"> </span></div></div><div class="c x55 y424 w20 h1f"><div class="t m0 x75 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ls9">398<span class="_ _0"></span><span class="ff3 ls0"> </span></span></div></div><div class="c x1 y425 w1e h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">5. Po<span class="_ _0"></span>datek d<span class="_ _0"></span>ocho<span class="_ _0"></span>d<span class="_ _1"></span>ow<span class="_ _0"></span>y wedłu<span class="_ _0"></span>g staw<span class="_ _0"></span>ki 19<span class="_ _0"></span>%<span class="ff3"> </span></div></div><div class="c x3b y425 w1f h1f"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">273<span class="ff3 ls0"> </span></div></div><div class="c x55 y425 w20 h1f"><div class="t m0 x2e h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y5c8 w1e h1e"><div class="t m0 x21 h1a y1dc ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">6.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">w</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nia</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">nie</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ha</span><span class="_ _0"></span><span class="fc2 sc0">nia</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">oln</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">nia</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0">lic</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nia</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">obniż<span class="_ _0"></span>ki podat<span class="_ _0"></span>ku (u<span class="_ _0"></span>morzeni<span class="_ _0"></span>e su<span class="_ _0"></span>bwencji<span class="_ _0"></span>)<span class="ff3"> </span></div></div><div class="c x3b y5c8 w1f h1e"><div class="t m0 x20 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x55 y5c8 w20 h1e"><div class="t m0 x2e h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y576 w1e h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">7.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">oc</span><span class="fc2 sc0">ho</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="_ _1"></span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ą</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">uj</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ny</span><span class="_ _0"></span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">deklarac<span class="_ _0"></span>ji po<span class="_ _0"></span>datkow<span class="_ _0"></span>ej o<span class="_ _0"></span>kresu, w t<span class="_ _14"></span>y<span class="_ _1"></span>m:<span class="ff3"> </span></div></div><div class="c x3b y576 w1f h1d"><div class="t m0 x79 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">273<span class="ff3 ls0"> </span></div></div><div class="c x55 y576 w20 h1d"><div class="t m0 x2e h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y577 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">wy<span class="_ _0"></span>k<span class="_ _1"></span>azan<span class="_ _0"></span>y w r<span class="_ _0"></span>achun<span class="_ _0"></span>ku zyskó<span class="_ _0"></span>w i strat<span class="ff3"> </span></span></div></div><div class="c x3b y577 w1f h1f"><div class="t m0 x26 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">273<span class="ls0"> </span></div></div><div class="c x55 y577 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5c9 w1e h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">d</span><span class="fc2 sc0">ot</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _1"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ji</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zmni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">js</span><span class="fc2 sc0">zy</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ta</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">własn<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x3b y5c9 w1f h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5c9 w20 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5ca w1e h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">d</span><span class="fc2 sc0">ot</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _1"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">oz</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ji</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zmni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">js</span><span class="fc2 sc0">zy</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="fc2 sc0">ub</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zwi</span><span class="_ _0"></span><span class="fc2 sc0">ę</span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">war</span><span class="fc2 sc0">to</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">firmy l<span class="_ _0"></span>ub uje<span class="_ _0"></span>mną wart<span class="_ _0"></span>ość firm<span class="_ _0"></span>y<span class="ff3"> </span></div></div><div class="c x3b y5ca w1f h1e"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5ca w20 h1e"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y5cb ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5cc ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 29<span class="fc3"> </span></div></div><div class="c x1 y5cd w1e h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">29.</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">A</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">EK</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y O</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">C</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">YK</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">Z</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">W RA<span class="_ _0"></span>CHUNKU<span class="_ _0"></span> ZYSK<span class="_ _0"></span>ÓW I <span class="_ _0"></span>STR<span class="_ _0"></span>AT<span class="ff3"> </span></div></div><div class="c x3b y5cd w1f h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4 </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x55 y5cd w20 h1d"><div class="t m0 x17 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3 </span></div><div class="t m0 x17 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y42a w1e h30"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">zmni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="_ _14"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">w</span><span class="fc2 sc0">r</span><span class="fc2 sc0">óc</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">się różni<span class="_ _0"></span>c prz<span class="_ _0"></span>e<span class="_ _1"></span>j<span class="_ _0"></span>śc<span class="_ _1"></span>iow<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x3b y42a w1f h30"><div class="t m0 x23 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-2 </div></div><div class="c x55 y42a w20 h30"><div class="t m0 x72 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ls8">137</span> </div></div><div class="c x1 y219 w1e h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">zmni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">podat<span class="_ _0"></span>kowych<span class="_ _0"></span> </div></div><div class="c x3b y219 w1f h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y219 w20 h1d"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5ce w1e h4b"><div class="t m0 x21 h1a y5cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">zmni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="_ _0"></span><span class="fc2 sc0">zwi</span><span class="fc2 sc0">ę</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">s</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">)</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z </span><span class="_ _0"></span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="_ _14"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">o</span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ze</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">o </span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">u</span><span class="fc2 sc0">ję</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0">j </span></span></div><div class="t m0 x21 h1a y5d0 ff5 fs4 fc0 sc0 ls0 ws0">straty <span class="_ _0"></span>podat<span class="_ _0"></span>k<span class="_ _1"></span>o<span class="_ _0"></span>wej, ulgi <span class="_ _0"></span>podat<span class="_ _0"></span>kowej lu<span class="_ _0"></span>b różnic<span class="_ _0"></span>y prz<span class="_ _0"></span>ejściowej </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">poprze<span class="_ _0"></span>dniego <span class="_ _0"></span>okresu<span class="_ _0"></span> </div></div><div class="c x3b y5ce w1f h4b"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5ce w20 h4b"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5d1 w1e h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">zmniej<span class="_ _0"></span>szenie (<span class="_ _0"></span>zwię<span class="_ _0"></span>kszenie) z <span class="_ _0"></span>tytułu <span class="_ _0"></span>od<span class="_ _0"></span>p<span class="_ _1"></span>isani<span class="_ _0"></span>a akt<span class="_ _0"></span>y<span class="_ _1"></span>w<span class="_ _0"></span>ów z </span></div></div><div class="c x3b y5d1 w1f h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5d1 w20 h28"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x40 y19 w5 h53" alt="" 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968CRMmjBo1av/+/eGn+gK7M4YMGTJ9+vQpU6YUuvED8C110dnRsWPH+vXrT5kyJfyT5YQJE4oVKxbuqrxk/fv3X7x4cRAEF3VGXQF5eXm7du0692zFunXrnjp1av/+/Vu2bAmCoHHjxhc753A4rQJzLleuXMWKFbdt2xYEwdatW1NSUqJjo8/rzJkzGRkZWVlZb7zxRnSI9nnnHP4Yzvm8wjf+cGyWL7/8MgiC3r17V4rTtWvX8G/N4ft9SkpKgj+FF3rvii7MqX379hW6LoIgyMzMbNCgQXTo7blOnDjxox/9qEqVKp07d3744YcnT568fv36MFAKXZIZM2bce++9t9xyywsvvPDnnzBX6KIWuh63bt0aBEGjRo2K+rRMTi5Tpkw0/M727dtLlChR4MzR+Plv2bKlWLFiCc7AK3QOQRDccsstGzduPHLkyO7du1evXp2RkdG3b98vvvhiw4YN2dnZ69evD49UCTe5X//61/GbXOXKlXNycqJNLgiC+vXrJ35OFbo8fw0lSpSoWrVquKu+6MLzRBPfavPmze3atatdu3avXr1Gjhw5Y8aMPXv2nLu5Dh06dMqUKaNHj77nnnu8/QD8s7rokUOSkpIeeOCBhx9+eObMmT179pwxY0bPnj3/zK/w6NSp05AhQ+L33l2C8G3s3DExwkvCc4mCILjQwcSXNufwqlgslpycfN7hOCI/+clPPvroo1mzZjVp0iTxnKMFLsqynT17NgiC1157LTqNLBKdFxhOc8n3rujCHExJSSl0XeTn5+fl5SVeF4MHD545c+YjjzzywAMPhB8P5s+ff+uttxZlSUaPHl2jRo0lS5YsWLAg/jyBS1CURS10PYb/TRDohW6BCR7M8MNbsWLFovMaL2EOQRDcfPPN48aN++ijj7766quqVaveeOONOTk5qamps2fPbt++fV5e3s033xxtTsOHD7/99tsLzDB+eJDEG09RluevJCUlJfEz4rw3CYIgwcObm5vbqVOnI0eOTJo0qU+fPuEQN4888sivf/3r+Mn27Nkza9ascuXKTZo0aeDAgX/tbz4C4O8lOXFJn/et7u67705NTZ0wYcLUqVOzs7MffPDBQt8jU1JSwiNcLxRSBUbLCn9McJPzvgVWq1bt3F1f4bBfVapUCcfWuNivmQiCIHwXLDDnEydOHDx4MNxfW7NmzZycnATfGfHSSy9NmDBhxIgRffv2LXTO4Y8J/rAeL5wsKSnp+nOE97d27dr5+fnhnvtLu3dFt3nz5iAIGjZsWOi6KFasWKVKlRKsi7Nnz77++utt27YdO3bshXa9J6ixyZMnr1y5snr16n369AlP0bvkTavQRS3KeqxZs2YQBJs2bbq0Z2mtWrVycnIKfItN/PyrVq2am5u7b9++S55DEAQ33XRT8eLFly5dOnfu3D59+iQnJ5cuXbpHjx6zZ89evnx5mTJlvve970XTnzx58txN7qqrroom+OKLL/6ce1TE5L2ol4ggCHJycnbt2pX4D03nCp8+CW718ccf79y58yc/+cmQIUMSDB9ZpkyZ3//+9/PmzTt48GDHjh0LfHlN4hdJAP5J8rpKlSr79+8/9wti0tLSBgwYsGrVqieeeOLqq6+OH7As+NMADgVypGbNml988UX05hEOUpbgV4c58sc//jG65NSpU+HJTAl069Zt69at4XEmoTVr1qxdu7ZTp07hmWdBEMyYMSO6Nj8/vyjFU79+/Xr16s2aNevo0aPRhc8//3wQBOHpa+F/w9MBI/v37w9Pk1q7du3999/fsWPHJ554osCcO3funJycHM4qEo680a1bt6Ksv65du5YoUeLJJ5/Mzs6Ovzz8E38QBD169AiCYPTo0dFwCu+9994nn3xS9HtXRIcOHXrxxRfr1q173XXXFbougiBo06bN5s2b41fxl19+Gf6FIczrc/dubty4sdAtLdS2bdvq1asvXLgwNTW1R48e8VvOuZvWypUrE9+1xItalPXYqFGjOnXqzJ49+6uvvoqfpojHGYczCWcYys7OfuWVVypXrhyeJHDutp2VlRUenFDEOQRBEI7H8uabb3700UcZGRnhhX379t24ceNLL73Upk2bcBSdevXqNWnSZNq0aeFRIpG8vLxwBdWuXbtJkybz5s2LHrFwt+5F3aNCXdpLxNSpU3Nycnr16nVRr5ITJ05MSkq67bbbin6T3Nzc8IigeOXLl2/SpEmHDh2mT5++devWLl26HD9+/JJfJAH4x5XgtMfwLMMBAwa8++67L7zwwvr166OrorexiRMnFrhVOAZIixYt5s2b9+qrr7799tvheLRhhbz66qsTJkxo0aJFeERsgZFD4ofFvemmm4Ig+PGPfzxr1qwnnnjiO9/5TniTBCOHbNu27bLLLrv88ssnTJiwYsWKKVOmVK5cuVSpUp999lk4QceOHcNieOmll8aPHx+dL1hg5JDZs2cXmHN4gleTJk1mzZq1bNmy0aNHFy9evEGDBuFACrm5uS1btgyC4Ic//OGcOXPmz58/YsSI8uXLf/DBB8eOHatVq1ZycvLjjz/+2zgzZsyIxtANguC22257//33Fy1aFA6Ldtddd0W/Ohy7N35hwkEYxo4dGz9OSN26dZ977rmFCxfOmTNn6NCh0fDk+fn54fmFtWrV6ty5c4MGDYoXL16hQoVSpUoV8d4lGDmkcePGTz311GuvvTZmzJhatWolJSVFA3IXui6WLl2alJRUuXLlMWPGzJgx44EHHgjrLRqOIzyC/MEHH3z99denTp0arruwkKKBk9PS0ipUqDBt2rR58+aFI3sUGDti9erVZcuWDXelR4N1BEGQnp4+derUl19+OSMjIzxmI8HIIYUualHW4xtvvJGUlFSlSpVx48YtXLhwypQpHTp0uPHGG6ORKAoMNJ6amhqNgpybm3vdddclJyePGDFi6dKlb7zxxvXXXx8EQTT0xNGjRytXrly8ePHhw4fPmDFj9OjR4RffRCOHFDqH0M9//vPwc0s01kp2dnZ4KvBTTz0V/xxPSUkpV67cY489Nn/+/HfeeWfUqFF16tQZMWJENGBzSkpKyZIlb7jhhvbt25cpUyb8LBTNpIjLk2DkkKK8RKSnp5cuXXrYsGFvvfXWO++8M2zYsGLFijVu3Dga5uhCI4fUrFnz6aeffv/992fPnt2zZ88gCAYNGhRNc+76OnHiRKVKlcqVK/f000+/+eab48aNa9iwYbi5RsOnFBj3Ojw7vF27dtHCFPoiCcC3RaK8Pn78ePz+y2hcquit7vLLLz9vgY0cOTI6TnH48OGxWOzUqVM/+MEPolndeuut4a6+BHm9efPm6DDlkiVLDhs27Mc//nHivI7FYmvWrImGlA6CoEGDBkuXLo2uPXDgQNu2bcOrkpKSevfuHY7qXWheh1fFf1dfx44dd+/eHV177Nixu+++O6yu8O+8vXv33rlz54V2p0UjHubl5f30pz+NDu1NSUkZOnRoTk5O0fM6FotNmTIl/k/qpUuXzsjI+Oqrr6JCGj16dKtWra699tr+/fuvXbu2S5cuV1xxRdHv3YXyum3btuHo5mGRzJ07t+jrIhaLTZ48OTU1Nby2atWqr7zySvxodzt37gw/tIQrq1u3buGIhFFehx8MypcvH07TokWL847euGjRohIlSqSnp3/99dfhJaNHj44Og27atOkHH3yQOK8LXdSirMdwAMf4E/7q1q0bfiQoNK9jsdjBgwd79uwZ7dEvX758gYECV65cGX1TY6lSpf7jP/6jU6dO8cMvFjqHWCz2+9//PgiCf/3Xf42/8Ic//GHwp3Ee40fiC48ViVbQ97///cWLF0cTLF++vFevXk2bNv3+97//zDPPhHMeP378RS1P4rwu9CUiHJgv/mzmDh067NmzJ8GvCPO6adOm4QDeQRCEp27n5uYmyOtYLLZ48eLoy2tKlSo1dOjQcOiYC+V1LBb75S9/GQRBz549w7EIC32RBODbovDT144ePbpv375q1arFfyfZ559/3rRp02HDhhU4dydy+vTpHTt2pKWlxY9dtWvXrh07dtSpU+e83559rvCg4SNHjlx99dVRxhXFli1bwi/ijvYhxdu0adPBgwevuuqq6JsOiygvL+/zzz8/ceJE3bp1z3sXTp8+HY4iUrt27YsaqfDkyZMbNmw4e/Zs48aNL/T10YX66quvDhw4ULFixVq1aiU4DSss3XLlyhU4MqHQexfvlVdeCb8Xo2fPnuFRKHXq1DnvyZ2J18WJEyfWr19fpkyZpk2bnrvMsVjsyy+/PHz4cHp6+nm/NSb40xfRJycnX3nllUUfJOTo0aObNm0qX778eZfqvBIvatHX465duw4dOlS9evUL3aME9u3bt3Xr1tKlS19zzTXnfrl3Xl7eunXrzpw507Rp0wuNPpl4Dhfr4MGDO3fuLF26dKHfAf7qq6/269fv7bffDo9W+kstTxFfIrZt27Z3794aNWok/jaZAkd3bNmy5ejRow0bNiziiEY5OTkbNmzIz88vMK7fRbnYF0kA/gFd9OgQoUGDBr300ktbtmw5d/A1/tGsXbu2UaNGUf1Mnjx58ODBv/rVrwp8neRFifI6OkgX4rP7yJEj0UCBhw8f7tChw44dO3bv3l3oqPMA8G1X/BJus2/fvhkzZnTr1k1bfyuMGDHiD3/4Q+3atatVq7Znz57MzMyWLVsOGzbMI8NfyebNm9u2bRt+pUuxYsXWr1+fm5s7bdo0bQ3A/wXFwvNpLsqSJUuys7OHDx9u3NZvhbS0tLJlyxYvXvzs2bP169d/+OGHn3322dKlS/8588zKyjp+/HiXLl2i0bUhUqpUqdTU1NTU1Pz8/LJly3br1m3ixInht9IAwD+9Szw4BAAAOFeyhwAAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAgL+f4uH/kpKSPBYAAHDJYrFYEARJ4f8AAIA/n4NDAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAHc3W2wAABRwSURBVABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeewgAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvPYQAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHntIQAAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hqA/9duHRIAAIAADDP0D/g0NEAhtwhXB8BeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgryUAAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9loCAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAG5TqQAAAC8W/fynpSjQ8ioAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">63<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5d2 w1e h4e"><div class="t m0 x21 h1a y360 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ty</span><span class="fc2 sc0">t</span><span class="fc2 sc0">uł</span><span class="fc2 sc0">u </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="fc2 sc0">c</span><span class="fc2 sc0">zon</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">p</span><span class="_ _0"></span><span class="fc2 sc0">od</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">oc</span><span class="fc2 sc0">ho</span><span class="fc2 sc0">d</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">l</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span></div><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0">możliwo<span class="_ _0"></span>ści w<span class="_ _0"></span>ykorzys<span class="_ _0"></span>tania rez<span class="_ _0"></span>erwy n<span class="_ _0"></span>a odr<span class="_ _0"></span>oczon<span class="_ _0"></span>y<span class="_ _1"></span> po<span class="_ _0"></span>d<span class="_ _1"></span>ate<span class="_ _0"></span>k </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">docho<span class="_ _0"></span>dowy </div></div><div class="c x1 y5d3 w1e h1f"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">inne <span class="_ _0"></span>składni<span class="_ _0"></span>ki pod<span class="_ _0"></span>atku o<span class="_ _0"></span>droczon<span class="_ _0"></span>ego (wg t<span class="_ _0"></span>ytułó<span class="_ _0"></span>w)<span class="ff3"> </span></span></div></div><div class="c x3b y5d3 w1f h1f"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5d3 w20 h1f"><div class="t m0 x20 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5d4 w1e h1f"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">z tytu<span class="_ _0"></span>łu ul<span class="_ _0"></span>g inwest<span class="_ _0"></span>ycyjny<span class="_ _0"></span>ch<span class="ff3"> </span></span></div></div><div class="c x3b y5d4 w1f h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x55 y5d4 w20 h1f"><div class="t m0 x20 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5d5 w1e h28"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Podat<span class="_ _0"></span>ek doc<span class="_ _0"></span>hodow<span class="_ _0"></span>y odroc<span class="_ _0"></span>zon<span class="_ _0"></span>y,<span class="_ _1"></span> ra<span class="_ _0"></span>zem<span class="ff3"> </span></div></div><div class="c x3b y5d5 w1f h28"><div class="t m0 x2c h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-2<span class="ff3"> </span></div></div><div class="c x55 y5d5 w20 h28"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ls9">137<span class="_ _0"></span><span class="ff3 ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y5d6 ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2e0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5d7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5d8 ff3 fs0 fc0 sc0 ls4 ws0">       <span class="ls0">NOTA 30<span class="_ _0"></span> <span class="_ _1"></span> </span></div><div class="t m0 x1 h6 y5d9 ff5 fs0 fc0 sc0 ls0 ws0">Proponuje <span class="_ _1d"></span>si<span class="_ _1"></span>ę, <span class="_ _19"></span>aby <span class="_ _19"></span>zysk <span class="_ _19"></span>za <span class="_ _19"></span>rok <span class="_ _19"></span>2024<span class="ff3"> <span class="_ _19"></span></span>w<span class="_ _1"></span> <span class="_ _19"></span>całości <span class="_ _19"></span>p<span class="_ _1"></span>rzeznaczon<span class="_ _0"></span>y <span class="_ _19"></span>został <span class="_ _19"></span>na <span class="_ _e"></span>po<span class="_ _0"></span>dwyższenie </div><div class="t m0 x1 h6 y5da ff5 fs0 fc0 sc0 ls0 ws0">kapitału rezerwo<span class="_ _0"></span>wego.<span class="ff3"> </span></div><div class="t m0 x1 h6 ybd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5db ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 31 </div><div class="t m0 x1 h6 y5dc ff5 fs0 fc0 sc0 ls0 ws0">Zysk/stratę <span class="_ _3e"> </span>na<span class="_ _1"></span> <span class="_ _f"> </span>akcję <span class="_ _10"> </span>obliczono <span class="_ _f"> </span>jako <span class="_ _f"> </span>iloczyn <span class="_ _3e"> </span>zysku/straty <span class="_ _f"> </span>netto <span class="_ _f"> </span>w<span class="_ _1"></span>ynikającego <span class="_ _f"> </span>ze </div><div class="t m0 x1 h6 ya ff5 fs0 fc0 sc0 ls0 ws0">sprawozdania fin<span class="_ _0"></span>ansow<span class="_ _1"></span>e<span class="_ _0"></span>go przez średniowa<span class="_ _0"></span>żoną li<span class="_ _1"></span>czbę <span class="_ _0"></span>a<span class="_ _1"></span>kcji.</div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x54 y1bd w87 h18" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 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 ls1d ws0">64<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x54 h8 y2fa ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">3.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">NO</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">J</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ĄCE</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0">U</span><span class="fc2 sc0">NKU </span><span class="_ _5e"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 yb5 ff4 fs3 fc0 sc0 ls0 ws0">PIE<span class="_ _1"></span>NIĘŻNYCH <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xf h6 y5dd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5de ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 32.1 </div></div><div class="c x1 y389 w79 h1e"><div class="t m0 x21 h1a y1cb ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">32.</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ST</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="_ _0"></span><span class="fc2 sc0">U</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Ś</span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ó</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">EN</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĘŻ</span><span class="fc2 sc0">N</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _0"></span><span class="fc2 sc0">YJĘT</span><span class="fc2 sc0">Y</span><span class="_ _0"></span><span class="fc2 sc0">C</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">RACH<span class="_ _0"></span>UNKU Ś<span class="_ _0"></span>RO<span class="_ _0"></span>D<span class="_ _1"></span>KÓ<span class="_ _0"></span>W PIEN<span class="_ _0"></span>IĘŻNY<span class="_ _0"></span>CH<span class="ff3"> </span></div></div><div class="c xa9 y389 w88 h1e"><div class="t m0 x13 h1a y327 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb1 y389 w89 h1e"><div class="t m0 x13 h1a y327 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y5df w79 h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Środki <span class="_ _0"></span>pienię<span class="_ _0"></span>żne<span class="_ _1"></span> <span class="_ _0"></span>w kasi<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c xa9 y5df w88 h1f"><div class="t m0 xb2 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c xb1 y5df w89 h1f"><div class="t m0 xb2 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y5e0 w79 h1c"><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">Środki <span class="_ _0"></span>pienię<span class="_ _0"></span>żne<span class="_ _1"></span> <span class="_ _0"></span>na rachu<span class="_ _0"></span>nkac<span class="_ _0"></span>h a vista<span class="ff3"> </span></div></div><div class="c xa9 y5e0 w88 h1c"><div class="t m0 x24 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">682</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c xb1 y5e0 w89 h1c"><div class="t m0 x24 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">369</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e1 w79 h1f"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Lokat<span class="_ _0"></span>y o termi<span class="_ _0"></span>nie wy<span class="_ _0"></span>magaln<span class="_ _0"></span>ości do <span class="_ _0"></span>3 miesi<span class="_ _0"></span>ęcy<span class="ff3"> </span></div></div><div class="c xa9 y5e1 w88 h1f"><div class="t m0 xb2 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c xb1 y5e1 w89 h1f"><div class="t m0 xb2 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y137 w79 h28"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">Inne <span class="_ _0"></span>aktywa </div></div><div class="c xa9 y137 w88 h28"><div class="t m0 xb2 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c xb1 y137 w89 h28"><div class="t m0 xb2 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y3c2 w79 h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Śr</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">i </span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">ię</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">j</span><span class="fc2 sc0">ę</span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">hu</span><span class="_ _0"></span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="fc2 sc0">ów</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">ie</span><span class="fc2 sc0">nię</span><span class="_ _0"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y3c2 w88 h25"><div class="t m0 x20 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">682</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c xb1 y3c2 w89 h25"><div class="t m0 x20 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">369</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xf h6 y391 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y5e2 ff3 fs0 fc0 sc0 ls0 ws0">NOTA<span class="_ _0"></span> 32.2 </div></div><div class="c x1 y5e3 w79 h4c"><div class="t m0 x21 h1a y1c2 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">32.</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">O</span><span class="_ _0"></span><span class="fc2 sc0">BJ</span><span class="fc2 sc0">A</span><span class="fc2 sc0">ŚN</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">EN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E </span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">C</span><span class="fc2 sc0"> </span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ę</span><span class="_ _0"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">Y </span><span class="fc2 sc0">B</span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">L</span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">SO</span><span class="_ _0"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">YMI</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="_ _0"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0">M</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">NIEK<span class="_ _0"></span>TÓRY<span class="_ _0"></span>CH POZ<span class="_ _0"></span>YCJI A <span class="_ _0"></span>ZMIAN<span class="_ _14"></span>A<span class="_ _1"></span>MI W<span class="_ _0"></span>YKAZ<span class="_ _0"></span>ANYMI <span class="_ _0"></span>W RACH<span class="_ _0"></span>UNK<span class="_ _0"></span>U </div><div class="t m0 x21 h2d y1cf ff4 fs4 fc0 sc0 ls0 ws0">PRZEPŁ<span class="_ _0"></span>YWÓ<span class="_ _0"></span>W PI<span class="_ _0"></span>ENIĘŻNY<span class="_ _0"></span>CH<span class="ff3 fs5"> </span></div></div><div class="c xa9 y5e3 w8a h4c"><div class="t m0 x44 h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x83 y5e3 w8b h4c"><div class="t m0 x6a h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y30a w8c h4e"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Zmiana<span class="_ _0"></span> bilan<span class="_ _0"></span>sowa<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb3 y30a w8d h4e"><div class="t m0 x21 h1a y360 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">nu </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">ią</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ń </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">krótkot<span class="_ _0"></span>ermi<span class="_ _0"></span>nowych,<span class="_ _0"></span> z wyją<span class="_ _0"></span>tkie<span class="_ _0"></span>m </div><div class="t m0 x21 h1a y73 ff4 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>ytów i p<span class="_ _0"></span>ożyc<span class="_ _0"></span>zek<span class="ff3"> </span></div></div><div class="c xa9 y30a w8a h4e"><div class="t m0 x28 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">69</span><span class="_ _0"></span><span class="fc2 sc0">6</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y30a w8b h4e"><div class="t m0 x23 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0">2 1<span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0">3</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e4 w8c h4c"><div class="t m0 x21 h1a y367 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0"> w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na</span><span class="fc2 sc0"> w</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1dc ff4 fs4 fc0 sc0 ls0 ws0">rachun<span class="_ _0"></span>ku p<span class="_ _0"></span>rz<span class="_ _1"></span>e<span class="_ _0"></span>p<span class="_ _1"></span>ł<span class="_ _0"></span>ywów </div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">pienię<span class="_ _0"></span>żnych<span class="ff3"> </span></div></div><div class="c xb3 y5e4 w8d h4c"><div class="t m0 x21 h1a y367 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="fc2 sc0">a</span><span class="fc2 sc0">nu </span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">ią</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">ń </span></div><div class="t m0 x21 h1a y1dc ff4 fs4 fc0 sc0 ls0 ws0">krótkot<span class="_ _0"></span>ermi<span class="_ _0"></span>nowych,<span class="_ _0"></span> z wyją<span class="_ _0"></span>tkie<span class="_ _0"></span>m </div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">kred<span class="_ _0"></span>ytów i p<span class="_ _0"></span>ożyc<span class="_ _0"></span>zek,<span class="ff3"> </span></div></div><div class="c xa9 y5e4 w8a h4c"><div class="t m0 x2c h1a y1dc ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">216</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y5e4 w8b h4c"><div class="t m0 x23 h1a y1dc ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">5</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e5 w8c h1f"><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">Różnica<span class="_ _14"></span><span class="ff3"> </span></div></div><div class="c xb3 y5e5 w8d h1f"><div class="t m0 x21 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">w tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y5e5 w8a h1f"><div class="t m0 x28 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">1 <span class="fc2 sc0">48</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y5e5 w8b h1f"><div class="t m0 x23 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">1 0<span class="fc2 sc0">9</span><span class="_ _0"></span><span class="fc2 sc0">1</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e6 w8c h1c"><div class="t m0 x21 h1a y20d ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y5e6 w8d h1c"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">Zmian<span class="_ _0"></span>a st<span class="_ _0"></span>anu zobo<span class="_ _0"></span>wiązań <span class="_ _0"></span>leasin<span class="_ _0"></span>gowych<span class="ff3"> </span></span></div></div><div class="c xa9 y5e6 w8a h1c"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">4</span><span class="fc2 sc0">8</span><span class="fc2 sc0">0</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x83 y5e6 w8b h1c"><div class="t m0 x20 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0">3</span><span class="fc2 sc0">8</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y3c8 w8c h1d"><div class="t m0 x21 h24 y229 ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y3c8 w8d h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="ff5"><span class="fc2 sc0">N</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">b</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">n</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wn</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></span></div><div class="t m0 x21 h24 y73 ff5 fs4 fc0 sc0 ls0 ws0">oraz rz<span class="_ _0"></span>eczow<span class="_ _0"></span>ych a<span class="_ _0"></span>k<span class="_ _1"></span>tywó<span class="_ _0"></span>w trw<span class="_ _0"></span>ałych<span class="ffc fs5"> </span></div></div><div class="c xa9 y3c8 w8a h1d"><div class="t m0 x21 h24 y229 ffc fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x83 y3c8 w8b h1d"><div class="t m0 x52 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls8"><span class="fc2 sc0">247</span></span><span class="fc2 sc0"> </span></div></div><div class="c x1 y5e7 w8c h20"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">Zmiana<span class="_ _0"></span> bilan<span class="_ _0"></span>sowa<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb3 y5e7 w8d h20"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Bilan<span class="_ _0"></span>sowa zm<span class="_ _0"></span>iana <span class="_ _0"></span>kredyt<span class="_ _0"></span>ów i p<span class="_ _0"></span>ożyc<span class="_ _0"></span>zek<span class="ff3"> </span></div></div><div class="c xa9 y5e7 w8a h20"><div class="t m0 x72 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">1060</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y5e7 w8b h20"><div class="t m0 x4d h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">37</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y2f6 w8c h4b"><div class="t m0 x21 h1a y35d ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0"> w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na</span><span class="fc2 sc0"> w</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">rachun<span class="_ _0"></span>ku p<span class="_ _0"></span>rz<span class="_ _1"></span>e<span class="_ _0"></span>p<span class="_ _1"></span>ł<span class="_ _0"></span>ywów </div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">pienię<span class="_ _0"></span>żnych<span class="ff3"> </span></div></div><div class="c xb3 y2f6 w8d h4b"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">Zmiana<span class="_ _0"></span> kre<span class="_ _0"></span>dytów i<span class="_ _0"></span> pożycz<span class="_ _0"></span>ek<span class="ff3"> </span></div></div><div class="c xa9 y2f6 w8a h4b"><div class="t m0 x48 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">0</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y2f6 w8b h4b"><div class="t m0 x40 h1a y1c3 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">372</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e8 w8c h1c"><div class="t m0 x21 h1a y1c4 ff4 fs4 fc0 sc0 ls0 ws0">Różnica<span class="_ _14"></span><span class="ff3"> </span></div></div><div class="c xb3 y5e8 w8d h1c"><div class="t m0 x21 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">w tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y5e8 w8a h1c"><div class="t m0 x87 h1a y1c4 ff2 fs4 fc0 sc0 ls0 ws0">-1 <span class="fc2 sc0">06</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y5e8 w8b h1c"><div class="t m0 x40 h1a y1c4 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">335</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5e9 w8c h20"><div class="t m0 x21 h1a y5ea ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y5e9 w8d h20"><div class="t m0 x21 h1a y454 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">Spł<span class="_ _0"></span>ata kr<span class="_ _0"></span>e<span class="_ _1"></span>dyt<span class="_ _0"></span>ów i poż<span class="_ _0"></span>yczek<span class="ff3"> </span></span></div></div><div class="c xa9 y5e9 w8a h20"><div class="t m0 x7a h1a y454 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">0</span><span class="fc2 sc0">6</span><span class="_ _0"></span><span class="fc2 sc0">0</span><span class="fc2 sc0"> </span></div></div><div class="c x83 y5e9 w8b h20"><div class="t m0 x1 h1a y454 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">335</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5eb w8c h1d"><div class="t m0 x21 h1a y1c5 ff2 fs4 fc0 sc0 ls0 ws0">Zmiana<span class="_ _0"></span> bilan<span class="_ _0"></span>sowa<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb3 y5eb w8d h1d"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Bila</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">z</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">oz</span><span class="fc2 sc0">l</span><span class="fc2 sc0">ic</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">ń </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">międz<span class="_ _0"></span>yokre<span class="_ _0"></span>sowych<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y5eb w8a h1d"><div class="t m0 x2c h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">227</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y5eb w8b h1d"><div class="t m0 x40 h1a y1c5 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">727</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y5ec w8c h4b"><div class="t m0 x21 h1a y35d ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z</span><span class="fc2 sc0">m</span><span class="fc2 sc0">ia</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0"> w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">na</span><span class="fc2 sc0"> w</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">rachun<span class="_ _0"></span>ku p<span class="_ _0"></span>rz<span class="_ _1"></span>e<span class="_ _0"></span>p<span class="_ _1"></span>ł<span class="_ _0"></span>ywów </div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">pienię<span class="_ _0"></span>żnych<span class="ff3"> </span></div></div><div class="c xb3 y5ec w8d h4b"><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">Zmiana<span class="_ _0"></span> rozl<span class="_ _0"></span>iczeń mię<span class="_ _0"></span>dzy<span class="_ _0"></span>okresow<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c xa9 y5ec w8a h4b"><div class="t m0 x79 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ls9"><span class="fc2 sc0">505</span><span class="_ _0"></span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></span></div></div><div class="c x83 y5ec w8b h4b"><div class="t m0 x40 h1a y1c3 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">443</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y298 w8c h28"><div class="t m0 x21 h1a y41e ff4 fs4 fc0 sc0 ls0 ws0">Różnica<span class="_ _14"></span><span class="ff3"> </span></div></div><div class="c xb3 y298 w8d h28"><div class="t m0 x21 h1a y41e ff2 fs4 fc0 sc0 ls0 ws0">w tym:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xa9 y298 w8a h28"><div class="t m0 x41 h1a y4a9 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div></div><div class="c x83 y298 w8b h28"><div class="t m0 x40 h1a y41e ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">284</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y24d w8c h68"><div class="t m0 x21 h1a y5ed ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y24d w8d h68"><div class="t m0 x21 h1a y202 ff3 fs4 fc0 sc0 ls0 ws0">- W<span class="_ _0"></span>y<span class="_ _1"></span>dat<span class="_ _0"></span>ki na pr<span class="_ _0"></span>ace roz<span class="_ _0"></span>wojowe<span class="_ _0"></span>, w t<span class="_ _0"></span>y<span class="_ _1"></span>m </div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">opro<span class="_ _0"></span>g<span class="_ _1"></span>ramow<span class="_ _0"></span>anie </div></div><div class="c xa9 y24d w8a h68"><div class="t m0 x2c h1a y5ee ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">278</span><span class="ff3 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x83 y24d w8b h68"><div class="t m0 x1 h1a y5ee ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">284</span><span class="ls0"><span class="fc2 sc0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x40 y19 w5 h69" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">65<span class="ls0"> <span class="_ _0"></span><span class="ls1">| <span class="fc1 ls0">Stron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Różnice <span class="_ _19"></span>między <span class="_ _1d"></span>bila<span class="_ _1"></span>nsowym<span class="_ _0"></span>i <span class="_ _19"></span>zmianami <span class="_ _19"></span>nie<span class="_ _0"></span>których <span class="_ _19"></span>pozycji <span class="_ _19"></span>a <span class="_ _19"></span>zmiana<span class="_ _0"></span>mi<span class="_ _1"></span> <span class="_ _1d"></span>wykazanymi <span class="_ _1d"></span>w </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">rachunku <span class="_ _2e"> </span>prze<span class="_ _0"></span>pływów <span class="_ _10"> </span>p<span class="_ _1"></span>ieniężnych <span class="_ _10"> </span>wyni<span class="_ _1"></span>k<span class="_ _0"></span>aj<span class="_ _1"></span>ą <span class="_ _2e"> </span>z <span class="_ _10"> </span>zasad <span class="_ _2e"> </span>określonych <span class="_ _f"> </span>p<span class="_ _1"></span>rzez <span class="_ _10"> </span>Kr<span class="_ _1"></span>ajowy<span class="_ _0"></span> </div><div class="t m0 x1 h6 y94 ff5 fs0 fc0 sc0 ls0 ws0">Standard Rachu<span class="_ _0"></span>nkowości nr<span class="ff3"> </span>1 &quot;Rachune<span class="_ _0"></span>k przepływów pieniężny<span class="_ _0"></span>ch&quot; (KSR nr<span class="ff3"> 1). </span></div><div class="t m0 x1 he y134 ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5ef w8e h6a"><div class="t m0 x7d h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">z</span><span class="fc2 sc0">cze</span><span class="_ _0"></span><span class="fc2 sc0">ci</span><span class="_ _1"></span><span class="fc2 sc0">n,</span><span class="fc2 sc0"> </span></div></div><div class="c xb4 y5ef w8f h6a"><div class="t m0 x53 h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">w</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">tn</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0">2</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y5f0 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y258 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f1 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f3 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3a9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f4 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 ya ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f5 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f6 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f7 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y4ec ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y244 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y3c9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5f9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5fa ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y2d2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5fb ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5fc ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5fd ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5fe ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x40 y19 w90 h9" alt="" 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sc0">CJE</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xe h6 y3b ff5 fs0 fc0 sc0 ls0 ws0">I OBJAŚ<span class="_ _0"></span>NIENIA D<span class="_ _0"></span>O </div><div class="t m0 xe h6 y3c ff3 fs0 fc0 sc0 ls0 ws0">SPRAWOZDAN<span class="_ _0"></span>IA FI<span class="_ _0"></span>N<span class="_ _1"></span>ANS<span class="_ _0"></span>OWEG<span class="_ _1"></span>O </div><div class="t m0 xe h6 y600 ff3 fs0 fc0 sc0 ls0 ws0">ZA 2024<span class="_ _0"></span> ROK </div></div><div class="c x2 y180 w6 hb"><div class="t m0 xe h6 y601 ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">M</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on </span><span class="fc2 sc0">S</span><span class="fc2 sc0">.</span><span class="fc2 sc0">A</span><span class="_ _0"></span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h8 y602 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h8 y100 ff2 fs3 fc0 sc0 ls3 ws0">1.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _5f"> </span><span class="ff2"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> O I</span><span class="_ _1"></span><span class="fc2 sc0">NS</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">UME</span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _1c"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x4d h8 y603 ff2 fs3 fc0 sc0 ls0 ws0">1.1.<span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span></span><span class="fc2 sc0">I</span><span class="fc2 sc0">NS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">ME</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _15"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">NA</span><span class="fc2 sc0">N</span>S<span class="_ _1"></span>OWE<span class="_ _1"></span> <span class="_ _16"> </span><span class="ff4">–</span> <span class="_ _15"> </span>ZESTA<span class="_ _1"></span>WIENIE<span class="_ _1"></span> <span class="_ _16"> </span>W </div><div class="t m0 x12 h8 y462 ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ALE</span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="fc2 sc0">NA G</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">UP</span><span class="fc2 sc0">Y</span><span class="_ _1c"></span><span class="fc2 sc0"> </span></div><div class="t m0 x1 h8 y604 ff6 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">●</span><span class="ff7"><span class="fc2 sc0"> </span><span class="_ _60"> </span><span class="ff2"> </span></span></div></div><div class="c x1 y451 w91 h4d"><div class="t m0 x2a h2d y528 ff2 fs4 fc0 sc0 ls0 ws0">Opis<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x8d y451 w4c h4d"><div class="t m0 x61 h1a y361 ff2 fs4 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>wa </div><div class="t m0 x89 h1a y527 ff2 fs4 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>sowe </div><div class="t m0 x34 h1a y367 ff2 fs4 fc0 sc0 ls0 ws0">prze<span class="_ _0"></span>znaczon</div><div class="t m0 x68 h2d y202 ff2 fs4 fc0 sc0 ls0 ws0">e do o<span class="_ _0"></span>brotu<span class="ff3 fs5"> </span></div></div><div class="c xb5 y451 w92 h4d"><div class="t m0 x34 h1a y361 ff4 fs4 fc0 sc0 ls0 ws0">Zobo<span class="_ _0"></span>wiązani</div><div class="t m0 xb6 h1a y527 ff2 fs4 fc0 sc0 ls0 ws0">a finan<span class="_ _0"></span>sowe<span class="_ _0"></span> </div><div class="t m0 x44 h1a y367 ff2 fs4 fc0 sc0 ls0 ws0">prze<span class="_ _0"></span>znaczon</div><div class="t m0 x68 h2d y202 ff2 fs4 fc0 sc0 ls0 ws0">e do o<span class="_ _0"></span>brotu<span class="ff3 fs5"> </span></div></div><div class="c xb7 y451 w91 h4d"><div class="t m0 x3d h1a y361 ff4 fs4 fc0 sc0 ls0 ws0">Pożyc<span class="_ _0"></span>zki </div><div class="t m0 x1a h1a y527 ff2 fs4 fc0 sc0 ls0 ws0">udzielo<span class="_ _0"></span>ne i </div><div class="t m0 x6a h1a y367 ff4 fs4 fc0 sc0 ls0 ws0">należn<span class="_ _0"></span>ości </div><div class="t m0 x6d h2d y202 ff4 fs4 fc0 sc0 ls0 ws0">własne<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c xb8 y451 w4c h4d"><div class="t m0 x61 h1a y52a ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">A</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x89 h1a y361 ff2 fs4 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>sowe </div><div class="t m0 x34 h1a y527 ff2 fs4 fc0 sc0 ls0 ws0">utrzym<span class="_ _0"></span>ywan</div><div class="t m0 x63 h1a y367 ff2 fs4 fc0 sc0 ls0 ws0">e do t<span class="_ _0"></span>erminu </div><div class="t m0 x34 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0">wyma<span class="_ _0"></span>galnoś</div><div class="t m0 x74 h2d y1cf ff2 fs4 fc0 sc0 ls1e ws0">ci<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb9 y451 w4c h4d"><div class="t m0 x61 h1a y361 ff2 fs4 fc0 sc0 ls0 ws0">Akty<span class="_ _0"></span>wa </div><div class="t m0 x89 h1a y527 ff2 fs4 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>sowe </div><div class="t m0 x44 h1a y367 ff4 fs4 fc0 sc0 ls0 ws0">dostę<span class="_ _0"></span>pne do </div><div class="t m0 x50 h2d y202 ff4 fs4 fc0 sc0 ls0 ws0">sprzeda<span class="_ _0"></span>ży<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c xba y451 w92 h4d"><div class="t m0 x4a h1a y605 ff4 fs4 fc0 sc0 ls0 ws0">Pozosta<span class="_ _0"></span>łe </div><div class="t m0 x44 h1a y528 ff4 fs4 fc0 sc0 ls0 ws0">zobowią<span class="_ _0"></span>zani</div><div class="t m0 xb6 h2d y390 ff2 fs4 fc0 sc0 ls0 ws0">a finan<span class="_ _0"></span>sowe<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x1 y606 w91 h4b"><div class="t m0 x21 h1a y35d ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n na</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1c3 ff4 fs4 fc0 sc0 ls0 ws0">począ<span class="_ _0"></span>tek </div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">roku<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x8d y606 w4c h4b"><div class="t m0 x7a h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb5 y606 w92 h4b"><div class="t m0 x7a h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb7 y606 w91 h4b"><div class="t m0 x81 h2d y1c3 ff2 fs4 fc0 sc0 ls9 ws0">77<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y606 w4c h4b"><div class="t m0 x7a h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb9 y606 w4c h4b"><div class="t m0 x7a h2d y1c3 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y606 w92 h4b"><div class="t m0 x8 h2d y1c3 ff2 fs4 fc0 sc0 ls0 ws0">6 58<span class="_ _0"></span>1<span class="ff3 fs5"> </span></div></div><div class="c x1 y607 w91 h1c"><div class="t m0 x21 h2d y1c4 ff10 fs4 fc0 sc0 ls0 ws0">Zwięk<span class="_ _0"></span>szenia<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x8d y607 w4c h1c"><div class="t m0 x7a h2d y1c4 ff11 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb5 y607 w92 h1c"><div class="t m0 x7a h2d y1c4 ff11 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb7 y607 w91 h1c"><div class="t m0 x47 h2d y1c4 ff2 fs4 fc0 sc0 ls9 ws0">134<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y607 w4c h1c"><div class="t m0 x7a h2d y1c4 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb9 y607 w4c h1c"><div class="t m0 x7a h2d y1c4 ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xba y607 w92 h1c"><div class="t m0 x6f h2d y1c4 ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c x1 y8c w91 h20"><div class="t m0 x21 h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- nab<span class="_ _0"></span>y<span class="_ _1"></span>ci<span class="_ _0"></span>e<span class="fs5"> </span></div></div><div class="c x8d y8c w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 y8c w92 h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 y8c w91 h20"><div class="t m0 x47 h2d y1c8 ff2 fs4 fc0 sc0 ls9 ws0">134<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y8c w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 y8c w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y8c w92 h20"><div class="t m0 x6f h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c x1 y414 w91 h1f"><div class="t m0 x21 h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- aport<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x8d y414 w4c h1f"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 y414 w92 h1f"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 y414 w91 h1f"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb8 y414 w4c h1f"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 y414 w4c h1f"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y414 w92 h1f"><div class="t m0 x6f h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c x1 y415 w91 h1c"><div class="t m0 x21 h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- inne<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x8d y415 w4c h1c"><div class="t m0 x7a h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 y415 w92 h1c"><div class="t m0 x7a h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 y415 w91 h1c"><div class="t m0 x7a h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb8 y415 w4c h1c"><div class="t m0 x7a h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 y415 w4c h1c"><div class="t m0 x7a h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y415 w92 h1c"><div class="t m0 x6f h2d y1c4 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c x1 y10e w91 h1f"><div class="t m0 x21 h2d y1c8 ff11 fs4 fc0 sc0 ls0 ws0">Zmniej<span class="_ _0"></span>szeni<span class="fc2 sc0">a</span><span class="_ _0"></span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x8d y10e w4c h1f"><div class="t m0 x7a h2d y1c8 ff11 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb5 y10e w92 h1f"><div class="t m0 x7a h2d y1c8 ff11 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb7 y10e w91 h1f"><div class="t m0 x47 h2d y1c8 ff2 fs4 fc0 sc0 ls9 ws0">134<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y10e w4c h1f"><div class="t m0 x7a h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb9 y10e w4c h1f"><div class="t m0 x7a h2d y1c8 ff9 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xba y10e w92 h1f"><div class="t m0 x8 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0">2 54<span class="_ _0"></span>0<span class="ff3 fs5"> </span></div></div><div class="c x1 y608 w91 h20"><div class="t m0 x21 h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">- <span class="ff5">spłata<span class="_ _0"></span><span class="ff3 fs5"> </span></span></div></div><div class="c x8d y608 w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 y608 w92 h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 y608 w91 h20"><div class="t m0 x47 h2d y1c8 ff2 fs4 fc0 sc0 ls9 ws0">121<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y608 w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 y608 w4c h20"><div class="t m0 x7a h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y608 w92 h20"><div class="t m0 x60 h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0">2 540<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x1 y5a5 w91 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ual</span><span class="fc2 sc0">i</span><span class="fc2 sc0">za</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ja </span></div><div class="t m0 x21 h2d y1cf ff5 fs4 fc0 sc0 ls0 ws0">warto<span class="_ _0"></span>ści<span class="ff3 fs5"> </span></div></div><div class="c x8d y5a5 w4c h1d"><div class="t m0 x7a h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 y5a5 w92 h1d"><div class="t m0 x7a h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 y5a5 w91 h1d"><div class="t m0 x7a h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb8 y5a5 w4c h1d"><div class="t m0 x7a h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 y5a5 w4c h1d"><div class="t m0 x7a h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y5a5 w92 h1d"><div class="t m0 x6f h2d y1d8 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c x1 y1a9 w91 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8d y1a9 w4c h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y1a9 w92 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y1a9 w91 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y1a9 w4c h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y1a9 w4c h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y1a9 w92 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yb3 w91 h30"><div class="t m0 x21 h1a y4b0 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">nne</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y4b1 ff3 fs4 fc0 sc0 ls0 ws0">(umorz<span class="_ _0"></span>enie)<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x8d yb3 w4c h30"><div class="t m0 x7a h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb5 yb3 w92 h30"><div class="t m0 x7a h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb7 yb3 w91 h30"><div class="t m0 x7a h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb8 yb3 w4c h30"><div class="t m0 x7a h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xb9 yb3 w4c h30"><div class="t m0 x7a h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba yb3 w92 h30"><div class="t m0 x6f h2d y252 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x40 y19 w90 h53" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">67<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">St<span class="_ _1"></span>ron<span class="_ _0"></span>a<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y22f w91 h1d"><div class="t m0 x21 h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">St</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n na</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y1cf ff2 fs4 fc0 sc0 ls0 ws0">koniec<span class="_ _0"></span> roku<span class="_ _0"></span><span class="ff3 fs5"> </span></div></div><div class="c x8d y22f w4c h1d"><div class="t m0 x7a h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb5 y22f w92 h1d"><div class="t m0 x7a h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb7 y22f w91 h1d"><div class="t m0 x81 h2d y1c5 ff2 fs4 fc0 sc0 ls9 ws0">77<span class="ff3 fs5 ls0"> </span></div></div><div class="c xb8 y22f w4c h1d"><div class="t m0 x7a h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3 fs5"> </span></div></div><div class="c xb9 y22f w4c h1d"><div class="t m0 x7a h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="fs5"> </span></div></div><div class="c xba y22f w92 h1d"><div class="t m0 x8 h2d y1c5 ff2 fs4 fc0 sc0 ls0 ws0">4 04<span class="_ _0"></span>1<span class="ff3 fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w6f h5d" ><div class="pc pc44 w6f h5d"><img class="bi x26 y19 w93 h6c" alt="" 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nfv/ujRo+Dg4MGDB5uYmAwYMECSpNjY2G7dujk5OW3cuLFGjRpxcXERERG//vqrGAG6ZMmSyZMnN2zYcPny5Y6OjleuXFm7du2BAwfatWsn6j83N7fYWqpevbqtre3BgwflLTt27NBqtdu2bevfv7/YcuTIEVdXV2Wnm6ioqLfffvvy5csWFhal1KFOp/P29o6Li/vuu++aNGmSnp5+8ODBLVu2ZGRk2NjYPLdO1DWM5zpz5oyPj4+Li8vOnTsrVKjQqlWrPn36bN68uVevXh4eHpIkiX6IDx486NChQ05OTnBwsIeHx82bNwMDAzt27Hjp0iURwBXl371797JlyxwcHBo1apSenq7X68VsVlOnTu3Ro0deXt7mzZuDg4OtrKwCAwOLLU/dunUtLS337dv3xx9/dO3ataRiP378+PLly0OGDBk2bFizZs1u3779ww8/9OvXLzIyUsQTn1tgITMz09fXV569u6RqEU+Qg4PDyJEj69ata25ufu3ate+++87b2/vOnTtF+/0BAAAA9FfCG9lf6cSJE6amph4eHuJngwYNKlSokJaWJidYuHChJEk//PBD0dwWLVokSdLChQvFz169ehkbG9+5c0dO0LZt2ypVqmRnZ8v9BcqVK1eoM8Vff/1VKNvTp0+bmZn16NFDp9MV6q8kgkpGRkZr165VHlKo+09R/fr1K9RQs7OzJUkaPHiwXFRTU9Nr167JCc6fP6/sr6SUlpZWu3ZtJycnud/H2LFjJUlKTEzU6/WpqalWVlaFek/Mnz9fBFaKFjghIcHU1LRdu3by9er1+h49ekiSdP36db1ev2nTJkmSAgICcnJyxN7c3Fw7O7umTZuKn4acsShlmYs1atQoSZKUXX4uX74sSdLEiRNLOuTs2bOSJH322WfF9ldq1apV7dq1ld2sTpw4oWxCpbSu+Ph4SZLeeecdZQcrX19fSZJEMGLHjh0iQifvzczMtLOzc3R0zMvL0+v1YvW3vXv3Ks8SExOj1+uTk5MtLCzc3d2fPn0q78rKyhK1t3XrVkmStm7dWtJVjxs3TpKkpKQk0UdPo9G4urpaWlqKDkoibjtz5kyRWPRXMjIyKtTzq9g6vHr1qrI+5VrNysoypE7UNYzS+yudP39eo9E0a9ZM+ZYQa6Ipu1np9fqPP/5YkqSDBw/KW86dOydJkr+/v/KeVq1aVdnGxOTfISEhyqzefffdChUqiPtYrKVLl4oRcE5OTv37958/f/5vv/0mv3kEFxcXe3v76OhoectPP/0kSdKnn35qYIH1/7u+Qe/evZ88efLcainq22+/LdoIAQAAALAe3Btm9+7dS5Ys+eabbwYNGtS5c2cLCwvRL+bOnTuRkZH9+/evXLmynFh8M+/atatQJn/99dfnn3/ev3//qVOnii3jx4/X6XQrV64UPy9fvnzq1KnRo0dbWFiIzP/++28/P79CU+fIY6yE5ORkPz+/WrVqbd68udA0MXq9/sMPP9y8efO6detEyONlSUpKOnXqlK+vryHT6Oh0uoEDByYmJu7cubPYyaf279//9OnTQYMGpSq89dZbkiRdvHixaPoDBw7k5+ePHTtWeb0i6LN79255S8eOHeW5YMqVK1evXr24uDh1ZywTZQeQxo0bGxkZyecVcnJyTp48uX79+oULF27ZskWSpNTU1KL53L9//9y5c3379n327JlcSDc3N3Nz86KFLNq6BA8PD+X0QKIrkyiPWK9NNFfB2tp6yJAhCQkJFy5ckCSpUqVKkiRt27ZNuRabmEhr7969z549U469kiTJysrKwLm6xUxVx48flyTp8OHDmZmZ69aty87O3rt3ryRJp0+fliRJ9PDKzc1dv369CDPNnTv3uXUoRrcdPHhQuWyfvb29cvqtUurkpTeMy5cvd+3a1dXV9fDhw8q3RLH27Nnj4uLy7rvvyltatmzZvHnzffv2FRQUyBv9/f3ljoeSJIWHh5crV653797KMrdu3frx48fR0dElneuTTz75448/fH1909LSQkNDZ8+e7ePjY29vP2/ePGWPvCpVqri4uMg/Bw8ebG5uLm6cIQUW70lPT8+IiAh51OpzqyU9Pf2PP/5YvXp1UFCQaAzFPiAAAADA/8sYB/eGWbNmjfhHpUqV+vbt++WXX7q5uUmSdPfuXflLW1a+fHlbW9s7d+4oN8bHx/v7+7u7u4uPZMHLy8vNzW3dunVfffWVubl5SEiIiYmJ6AIgSZL4Jqxfv34pBcvLy/Pz89Nqtb///rsYl6cUEBCwbt26efPmjRgx4uVWSFRUlCRJDRo0MCTxzJkz//jjjw0bNojv86Ju374tSVLfvn2L7ip2SfJiq138LFTthe6LPDKrrGdUzdjY2MrKSjkibMGCBQsWLNBqtaamptWqVRMf1XK3jqLV8v3333///felF7LY1lVSJYhgjahGMzMzR0fHYquxdevW/fr1W7x48S+//LJ9+/amTZu2bNnyvffe69atm4GNsxSdO3c2NjY+fvy4n5/fzp07O3To0L59+4YNG4aFhQ0YMOD06dPm5ubvvPOOCGScOXNGkiRlRLKUOqxRo8bHH3/8ww8/uLq6uru7t2jRwsvLy9/fXxn/KqVOXm7DuHbt2owZM0xMTA4ePCiCdKXIz8+Pj4/38vIqtL1OnTqXLl1KTk6uXr16SY9PXl5eSZOXl3LGd999991339XpdNHR0ZcvXz5x4sSGDRvmzJljZmY2bdq0Yg8xMzNzcHAQ41ufW2B5yGTlypWVIeBSquXJkyfjx4/funVrXl6epaVltWrVxDxZxT4gAAAAAHElvDG2bdvWrVs3CwsL0ZNIJr52ii4mZWRkpPwQevbsWd++ffPy8iIiIpRTxhgZGX388ceTJk3avn177969t2zZ0rt3b3kKcJGDPKdysSZPnnzixIkdO3YU7TeUkJCwY8eO8uXLr1q1atiwYXK2L0VeXp4kSebm5s9NGRYW9u233wYEBAwfPrykNKJ/xLZt25Q9I4RCk/iWUu3ip4Hfn2U948uycuXKGTNmeHt7z5s3z8PDw8TEJDMzs6SJY0Qhp06dKuaJV1LGEEtqXc+l1+uLbbpyNVpYWJw8eXLnzp379u07e/bsjz/++OOPPw4bNmzjxo2GNM5SVK5c2cPD4/jx4wUFBREREfPmzZMkyd/f/9tvv3369Onp06fbtm0rnrWuXbt++OGHyi5gz63DkJAQPz+/sLCw06dPb9++XUw2dObMGWV/mdfTMJYuXers7Hzv3r1FixaJayz9dpT0Mim9Yet0Oo1Gc+jQoaK7DAn8GRsbu7m5ubm5+fv7jxw5slmzZlu3bi0priRJUm5urgjSPbfA9vb258+fd3BwMLxaxowZs3379s8+++zjjz8WUzjt3bu3V69e/A0CAAAAiCu92aytreXVo5REsKZQH5knT56kpKQo1/D66KOPLl26tGfPHuVctsIHH3wwa9askJCQtLS0p0+fTpgwQd4lOiDcvHmzpFJt3LgxJCRk2rRp8mzHSlZWVkePHk1OTvbx8fHy8jpx4kTVqlUNv2SxjFp2dnaxHT3EalmFhncVdf369REjRrRr127x4sWlJHN2dhafoy1atDCkbHK1K+e6FndBZPVcZT3jyxIaGmpubh4WFqYcllV6ITMzM0svZCmt67nVePLkyQcPHii7LBWqRnNz84EDBw4cOFCSpHv37g0aNOjnn3/+4osv5MapXKywTN59993vvvtu79696enpon+Qv7//3Llzd+3adf78+enTp8uBhkITZhtSh506derUqZMkSVqtdvr06StXrty2bdvo0aNfc8MYPnz46tWrfX1958+fb2trO3HixKLBF+UT5+DgULTD3Z07d0TPnVLKfOrUqZo1a5aSppBiQ4qSJDVt2tTCwiI9Pb2kAx8/fpyUlOTt7W1IgcUcbYZXi06n27lzp6enp5jVDgAAAEApmF/pP8LNzc3V1XXHjh3KL7HVq1dLkiSmkZYkKSQkZMOGDYGBgT4+PkVz0Gg0Q4cOPXfuXFBQUKNGjcTHsFC/fv3atWuHhobeu3dPeYiY++bixYvjxo3z8vIKCgoqtmyVKlVq2LBh586dN2/eHB0d3b179+euAackAgeXLl2St4jhSIK7u3vVqlUjIiKePn0qb7x+/boyB61W26dPnwoVKoSGhoooVUm8vb3NzMy++eYbZW6SJD169Oj+/ftF03fr1s3Y2FjUs2zVqlWSJBVbyS9+xpeo0Cd9ZGRkSSldXV0bNmy4adMmMThLlp+fLx9VeusqnThE1Jvw9OnTX375xc7OTkyT9PfffyvbjLOzs5gXSavVdu/e3djYeMmSJcohfnl5ef/884+BZxcjsKZPn+7p6SlmO6pXr16jRo2+/PLLrKwscSIVdRgfHy+GScrPl5+fn2TwKDYDG8aGDRumT59++PDh0nNr166dmZlZWFhYmzZtJk+eLKaTF0QMqFBk1sfHJzo6+siRI8qH/eLFi127djU1LfH/Rvj6+ur1+jlz5hTafv36deWsTEp79uyZPHmyctosefuzZ888PT1LOldwcLBOp5MD2eoKXFK16HS6otGuUh4QAAAA4P9l9Ff671iwYIGfn5+np+fcuXMdHR0PHTo0b948d3f3MWPGSJJ07ty5yZMn29nZ2drayvNzi5iRPP12QEDAypUr09LSCkWIjIyMFi1a1Ldv39atW8+cObN+/frx8fGbN2/OycnZt29f3759c3NzO3ToIM/9JL6iRdcSpX79+v3www/jxo3r3bv3gQMHCg3lK0mPHj2Cg4OHDx8+e/ZsExOT3bt3//rrr/JeExOTSZMmzZo1q0OHDqNGjbKwsNi5c6eYB1o2fPjwqKioESNGREREKLcPHTq00HAtR0fHOXPmzJ49u3HjxpMnT3Z3d3/8+PGff/75yy+/bNu2rej4o1q1agUEBCxfvrxPnz7jxo0zNTVdv3793r17hwwZ0qxZM0OurqxnfFm6det25MgRX1/fkSNHGhsbi2mnSkm/YsWKrl27tmjRYvLkya1atTIyMjp//vzGjRv9/f0XLFhgSOsqxYABAxYvXhwUFJSbm9uzZ8/U1NSgoKDk5OS1a9eK+c7Dw8NXrVo1YcKEjh07WltbX7lyZeXKlW5ubmL02cSJExcvXvzOO++MHz/ewcHh6tWrq1ev7t+/v5gG+7natWtnbm5+8+ZNZR89f3//OXPmlC9fvpT5v0uvw1u3bvXo0WPEiBG9e/e2t7ePi4ubN2+eubn5e++997Iahl6vnzZt2sOHD4cNG2ZInlZWVnv37vX09Bw5cmSlSpV69uwpSVLjxo01Gs3ixYtr1apVvnz55OTkDz/8cNasWaGhof369QsKCmrevHlkZOSMGTMsLCzEgnQl6du3b9euXVevXn379u0RI0Y4OjomJCTs3r07IiIiMzOz2LGKOp1uyZIla9as6dOnj6enp729fXp6+vHjx3/55Zdq1aopTyce4fbt2xsbGx8+fHjTpk2tW7cePHiw2KuuwCVVi6mpaZcuXfbv3//JJ5906tRJq9Vu2bLl4MGD/JUBAAAAisGSeG8KMSJjz549paTZtGmTcnkpLy+v+/fvi11ipfaiRo0apczB3d29YsWKYpH1Qnbt2iXmCBfq1KmzatUqsZh6US4uLuKot99+29HRUZnPV199JUlS7969xdLj7u7u7u7upV/7l19+KX+UNm7cWHzgDR48WOwtKCj46KOP5P4FHh4eYu2nb775RiSoUqVKsYWMj4/X6/Vi+bbExET5dOvWrVOOYrO0tPTz87t3755cRcoC5+fnf/755/IET+XKlQsICMjJyZHviCRJoaGhysvp0aOHtbW1ckvpZyyqaJkLEYvupaSkKDdaW1v36NFD/DsvL08ZjGjUqJGI1g0fPlwkSExMlCRp7Nix8uEnTpxo3bq1MtrYvn37I0eOPLd1iTXpAwICirbn8+fPi58pKSm9e/eWb2KlSpVWrVolJz506JCHh4fy1H369JHrp6Cg4Ouvv1Yu5tWmTZujR4/q9fqtW7dKkrR169bSG1inTp2MjY2V9SlGffr4+CiT/fnnn5IkLV682JA6jI2N7datm7KzzFtvvfXXX3+JYw2pk+c2jCtXrkiS1KVLl1Iubf/+/ZIkrVmzRt5y//59JycnS0tLUUV6vT4sLEyetbply5Zi44ULF5SBOXd39+PHj8uZFFt+vV7/7Nmzzz//XDnrlp2dXUBAQH5+frHFS0tL+/LLLxs3bqxsNmZmZgMGDIiNjZWTubi42NratmrVSo4mv//+++np6cqsSi+wGOj33nvvGVgtcXFx8umMjIx8fHyWLFkiSdL69ev5YwQAAAAoGbG6zX9Mfn7+tWvXnjx5UqdOnUILbD3XtWvXGjduPGXKlKLLfiljMampqdWrVzd8CpWXIj09/ebNm5UqVapXr16xCRITE6Oiouzt7ZXBrxdx7969hw8f2traOjk5lTKURsjMzLx+/bpOp2vQoEHR5fBexRlfioSEhLt379rb2xs+I1JKSkpcXJylpaWzs7MhczOVSVJSUnR0tKWlZZMmTYqOWExNTb137565ubmzs3PRKcbFamLZ2dnOzs6qb8FLr8OnT59GRUXl5+fXrFlTGfN9KQ1j0aJFn376aUREhIF9oEp/b8TGxhobG9eqVUssfCZERUUlJiba2dmV9NwVq6Cg4Pbt25mZmY6Ojg4ODsXOoFTIkydP7t27l5WVZW1tXbdu3UKdGV1dXS0sLK5du5aWlvbw4cPq1auXdIvVFbik/+ly+/bttLQ0FxeX1/y6AwAAAN4gxJXw/xs5cuTGjRujoqLEEu8A/s18fHxu3rwZHR2tjAT9J8lxJW46AAAA8G/DvN34H0lJSVu2bPHx8SGoBPz75eXlHTt2LCAg4D8fVAIAAADwb8a83fgfFy5c6Nmz5+TJk6kK4N8vNzd327ZthkyL/h/g7e1d+kqOAAAAAP6vMA4OAAAAAAAAajCAAgAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAAAAAIAaxJUAAAAAAACgBnElAAAAAAAAqEFcCQAAAAAAAGoQVwIAAADw/7VjxzQAwEAQw5Zief54Hk05ZGolG8HpxgBAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgSLWBOZAAAEd0lEQVQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAAABAoSsBAAAAUOhKAAAAABS6EgAAAACFrgQAA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class="c x0 y0 w71 h5d"><div class="t m0 x29 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">68<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x29 h2 y522 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x20 h8 y609 ff2 fs3 fc0 sc0 ls0 ws0">1.2.<span class="ffa"> <span class="_ _57"> </span><span class="ff4">CHARAKTERY<span class="_ _1"></span>STY<span class="_ _1"></span>KA INST<span class="_ _1"></span>RUM<span class="_ _1"></span>ENTÓW FIN<span class="_ _1"></span>AN<span class="_ _1"></span>SOWYCH<span class="_ _1d"></span></span></span> </div></div><div class="c x29 y60a w94 h6d"><div class="t m0 x8 h6 y495 ff2 fs5 fc0 sc0 ls0 ws0">Opis<span class="_ _0"></span><span class="ff3 fs0"> </span></div></div><div class="c xbb y60a w95 h6d"><div class="t m0 xa h6 y495 ff2 fs5 fc0 sc0 ls0 ws0">Charakte<span class="_ _0"></span>rystyka<span class="_ _0"></span><span class="ff3 fs0"> </span></div></div><div class="c xbc y60a w96 h6d"><div class="t m0 x6e h6 y495 ff2 fs5 fc0 sc0 ls0 ws0">Instrum<span class="_ _0"></span>ent<span class="ff3 fs0"> </span></div></div><div class="c xbd y60a w97 h6d"><div class="t m0 x64 h2d y60b ff4 fs5 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">artoś</span><span class="_ _0"></span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span></div><div class="t m0 x1a h2d y495 ff2 fs5 fc0 sc0 ls0 ws0">bil<span class="_ _0"></span>ansowa (w </div><div class="t m0 x59 h6 y445 ff4 fs5 fc0 sc0 ls0 ws0">tys. zł)<span class="_ _0"></span><span class="ff3 fs0"> </span></div></div><div class="c xbe y60a w98 h6d"><div class="t m0 xbf h6 y495 ff2 fs5 fc0 sc0 ls0 ws0">Warunki <span class="_ _0"></span>i terminy<span class="_ _0"></span><span class="ff3 fs0"> </span></div></div><div class="c x29 y60c w94 h6e"><div class="t m0 x21 h1a y60d ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Ak</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">wa </span></div><div class="t m0 x21 h1a y60e ff3 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>we </div><div class="t m0 x21 h1a y60f ff3 fs4 fc0 sc0 ls0 ws0">przezn<span class="_ _0"></span>aczon<span class="_ _0"></span>e<span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y610 ff3 fs4 fc0 sc0 ls0 ws0">do o<span class="_ _0"></span>brotu, w </div><div class="t m0 x21 h1a y611 ff3 fs4 fc0 sc0 ls0 ws0">tym:<span class="_ _0"></span> </div><div class="t m0 x21 h1a y612 ff3 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h1a y613 ff3 fs4 fc0 sc0 ls0 ws0">- instr<span class="_ _0"></span>umenty<span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y614 ff3 fs4 fc0 sc0 ls0 ws0">pocho<span class="_ _0"></span>dne </div></div><div class="c xbb y60c w95 h6e"><div class="t m0 x21 h1a y615 ff5 fs4 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>nab<span class="_ _0"></span>y<span class="_ _1"></span>te w <span class="_ _0"></span>celu o<span class="_ _0"></span>dsprz<span class="_ _0"></span>edaży w o<span class="_ _0"></span>kresi<span class="_ _0"></span>e do 3 </div><div class="t m0 x21 h1a y616 ff5 fs4 fc0 sc0 ls0 ws0">miesi<span class="_ _0"></span>ęcy, w <span class="_ _0"></span>ce<span class="_ _1"></span>lu <span class="_ _0"></span>osiągnię<span class="_ _0"></span>cia korz<span class="_ _0"></span>yści e<span class="_ _0"></span>konomi<span class="_ _0"></span>cznych </div><div class="t m0 x21 h1a y617 ff5 fs4 fc0 sc0 ls0 ws0">wynikaj<span class="_ _0"></span>ących <span class="_ _0"></span>z krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowy<span class="_ _0"></span>ch zmian c<span class="_ _0"></span>en or<span class="_ _0"></span>az waha<span class="_ _0"></span>ń </div><div class="t m0 x21 h1a y618 ff5 fs4 fc0 sc0 ls0 ws0">innych <span class="_ _0"></span>czynni<span class="_ _0"></span>ków ryn<span class="_ _0"></span>kowyc<span class="_ _0"></span>h albo <span class="_ _0"></span>k<span class="_ _1"></span>ró<span class="_ _0"></span>tk<span class="_ _1"></span>i<span class="_ _0"></span>ego czas<span class="_ _0"></span>u trw<span class="_ _0"></span>ania </div><div class="t m0 x21 h1a y619 ff3 fs4 fc0 sc0 ls0 ws0">nabyt<span class="_ _0"></span>ego instr<span class="_ _0"></span>ument<span class="_ _0"></span>u. </div></div><div class="c xbc y60c w96 h6e"><div class="t m0 x21 h1a y60d ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Sp</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y60e ff5 fs4 fc0 sc0 ls0 ws0">instrum<span class="_ _0"></span>entów </div><div class="t m0 x21 h1a y60f ff3 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>wych </div><div class="t m0 x21 h1a y610 ff3 fs4 fc0 sc0 ls0 ws0">przezn<span class="_ _0"></span>aczon<span class="_ _0"></span>ych do </div><div class="t m0 x21 h1a y611 ff3 fs4 fc0 sc0 ls0 ws0">obrotu, <span class="_ _0"></span>w ty<span class="_ _0"></span>m </div><div class="t m0 x21 h1a y612 ff5 fs4 fc0 sc0 ls0 ws0">instrum<span class="_ _0"></span>entów </div><div class="t m0 x21 h1a y613 ff3 fs4 fc0 sc0 ls0 ws0">pocho<span class="_ _0"></span>dnych n<span class="_ _0"></span>a </div><div class="t m0 x21 h1a y614 ff3 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024 r.<span class="_ _0"></span> </div></div><div class="c xbd y60c w97 h6e"><div class="t m0 x6d h1a y617 ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c xbe y60c w98 h6e"><div class="t m0 x21 h1a y617 ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c x29 y61a w94 h6f"><div class="t m0 x21 h1a y61b ff3 fs4 fc0 sc0 ls0 ws0">Aktywa </div><div class="t m0 x21 h1a y61c ff3 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>we </div><div class="t m0 x21 h1a y61d ff5 fs4 fc0 sc0 ls0 ws0">dostę<span class="_ _0"></span>pne do </div><div class="t m0 x21 h1a y61e ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daży:<span class="ff3"> </span></div></div><div class="c xbb y61a w95 h6f"><div class="t m0 x21 h1a y61f ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">za</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">k</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ne</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">p</span><span class="fc2 sc0">oż</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ze</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">e</span><span class="fc2 sc0">l</span><span class="fc2 sc0">on</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">e</span><span class="fc2 sc0">żn</span><span class="fc2 sc0">oś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y620 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">wa </span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">ns</span><span class="fc2 sc0">o</span><span class="fc2 sc0">we</span><span class="_ _0"></span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">l</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">ór</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">te</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span>mo<span class="_ _0"></span>wy<span class="_ _1"></span> </div><div class="t m0 x21 h1a y621 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">us</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ją </span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">n </span><span class="_ _0"></span><span class="fc2 sc0">wy</span><span class="fc2 sc0">ma</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">no</span><span class="fc2 sc0">ś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0">r</span><span class="fc2 sc0">to</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">no</span><span class="_ _0"></span><span class="fc2 sc0">m</span>inalnej </div><div class="t m0 x21 h1a y622 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">or</span><span class="fc2 sc0">a</span><span class="fc2 sc0">z </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">l</span><span class="fc2 sc0">a</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">otr</span><span class="_ _0"></span><span class="fc2 sc0">zy</span><span class="fc2 sc0">ma</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ta</span><span class="fc2 sc0">l</span><span class="fc2 sc0">on</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h1a y463 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">te</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">k</span><span class="fc2 sc0">or</span><span class="_ _0"></span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">k</span><span class="fc2 sc0">on</span><span class="fc2 sc0">o</span><span class="fc2 sc0">mi</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">z</span><span class="fc2 sc0">ny</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">war</span><span class="_ _0"></span><span class="fc2 sc0">un</span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">m</span>, ż<span class="_ _0"></span>e </div><div class="t m0 x21 h1a y623 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">je</span><span class="fc2 sc0">d</span><span class="fc2 sc0">no</span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">tk</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">za</span><span class="fc2 sc0">mi</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">za</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">mo</span><span class="fc2 sc0">że</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">tr</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ć</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0">w</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">o</span> czasu<span class="_ _0"></span>, </div><div class="t m0 x21 h1a y614 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">g</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">ta</span><span class="fc2 sc0">n</span><span class="fc2 sc0">ą</span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">wy</span><span class="_ _0"></span><span class="fc2 sc0">ma</span><span class="fc2 sc0">g</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">tą</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c xbc y61a w96 h6f"><div class="t m0 x21 h1a y620 ff5 fs4 fc0 sc0 ls0 ws0">Spółk<span class="_ _0"></span>a nie po<span class="_ _0"></span>siada </div><div class="t m0 x21 h1a y621 ff5 fs4 fc0 sc0 ls0 ws0">aktywów <span class="_ _0"></span>fina<span class="_ _0"></span>nsowych </div><div class="t m0 x21 h1a y622 ff5 fs4 fc0 sc0 ls0 ws0">dostę<span class="_ _0"></span>pnych do </div><div class="t m0 x21 h1a y463 ff5 fs4 fc0 sc0 ls0 ws0">sprze<span class="_ _0"></span>daży na </div><div class="t m0 x21 h1a y623 ff3 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023 r.<span class="_ _0"></span> </div></div><div class="c xbd y61a w97 h6f"><div class="t m0 x6d h1a y622 ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c xbe y61a w98 h6f"><div class="t m0 x21 h1a y622 ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c x29 y624 w94 h70"><div class="t m0 x21 h1a y625 ff5 fs4 fc0 sc0 ls0 ws0">Pożyc<span class="_ _0"></span>zk<span class="_ _1"></span>i </div><div class="t m0 x21 h1a y626 ff3 fs4 fc0 sc0 ls0 ws0">udzi<span class="_ _0"></span>e<span class="_ _1"></span>lone i </div><div class="t m0 x21 h1a y627 ff5 fs4 fc0 sc0 ls0 ws0">należnoś<span class="_ _0"></span>ci </div><div class="t m0 x21 h1a y628 ff5 fs4 fc0 sc0 ls0 ws0">własn<span class="_ _0"></span>e:<span class="ff3"> </span></div></div><div class="c xbb y629 w95 h71"><div class="t m0 x21 h1a y62a ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">N</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">za</span><span class="fc2 sc0">l</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">żni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">u </span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">g</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">no</span><span class="fc2 sc0">ś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">(</span><span class="fc2 sc0">za</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">)</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">a</span><span class="fc2 sc0">k</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">wa </span></div><div class="t m0 x21 h1a y621 ff5 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>we pow<span class="_ _0"></span>stałe <span class="_ _0"></span>na sku<span class="_ _0"></span>tek wy<span class="_ _0"></span>dania b<span class="_ _0"></span>ezpośre<span class="_ _0"></span>dnio </div><div class="t m0 x21 h1a y62b ff5 fs4 fc0 sc0 ls0 ws0">drugiej <span class="_ _0"></span>stronie <span class="_ _0"></span>kontra<span class="_ _0"></span>ktu śro<span class="_ _0"></span>dków <span class="_ _0"></span>pieniężn<span class="_ _0"></span>ych ora<span class="_ _0"></span>z </div><div class="t m0 x21 h1a y463 ff5 fs4 fc0 sc0 ls0 ws0">obligacj<span class="_ _0"></span>e i i<span class="_ _0"></span>nne dłużne <span class="_ _0"></span>instru<span class="_ _0"></span>ment<span class="_ _0"></span>y finans<span class="_ _0"></span>owe na<span class="_ _0"></span>byte w </div><div class="t m0 x21 h1a y62c ff5 fs4 fc0 sc0 ls0 ws0">zami<span class="_ _0"></span>an za wy<span class="_ _0"></span>dane b<span class="_ _0"></span>ezpośr<span class="_ _0"></span>ednio dru<span class="_ _0"></span>giej stro<span class="_ _0"></span>nie <span class="ff3">kontr<span class="_ _0"></span>aktu </span></div><div class="t m0 x21 h1a y614 ff5 fs4 fc0 sc0 ls0 ws0">środki <span class="_ _0"></span>p<span class="_ _1"></span>i<span class="_ _0"></span>eniężn<span class="_ _0"></span>e<span class="_ _1"></span>.<span class="ff3"> </span></div></div><div class="c xbc y624 w96 h70"><div class="t m0 x21 h1a y625 ff5 fs4 fc0 sc0 ls0 ws0">Pożyc<span class="_ _0"></span>zk<span class="_ _1"></span>i pr<span class="_ _0"></span>acownic<span class="_ _0"></span>ze </div><div class="t m0 x21 h1a y626 ff5 fs4 fc0 sc0 ls0 ws0">oraz p<span class="_ _0"></span>ożyczki </div><div class="t m0 x21 h1a y627 ff3 fs4 fc0 sc0 ls0 ws0">pracowni<span class="_ _0"></span>cz<span class="_ _0"></span>e<span class="_ _1"></span> w ra<span class="_ _0"></span>mach </div><div class="t m0 x21 h1a y628 ff5 fs4 fc0 sc0 ls0 ws0">ZFŚS.<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xbd y624 w97 h70"><div class="t m0 x22 h1a y62d ff3 fs4 fc0 sc0 ls8 ws0">77<span class="ls0"> </span></div></div><div class="c xbe y624 w98 h70"><div class="t m0 x21 h1a y62d ff5 fs4 fc0 sc0 ls0 ws0">Termin <span class="_ _0"></span>spłat<span class="_ _0"></span>y do li<span class="_ _0"></span>stopada 202<span class="_ _0"></span>5 r<span class="_ _0"></span>.<span class="ff3"> </span></div></div><div class="c xbb y624 w95 h72"><div class="t m0 x21 h1a y612 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Poż</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">zk</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">zi</span><span class="fc2 sc0">e</span><span class="fc2 sc0">l</span><span class="fc2 sc0">o</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">nal</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0">żn</span><span class="fc2 sc0">oś</span><span class="_ _0"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">wł</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">n</span><span class="fc2 sc0">e</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">tór</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ół</span><span class="fc2 sc0">k</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y623 ff5 fs4 fc0 sc0 ls0 ws0">przezn<span class="_ _0"></span>acza d<span class="_ _0"></span>o sprze<span class="_ _0"></span>daży w <span class="_ _0"></span>k<span class="_ _1"></span>r<span class="_ _0"></span>ótkim t<span class="_ _0"></span>ermini<span class="_ _0"></span>e, zalicza <span class="_ _0"></span>się do </div><div class="t m0 x21 h1a y614 ff5 fs4 fc0 sc0 ls0 ws0">aktywów <span class="_ _0"></span>fina<span class="_ _0"></span>nsowych <span class="ff3">-<span class="_ _0"></span>prz<span class="_ _0"></span>e<span class="_ _1"></span>znacz<span class="_ _0"></span>onych <span class="_ _0"></span>do o<span class="_ _0"></span>b<span class="_ _1"></span>rot<span class="_ _0"></span>u. </span></div></div><div class="c x29 y62e w94 h1c"><div class="t m0 x21 h73 y3d7 ff5 fs7 fc0 sc0 ls0 ws0">Środk<span class="_ _1"></span>i </div><div class="t m0 x21 h73 y1cf ff5 fs7 fc0 sc0 ls0 ws0">pienię<span class="_ _1"></span>żne<span class="ff3"> </span></div></div><div class="c xbb y62f w95 h1b"><div class="t m0 x21 h73 y630 ff5 fs7 fc0 sc0 ls0 ws0">Środk<span class="_ _1"></span>i pie<span class="_ _1"></span>niężne oraz ich <span class="_ _1"></span>ekwiwale<span class="_ _1"></span>nty wy<span class="_ _1"></span>cenia <span class="_ _1"></span>się wed<span class="_ _1"></span>ług </div><div class="t m0 x21 h73 y631 ff3 fs7 fc0 sc0 ls0 ws0">zamortyzowane<span class="_ _1"></span>go k<span class="_ _1"></span>osztu p<span class="_ _1"></span>rzy za<span class="_ _1"></span>stosowan<span class="_ _1"></span>iu metody<span class="_ _1"></span> ef<span class="_ _1"></span>ekty<span class="_ _1"></span>wnej </div><div class="t m0 x21 h73 y632 ff3 fs7 fc0 sc0 ls0 ws0">stopy p<span class="_ _1"></span>rocentowej<span class="_ _1"></span>.<span class="_ _1"></span> </div></div><div class="c xbc y62f w96 h1b"><div class="t m0 x21 h73 y630 ff5 fs7 fc0 sc0 ls0 ws0">Środk<span class="_ _1"></span>i pie<span class="_ _1"></span>niężne w <span class="_ _1"></span>kasie <span class="_ _1"></span>i </div><div class="t m0 x21 h73 y631 ff3 fs7 fc0 sc0 ls0 ws0">na rachunk<span class="_ _1"></span>ach </div><div class="t m0 x21 h73 y632 ff3 fs7 fc0 sc0 ls0 ws0">bankowy<span class="_ _1"></span>ch. </div></div><div class="c xbd y62e w97 h1c"><div class="t m0 x75 h73 y27c ff3 fs7 fc0 sc0 ls1f ws0">682<span class="ls0"> </span></div></div><div class="c xbe y62e w98 h1c"><div class="t m0 x21 h73 y27c ff5 fs7 fc0 sc0 ls0 ws0">Środk<span class="_ _1"></span>i dostęp<span class="_ _1"></span>ne na<span class="_ _1"></span> żądanie<span class="_ _1"></span>.<span class="ff3"> </span></div></div><div class="c x29 y62f w94 h28"><div class="t m0 x21 h6 y428 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y62f w97 h28"><div class="t m0 x79 h73 y27c ff3 fs7 fc0 sc0 ls1f ws0">12<span class="ls0"> </span></div></div><div class="c xbe y62f w98 h28"><div class="t m0 x21 h73 y27c ff5 fs7 fc0 sc0 ls0 ws0">Środk<span class="_ _1"></span>i na rachunk<span class="_ _1"></span>u V<span class="_ _1"></span>AT<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w6f h5d" ><div class="pc pc45 w6f h5d"><img class="bi x26 y19 w93 h74" alt="" src="data:image/png;base64,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EOGDKmtclxcXHl5ubu7u+55SgoKCjIzM0tKShwdHZs1a1bbHu7cuZOVleXq6tq4cePqZ56cnFxaWurk5FS9GbVabXx8fEFBgbOzs7W1Nb3u7y4+Pv73339v0KBBkyZNKisrH2nb9957b//+/atXr166dKlu+bZt23JyckJDQ4cPH/5/2rvzOJ/qxfHjxzAGQ2PLEuKiGXsiLUqLVrSI0jfVTftOdevWTVG39ZtEiyyXVEpFRGlFy7fSr1UkhEuUJGNfimb5/XEe3/P4fGcY41232733+fzLfD7HZznnfM75nNfnLFEUZWZm3n777QsXLpwwYcLcuXPbtGkTD/bRRx/Nnz9/3333LX4M3X+stWvXLlu2rGLFis2aNStbtuyefrpXrVqVm5u7zz77pN5bo0aNPn367PTpNm7cuGTJkgYNGtSqVWuni7gvv/wyLS2tefPm5cuXT72rZcuWLVu2LHmBFkVR+/btf+HLyM/PX716dW5ubqVKlRo1alRCKylhqbhx48YVK1ZUr159n332Kb6sXr9+/dKlS+Nxnpb2S4+hWbFixffff7/33nuX8ieB7du3z58/v2LFio0bN/61ZqF27doVFBTsaoBvv/1206ZN9evX32uvvfZ0ltiV5cuX5+bmZmdnJyuUTZs2LVmyZJ999qlTp86ezsa7Whf/KkpecZf8waxbt269evVK/1wlz1rxl4Tt27f/WpM+bIrvSqdOnTp16vRrjcBEXl7e8uXL8/LyGjduvNOJGzYHFh2zAAA7lZmZ2b59+13du3379uuuu65ixYrxl4qMjIwbbrghLy8vGeCggw5K/VZXv379cePGpf73fv36VapUKb63bNmyHTt2/Pzzz+N7O3To0KFDh/jfK1euzMrKuuaaa+68886qVavGw7do0WLhwoWpr+f1119v0qRJfG/58uW7dOmSlZU1ZMiQXb3+Fi1alC1bNi0tLSsrKysrq3Xr1oWFhddee21WVtbq1avjYQ444IBDDz30+eefb9q0afzI1apVe/HFF5MHWbx4cf369VO/XB144IEff/xxMsDVV1+dlZU1c+bMI488Mnmnt912W+orGTlyZN26dZNHyM7OfuaZZ5J7p0yZsu+++8Z3paWlde/efc2aNcnLi192bM2aNdWrV+/bt29yy7hx47KysmbMmPHXv/41Kyvr1VdfLTIFmzRpctRRR5nV/1kOO+ywzMzM0g//+OOPR1E0duzYeH+lO+64I7mre/fuURQtXbo0dfj4JGWDBw8u8jg///xzFEXdunX79x698Qmk/vSnP+1qgJUrV5588snJYmrvvfdOXUbt9tP97rvvJsEuiqJatWrdeOON8V2rV6/Oysq69tpr4z+fe+65rKysMWPGnHfeecl2Xffu3Tdv3pz6eh544IEkiNeoUeOoo47KyspKnnHSpElZWVmTJk3a6Xt58skn4yRdqVKleJn29NNPB7yMa665pkKFCsmbqlKlSpEF+26Xit98881JJ52UjNVKlSqlPsWGDRt69+6d9Ls6deo8/fTTqQ9eymVa/Of777+///77J6+2VatWn3zySclzxUMPPZSM5GrVqrVt2zaKog8++CCeH6pWrXr55ZcnA7/44otZWVkTJkxIbrn00ktr1KixZcuW+M8vv/zy0EMPTV7AAQcc8OmnnxaZLkntSktL69y587vvvhu/kSiKhg8fXvIsUUS8QpkxY0bypJmZmWPHjl2/fv3FF1+chMiuXbtu2rSplLNxCeviW265JWtnZs+evdt1SilX3EXEs+jf/va3c845J5lJevbsuW3btiJz4Nq1a6+//vqmTZtWr159ypQpu521CgsLZ86cmcy06enphx9+eBRF99xzT3xvHG6SP2O33XZbVlZWvFz98ccf4x+9kntXrVrVpk2bhg0bfvHFFyVP8eOPP75WrVpr165NffDPP/88KyvrlltuSaZsLH663Y7A0qzWd+zYcfPNNyczfMWKFXv37v3tt98Gz4G7oisBAIFdqUePHunp6TfffPP777//9ttvX3zxxVEUDRw4MBmgXbt2ffv2/dvf/jZp0qQhQ4bEPw/OmjUrvveKK64oU6ZMv379XnvttZdffvmWW25p0KBBslGXk5OTk5OTbKVEUVSuXLmqVated911I0eOjH+B79SpU/Jc77zzTrly5WrVqnXfffdNnjx5yJAh8clTi3xHTDVs2LCGDRtWrlz5nnvuueeeex599NF4myHeASEepkmTJuXKlStbtuw555wzfPjwW2+9tUKFCllZWcm3wzlz5nTo0GHAgAHjxo2bMGHCgAEDKlWqVLNmzeQ7/YUXXhi/+COPPHLo0KEPPPBAw4YNoyiaOXNmPMCECROiKOrSpcvkyZOnT58+ZMiQDh06XHjhhfG9r776alpaWnZ29tixY19//fUbb7yxbNmybdu2/emnnwoLCy+66KL4d9F44NGjR8fbxslG4MUXX1yuXLnNmzcvW7YsLS2tSEd4+umnoygaM2aMWf1foiu99dZb6enp/fv3LywsLN6VTjnllNSZIfbpp59GUXTVVVfpSsWtX7++cePGtWrVevTRRz/++OOXX3758MMPL1OmTPLZLPnT/fXXX1eqVKlZs2ZPPPHEzJkzx44de+qpp2ZnZycbnFEUXXrppUkNiZcD++233x133DF8+PB4r4Rbb701eT133313vLfR8OHDJ06cOHDgwHiZGSePwsLCZ555Joqi1Oicas6cOfHSpnv37vEybe7cuQEv44ILLjj77LMfeeSRSZMmjR49Og7id999dzJAyUvF/Pz8Vq1a7bXXXg888MCMGTMmTpx4ySWXVK5c+ZtvviksLMzLy4tHct++fV955ZWnnnoqrkLPPvts/OClX6YVFhZ++OGHGRkZbdu2ff755z/99NNx48Y1aNCgZs2aP/zww65miaFDh0ZR1Lx588GDBz/99NO33nprkZHctGnTpk2bJsOfc845URT16NEjuWW//fY7+OCDky5Zs2bNKlWqDBo0aPr06Q8//HCNGjWqVKmyePHieIAhQ4bEO5o9/PDDkydPHjhwYL169eKPcGmmRXHJCuWEE0545JFH/vu//7t69erly5dv1KhR/fr1BwwYMGLEiM6dO0dRlPx6sduVVAnr4rfffntQiltvvbVs2bJ16tTJzc3d7TqlNCvu4uLRUqZMmf333/+ee+4ZPHjwQQcdFEXRJZdckjoH1qxZs169etWrVz/mmGM6deo0derU3c5aH374Yfny5bOysgYOHDh+/PjBgwcX+ZLwxRdfFPkOU1hYeOONN0ZRFE/QIl3phx9+aNGiRdWqVVMj3a6m+BNPPBFF0aBBg1If/OKLLy5Tpkz84K+88so999wTzwPxLbsdgbudBAUFBfHvDSeddNLYsWOfe+65yy+/PDMzc/r06cFzoK4EAPyaXemVV16JomjYsGGpNx577LF77bXXzz//vNP/8uGHH0ZRdP3118d/1qhR48ADD0wd4Keffko2J4p3pcMOOyzZjajwf/fOWL9+ffxnmzZtKlSosGzZsiKblCV0pXirvnbt2qm3FO9KNWvWTPaiSjZLXnjhhV09ZnyK3GnTpqVuBqT+ahpfeKhfv37xnz179owPUkh9kL///e/xP1q0aLHXXnul/sh53333RVEUV7Bnn3029Xtzly5d4h9jkw3jli1bduzYMf53vF9G6v4sHTt2rFGjxo8//mhW//13pQULFlSrVu3MM88sKCjYaVfq379/FEWPPPJI6v+aN29eFEV9+vTRlYr785//nJ6ePnv27OSWjRs31qhRo2vXrqX5dD/88MOpn/Qin9ydBp0rr7xy+/bt8S07duyoVavW/vvvH//53XffZWRktGnTJhmgsLBw0KBBpe9KhYWF06dPj3dASG7Z05dR3Pbt26tWrZq6rC55qRhvnCfL+eRlbN26tfB/M3ocVmJbtmypVatWvXr14hXHHi3TDjrooD/84Q+pC8/33nsviqL77rtvp+9l3bp1lStX3m+//VL/S5GRfNlll0VR9P3338fvPSsrq2nTphUrVox3UFqzZk0URTfffHNSZKIoirfSY/EVVHv16lVYWLh69eoKFSrk5OSk7muzdevWjz76KGxaJCuUZPwUFhaOGTMmjolJJ4onWbLD725XUiWvixMFBQWnnnpqenr6e++9V5p1SmlW3LvqSjfeeGN+fn7yYrKzs9PT05P1YJMmTdLT02+55ZbUldduZ62OHTuWK1du3rx5u/qSsEddKTc3t02bNtWqVUvdPa2EKf7TTz/tvffejRs3jhfgcdeuVKlSkaXNn/70pyJdqeQRWPIkmDp1ahRFf/zjH1OfYvny5fE3pbA5cFdcDw4ACDFp0qT09PRTTjklN8UhhxwSn98h9TQW77///tixY++7777x48dHUZSbm5scgLBw4cK33347GTgjI6OE0yi0bds29cj/+PCTFStWRFG0bNmyuXPnnn766Y0aNfrV32nt2rVTj7NIfd7UEzq88cYbo0aNuuuuu+IN/uRtxo4//vjk361bty5TpkzyCNWqVYui6LHHHos39WPxT+hLly6dP3/+GWecUb169eSueLMn/r7YuXPn+Lzj8fkRZs6cee+999apU2fixInxLfPnz49/u453WikoKBgxYkT85+effz5r1qyLLroo9ZgXfp/WrFnTrVu35s2bP/7447s6ucbll19etWrVa6+99oYbboj3O7jvvvvOOOOM+EAk43CnC7H27dvXr18/WYLt2LGjTZs28U5eu/10x5/cZ599NvWKeyWftOWoo45KjlRKT09v1qxZshx47bXXtm/f3rdv3yLnVPpHKOFlJGdKmTt37jPPPDN06NDbb789PT29yAKthKVifMDO9OnTU6+qWadOnXgmjC9mFy/EksO4zjnnnJUrV37yySd7tEz79ttvP/roox49evz000/JFMzOzs7IyCgyBROvv/76li1b+vXrV7ly5V2NnPgUe/ELmDlz5pYtW8aMGfPjjz9OmzYtzk/xi4wHfumll5o0aXLssccm/71Dhw7t2rV7+eWX8/Pzp02b9tNPP6UeLR5/GFPPvL7baVHCi4zFp9zq0KFDcpalePeluEqUZiVVynXxnXfeOXXq1KFDhx522GGlX6eUsOIuwYEHHpgcR5mRkdG7d++ff/45/mkqOVr8jjvuSH2ikmet77//ftasWd27dy/5DGWltGHDhuOPP/7bb7+dOXNmu3btkttLmOIZGRkXXXTR0qVLX3vttfj2xx9/fNu2bVdffXXJz1XyCCx5Ejz//PNxa0t9wH333Tf1m1LYHFicrgQAhFi0aNHPP//coEGDvVPceeed8Vf/eJh77723du3ahx9++CWXXPLQQw+9+eab8RZLfO9f//rXn3766eijj65bt2737t3vv//+Pbp8b/wdeseOHVEULV++PP6i+Ru88dTnjaJo8+bN5513Xu3atU844YRrrrlm9OjRc+fOTX2bO/n6lZZWqVKl5BGuvfbamjVr9uvXr0aNGp07d/7LX/4S/2oa97LiW6pVqlSpWbPm0qVLoyjae++927RpE28CTZs2rXz58l27du3Zs+cLL7xQUFDw4YcfFhYWJptAxx13XHZ29pgxY7Zv3x5F0bBhw8qWLRv/3s7v3KBBg9avX3/vvfd+/fXXCxcuXLhwYTzP5+bmLly4cN26dVEU1atX75133tl///3vv//+Ll26nHTSSUOHDm3dunUURalnpieWn5+/dOnS//f//t/e/9dbb72VLMFK/nT37Nmzffv2Tz31VK1atTp06HDFFVe8/vrre7owSZYDv+VCrISXEUXRyy+/3LRp0/333//ss8++++67p0yZEu9qVMqlYv369a+44oo5c+Y0bdq0WbNm55xzzhNPPBHv6BEv08qXL1+kWSQZfY+WaYsWLYqiaPDgwamTr1atWtu3b0+mYBGLFy+OoqhFixYlvJfOnTunpaXFL2Dy5MlHHnnkEUcc0bJly3gT/YMPPsjIyIjDSl5e3jfffFO8JDZu3Hjr1q2rV6+Of2Jp3rx58LQojfikWkVOGZ6ZmZn8ULHblVRp1sWvvPLKbbfd1qdPn9RVRsA6pcgKtJTiDlLyN4SSZ63STPpS2rRp0wknnPDZZ59NnTr1gAMOSL2r5Cl+2WWXlS1bdtiwYfHIf/TRR/fbb7/4MgvB30BKngRLlixJT09PTin1D5oDdSUAIFxBQUF8QtniWrVqFUXRiBEj/vKXv3Ts2PGTTz6Jd6qfNWtW6iOcddZZ8+bN69+/f3Z29syZM2+44YbmzZvPnj07+CWVvOXzD3LxxRc/+eST/fr1W7p06bZt25YtW/bggw/u0SO0aNFiwYIFQ4YMOfLII+fPn3/vvfe2bds2PqtI/I6K759SpkyZ5M0ec8wx8+bN27Bhw6RJk7p161axYsVevXqtXr36f/7nfz744IOKFSvGp5CI/9cVV1yxdu3a5557bsOGDePHjz/llFOSM4Lze7Zjx47169cfccQRzf/Xf/3Xf0VR9OCDDzZv3nzUqFHxYG3atPn4449XrVo1e/bsb775ZuXKlfE5iUu4Mv1/rPjYjc6dOxdfgr3//vul+XRXqFDh/fffHz9+fK9evTZs2DB8+PATTzzxvPPO+4Wv6p87Wr744ovu3buXLVv2lVde2bp16w8//PDll1/uURmJN27ffPPNK664olKlSs8991yfPn06dOiwZcuW+A3udIGW+t5LuUyLS8oNN9xQfAo+9NBDO31hcWrJyMgo4cVXr169bdu27777bn5+/pQpU+I9/nr16vXKK69s27btgw8+6NixY7wzSAnL52QGi6Ko+BUGf28rqd2ui5csWXL22We3a9du+PDhRd7pb7NOiUtHyVepK3nWKs2kL6WXXnrphx9+iKLo9ttvL5JgSp7i++6778knn/zqq69+/fXX06dPX7x48VVXXRVwcbfST4LCwsK0tLRf+BS6EgDwD9SoUaNNmzY1aNDgwGLin08nTpyYkZHx/PPPt2/ffldfs3Jycu6888533nln3bp1jz322IYNGwYPHhz2YqIoWrBgwW8f1yZPntypU6dBgwaV8vrWO1WzZs1rrrnmpZdeivfVr1at2m233RZ/DY3+92f8xObNm9esWZPsx37ssccWFBS88cYbr732WrwJdPjhh9etW3fixImzZs3q2LFj6jfpPn36ZGZmDhs2bOzYsaXZA5/fiSuuuGL6/xVvOffp02f69OlnnXVW6sB16tRp27Zt/fr18/Pzx48fX7NmzaOPPto4LKJcuXL16tVbtWpV8SVYfGBLaT7dGRkZZ5111lNPPbV48eJly5YdeuihTz75ZOqBwL//hVgRU6ZMycvLGzFiRJcuXVKP5dlTRx999LBhwz777LPc3NzLLrvsyy+/jE+ctO+++27fvv27775LHThexO3pMi0efsuWLcWn4H777bfTV1WnTp2oFAdhHXvssXPmzJk2bdr69et79OgRd6Vt27ZNnTr1448/TvYATU9Pr1u3bpHlc/x2KlasWLt27QYNGkRRtHDhwn/iBC3lSqqEdfHWrVtPO+209PT0yZMnFz9o+rdZp3z11VdRFDVr1qyEYUqetUoz6eNulexbtyutW7f+/PPP77zzzhkzZvTu3Ts/Pz+5a7dTPD5sbfjw4cOGDatcuXJ8Hu5fqIRJ0KBBg+3bt8c7PutKAMDvUffu3QsLCwcMGFDk9i+//DL5mlXk98P58+cn/y4sLIwPNEi+z5199tlpaWm7On5ht5tkLVu2nDJlymeffRbfsm7dupEjR/4GX9mL/xKY+jZL47333ks9hOHQQw9t3rx5PB6ys7ObNm06YcKE9evXJwPEO6d069Yt/vOII45IT08fOHBgWlpaly5doihKS0vr2bPnpEmTPvzww9TTcERRlJWVde6553700Ud33XVXq1at5IZ/FdnZ2cf+X/EuSPG5XeIrDBY3YMCAefPm3XzzzSX/zv+fvBBbsGBBfDLsVHPmzCnNp3v27NmbNm1KXQrFH7ewhdgJJ5xQrly5hx56KDnrzYIFC1544YV/+lj64YcfipxcqWTffPNN6nZsVlbW6aefnoyWrl27RlGUunDetm1bcizhHi3TmjZt2rJly3HjxsUHxCXy8vJ2tRCOrysfn+kvlp+fX7wCxGHrpptu6tSpU3xqm2bNmrVq1er222/funVr6kK1a9euS5YsiQ/xjn3yySeffvrp8ccfX65cuRNPPDEtLW3o0KGpe7X8/PPP8WFov1lXKnk23u26+Pzzz1+wYMFzzz0XR5MifoN1Sm5u7mOPPda4cePUMxkVV/KslZOTs/fee0+ZMmXbtm2pX1dSHyF+g8m3iCiKtm7dmhyWnmjTpk1WVlb//v379u07adKk1DM67XaKH3PMMfEeptOmTTvvvPP22muvXz5+SpgE8feE+FofidWrVxc599avopw1CgBQ8kbCNddcU+TG008/vUePHscff/yoUaMWLVp0/vnn16tXb+XKlS+++OKUKVO2bNlStmzZE0444c033+zevfsFF1yQlpb2xhtvPP7446nf5o844oiuXbuee+652dnZGzZsGDVqVEFBQa9evcJe54MPPtilS5eOHTu2a9euQoUKH374YXwagn/oHuDlypU75phjXn311b59+x599NEbN24cP358fEmm0rvppps2bNhw5ZVXtmvXrqCg4PXXX581a1byM+a99957+umnd+rUKb5c8YwZM+64446cnJyLL744HiAzM/OQQw559913zzjjjOT0zL169XrkkUeilPPLJq688soRI0asXbv2rrvuMnv/s3z++efxldrWrFmTl5f31FNPxWEi3u4NNmPGjOXLl++zzz7ffffdM888M3PmzDPPPLNv376pw7z++utr1qyJU+bKlSvjpz744IN3tYvHv4G33nqr+ELspptuuvXWW6dOnXrOOefMmDGjS5cuVatWXbBgwbPPPltQUPDBBx/s9tM9adKkkSNHXn311UcddVRmZuacOXNGjBiRnZ0dH3u4p+rWrTtgwIABAwZkZ2cfcMABmzdv/uyzz2rWrPmPXogVcdxxxw0cOPCyyy678cYba9SoMXv27Icffnj9+vW7apfFffXVV926dTv//PNPOeWUOnXqrFix4o477sjIyDj11FOjKDrzzDOHDBly11137dix46STTsrNzb3rrrtWr149evTo5OTBpV+mPfLII8cff/yBBx547bXXHnTQQWXKlPn444+feOKJXr163XvvvcVfW5s2bY477riXXnqpV69eJ5100saNG8eMGRNnxCL5KSMjY+HCham7fvTq1WvAgAFVqlRJPaq0f//+EydO7Nmz51133dWuXbv58+f/5S9/qVChQnyqwcaNG/fr12/IkCGHHXbYVVddVbdu3S+++GLUqFFnnHFGfPbl38BuZ+OS18VDhw6dOHHiYYcd9tVXX8U7DSV9JFli/CPWKQMHDvz73//eqFGjFStWPPLIIxs2bHjiiSeSM3nv1G5nrWuuuaZ///5HHnnkhRdeWKFChcmTJ8en+k5UqlTpqKOOmjFjRr9+/Q4//PDFixcPHz68yA5QqYYOHZqbmzt69OgaNWrE81tppviVV14ZH/521VVX/Vqja1eToHfv3o8++ujIkSM3btx4+umnV6hQ4d133x01atSECRN2Wgl/EZd3BQB2JT6irbiHH344vvrvn//856ysrOT2WrVqXXnllXl5efHpDP74xz8md7Vq1Sr+7f28886Lr1h8/vnnJ9eviaKoXr16I0aMSJ46Jycn8z3avQAAEP5JREFUJycn/nf829qVV16Z+trii0N//PHHyS2zZs067bTTWrdufcQRR9x///3vvPNOFEUPPfRQyVd5r127duotl156aRRFq1atSq5n3LJly+JXLh80aFD854oVKw466KD4LZQpU6Zr167xJbfHjh2belnoNWvWFBmxySXeH3zwwfr166d+tb3uuutSL588bty41MvBHHfccUWuAH377bdHUfTcc8+lXhB6n3322WuvveJpUUROTk7VqlXjy2bzTxFfu7r4dlHpHyG+otMdd9xR/EMRa9KkybBhw5JrdScOPvjg4k+demX6fyfxp3Wnvvjii3jZcvrpp6fuz9WsWbNHH320NJ/uGTNmpCakMmXKnHbaaV9//XX8f1etWhVF0aWXXpp69fSJEyemvrxu3bplZmam3vLkk0927ty5devW3bp1e/755+ON1blz58b3xrtWPfPMM7t6v3EvSJ2aAS/jwQcfTA53qlWr1kMPPdSuXbuGDRsmA5S8VFy+fHm871UyZtq3b//2228nA69Zs+aUU05JYlm1atVGjhxZ5I2Ufpn23nvvHXLIIalT4YgjjnjzzTd3NYp++OGHTp06JQP36NHj+uuvj6Logw8+SB3s6KOPTktLS1YEhYWF8W5NRa4KX1hY+Mknn6RGopycnHfffTe5Nz8//+677069oOehhx76zjvvlH6WKKL4CiXeoabIouCwww6rUaNGaWbjktfFPXv23OnHZ9y4cbtdp5RyxV1EPFo6deqU7MvToEGDSZMmpQ5TfA4szayVn59/+eWXJ/e2bds2Pl3UPffckwzz1VdfJReMy8jIuO666+Iuv3jx4sLCwvgQubPPPjsZfseOHSeeeGK8T9Bup3jqR/K4447b6du/7rrrkqfboxG4q9X6hg0b+vTpk3rFtx49eqxYsSJ4DtyVMv/0k8MBAP/S8vPzFy1atGXLlnr16tWtW7fIT+srV65ctmxZnTp1dnpFkry8vCVLlmzatKlOnTr16tX7dc9v+swzz/Tu3full1466aST/qFjoLCwcNGiRWvXrm3SpEnt2rXDHmT58uWrV6+uWrVqw4YNi59bNC8vb968eZs3b27cuHHxyz/vkXnz5rVu3fq6664LO5UVv2dbt2798ssvCwsL69at64zsezTelixZUlBQ0LBhw9QNwtJ8unNzc7/++uuMjIxGjRqlbpz/Ki699NLRo0evX7/+VzlepvQ2bNiwYMGCzMzMFi1apBai0tu2bdvixYvz8vIaNGiQmsUT33///ZIlSypWrNimTZtffpzmmjVrVqxYUbFixUaNGiW7OJVg4cKFa9as2W+//eLT7vxyixcvXrVqVa1atXZ6DqCCgoIlS5b8+OOPjRo1Sv0l5jez29n4l6yLf911ylNPPXXuuedOnDjxlFNO+fbbb6Mo+sMf/rBHu+yVPGutWrVq8eLFderU2dW1F/Pz8xcvXrxu3bpWrVoFf+5KmOLDhg276qqrXnzxxZNPPrn4f7zooovGjBmzatWqPZozdzsJfvzxx/jacI0aNSp+kqxfha4EAPw7WLNmzbp163JycuI/165d27lz5+XLl3/77beVK1c2fhIXXHDBE088sXjx4uKXxwb+iRYtWlS1atWkwsyZM6djx46HHnrojBkzjBz+Q9YpSVeKT8v1b6agoCAnJyc/P3/JkiWph/UVFBSkpaVt3rz5gAMOyM3N3bBhw7/cat35lQCAfwdfffVVp06datSo0bhx47Jly86dO3fHjh3jxo0TlVJ9//3348eP79q1q6gEvzcTJkwYMGBAvXr1GjZsuGXLli+++KJmzZoPP/ywMYN1yr+HqVOnLlmy5P7770+NSlu2bGnSpElOTs6SJUtWrVq101OD/f4nQdn4KrYAAP/SKlSokJmZmZmZmZ+fX7ly5a5du44YMaL4Wav/w7399tvbtm274YYbHCQFvzdVqlTJzMwsX758Xl5e7dq1zz333NGjRzdq1MiY4T9nnbJx48ZNmzadeOKJqacd/Lfx4osvVq1adcCAARUrVky9/auvvtq8eXPz5s1vueWW1AvM/Qut1h0HBwAAAECINKMAAAAAgAC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBC6EgAAAAAhdCUAAAAAQuhKAAAAAITQlQAAAAAIoSsBAAAAEEJXAgAAACCErgQAAABACF0JAAAAgBDlkn+VKVPG6AAAAACglMoZBQBArLCw0EgAAKD0yvgGCQAAAEAA51cCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAELoSAAAAACF0JQAAAABC6EoAAAAAhNCVAAAAAAihKwEAAAAQQlcCAAAAIISuBAAAAEAIXQkAAACAE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class="c x0 y0 w71 h5d"><div class="t m0 x29 h2 y1a ff1 fs0 fc0 sc0 ls1d ws0">69<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x29 h2 y522 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y633 w94 h75"><div class="t m0 x21 h76 y634 ff5 fs8 fc0 sc0 ls0 ws0">Zobow<span class="_ _1"></span>iąza<span class="_ _0"></span>ni<span class="_ _1"></span>a </div><div class="t m0 x21 h76 y635 ff3 fs8 fc0 sc0 ls0 ws0">finansowe </div><div class="t m0 x21 h76 y636 ff3 fs8 fc0 sc0 ls0 ws0">przeznaczone do </div><div class="t m0 x21 h76 y637 ff3 fs8 fc0 sc0 ls0 ws0">obrotu, w tym: </div><div class="t m0 x21 h76 y630 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h76 y638 ff3 fs8 fc0 sc0 ls0 ws0">- instrumenty </div><div class="t m0 x21 h1a y639 ff3 fs8 fc0 sc0 ls0 ws0">pochodne<span class="fs4"> </span></div></div><div class="c xbb y633 w95 h75"><div class="t m0 x21 h1a y63a ff5 fs4 fc0 sc0 ls0 ws0">Zobowi<span class="_ _0"></span>ązania n<span class="_ _0"></span>abyt<span class="_ _0"></span>e<span class="_ _1"></span> w <span class="_ _0"></span>celu o<span class="_ _0"></span>dsprze<span class="_ _0"></span>daży w o<span class="_ _0"></span>kresi<span class="_ _0"></span>e do 3 </div><div class="t m0 x21 h1a y61b ff5 fs4 fc0 sc0 ls0 ws0">miesi<span class="_ _0"></span>ęcy, w <span class="_ _0"></span>ce<span class="_ _1"></span>lu <span class="_ _0"></span>osiągnię<span class="_ _0"></span>cia korz<span class="_ _0"></span>yści e<span class="_ _0"></span>konomi<span class="_ _0"></span>cznych </div><div class="t m0 x21 h1a y63b ff5 fs4 fc0 sc0 ls0 ws0">wynikaj<span class="_ _0"></span>ących <span class="_ _0"></span>z krót<span class="_ _0"></span>kotermi<span class="_ _0"></span>nowy<span class="_ _0"></span>ch zmian c<span class="_ _0"></span>en or<span class="_ _0"></span>az waha<span class="_ _0"></span>ń </div><div class="t m0 x21 h1a y61d ff5 fs4 fc0 sc0 ls0 ws0">innych <span class="_ _0"></span>czynni<span class="_ _0"></span>ków ryn<span class="_ _0"></span>kowyc<span class="_ _0"></span>h albo <span class="_ _0"></span>k<span class="_ _1"></span>ró<span class="_ _0"></span>tk<span class="_ _1"></span>i<span class="_ _0"></span>ego czas<span class="_ _0"></span>u trw<span class="_ _0"></span>ania </div><div class="t m0 x21 h1a y63c ff3 fs4 fc0 sc0 ls0 ws0">nabyt<span class="_ _0"></span>ego instr<span class="_ _0"></span>ument<span class="_ _0"></span>u. </div></div><div class="c xbc y633 w96 h75"><div class="t m0 x21 h1a y60d ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Sp</span><span class="fc2 sc0">ó</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">k</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">p</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y63d ff5 fs4 fc0 sc0 ls0 ws0">instrum<span class="_ _0"></span>entów </div><div class="t m0 x21 h1a y62a ff3 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>wych </div><div class="t m0 x21 h1a y621 ff3 fs4 fc0 sc0 ls0 ws0">przezn<span class="_ _0"></span>aczon<span class="_ _0"></span>ych do </div><div class="t m0 x21 h1a y528 ff3 fs4 fc0 sc0 ls0 ws0">obrotu, <span class="_ _0"></span>w ty<span class="_ _0"></span>m </div><div class="t m0 x21 h1a y63e ff5 fs4 fc0 sc0 ls0 ws0">instrum<span class="_ _0"></span>entów </div><div class="t m0 x21 h1a y63f ff3 fs4 fc0 sc0 ls0 ws0">pocho<span class="_ _0"></span>dnych n<span class="_ _0"></span>a </div><div class="t m0 x21 h1a y640 ff3 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024 r.<span class="_ _0"></span> </div></div><div class="c xbd y633 w97 h75"><div class="t m0 x6d h1a y63b ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c xbe y633 w98 h75"><div class="t m0 x21 h1a y63b ff3 fs4 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy.<span class="_ _0"></span> </div></div><div class="c x29 y5c6 w94 h77"><div class="t m0 x21 h76 y641 ff3 fs8 fc0 sc0 ls0 ws0">- <span class="ff5">Pozostałe </span></div><div class="t m0 x21 h76 y642 ff5 fs8 fc0 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x21 h76 y52f ff3 fs8 fc0 sc0 ls0 ws0">finansowe<span class="_ _1"></span> </div></div><div class="c xbb y5c6 w95 h77"><div class="t m0 x21 h1a y641 ff5 fs4 fc0 sc0 ls0 ws0">Pozosta<span class="_ _0"></span>łe zob<span class="_ _0"></span>owiązani<span class="_ _0"></span>a finanso<span class="_ _0"></span>we <span class="_ _0"></span>wycenia <span class="_ _0"></span>się we<span class="_ _0"></span>dług </div><div class="t m0 x21 h1a y487 ff3 fs4 fc0 sc0 ls0 ws0">zamor<span class="_ _0"></span>tyzowan<span class="_ _0"></span>ego k<span class="_ _0"></span>osztu pr<span class="_ _0"></span>zy za<span class="_ _0"></span>stosow<span class="_ _0"></span>aniu meto<span class="_ _0"></span>dy </div><div class="t m0 x21 h1a y643 ff3 fs4 fc0 sc0 ls0 ws0">efekt<span class="_ _0"></span>y<span class="_ _1"></span>w<span class="_ _0"></span>ne<span class="_ _1"></span>j <span class="_ _0"></span>stop<span class="_ _0"></span>y<span class="_ _1"></span> pro<span class="_ _0"></span>centow<span class="_ _0"></span>e<span class="_ _1"></span>j.<span class="_ _0"></span> </div></div><div class="c xbc y644 w96 h78"><div class="t m0 x21 h1a y645 ff5 fs4 fc0 sc0 ls0 ws0">Kredyt<span class="_ _0"></span>y i poż<span class="_ _0"></span>yczki<span class="ff3"> </span></div></div><div class="c xbd y644 w97 h78"><div class="t m0 x4e h1a y645 ff3 fs4 fc0 sc0 ls0 ws0">2 550<span class="_ _0"></span> </div></div><div class="c xbe y646 w98 h58"><div class="t m0 x21 h1a y5ed ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">u</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">te</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">no</span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y62c ff3 fs4 fc0 sc0 ls0 ws0">stycz<span class="_ _0"></span>nia.2025<span class="_ _0"></span> r., opro<span class="_ _0"></span>centow<span class="_ _0"></span>any n<span class="_ _0"></span>a pods<span class="_ _0"></span>tawie </div><div class="t m0 x21 h1a y614 ff3 fs4 fc0 sc0 ls0 ws0">WIBOR <span class="_ _0"></span>1M </div></div><div class="c xbe y647 w98 h79"><div class="t m0 x21 h1a y612 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">hun</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">m </span><span class="fc2 sc0">mB</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">k</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o </span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">mi</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y623 ff5 fs4 fc0 sc0 ls0 ws0">spłat<span class="_ _0"></span>y<span class="_ _1"></span> do <span class="_ _0"></span>02.20<span class="_ _0"></span>26 r., o<span class="_ _0"></span>procento<span class="_ _0"></span>wan<span class="_ _0"></span>y<span class="_ _1"></span> n<span class="_ _0"></span>a </div><div class="t m0 x21 h1a y614 ff3 fs4 fc0 sc0 ls0 ws0">podst<span class="_ _0"></span>awie WI<span class="_ _0"></span>BOR 1M<span class="_ _0"></span> </div></div><div class="c xbe y648 w98 h58"><div class="t m0 x21 h1a y5ed ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">El</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">zn</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">t </span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">wi</span><span class="fc2 sc0">a</span><span class="fc2 sc0">l</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">o </span><span class="fc2 sc0">te</span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">mi</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">t</span><span class="fc2 sc0">y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y62c ff3 fs4 fc0 sc0 ls0 ws0">02.2026<span class="_ _0"></span>, ., o<span class="_ _0"></span>procentow<span class="_ _14"></span>a<span class="_ _1"></span>ny n<span class="_ _0"></span>a po<span class="_ _0"></span>dstawie <span class="_ _0"></span>WIBOR </div><div class="t m0 x21 h1a y614 ff3 fs4 fc0 sc0 ls8 ws0">1M<span class="ls0"> </span></div></div><div class="c xbe y644 w98 h7a"><div class="t m0 x21 h1a y649 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">t </span><span class="fc2 sc0">w </span><span class="_ _0"></span><span class="fc2 sc0">r</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">hun</span><span class="fc2 sc0">k</span><span class="fc2 sc0">u </span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">m </span><span class="fc2 sc0">Sa</span><span class="fc2 sc0">nta</span><span class="_ _0"></span><span class="fc2 sc0">nd</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">,</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y463 ff5 fs4 fc0 sc0 ls0 ws0">termini<span class="_ _0"></span>e spł<span class="_ _0"></span>aty do 12<span class="_ _0"></span>.2024 r<span class="_ _0"></span>., oproc<span class="_ _0"></span>entow<span class="_ _0"></span>any na </div><div class="t m0 x21 h1a y623 ff5 fs4 fc0 sc0 ls0 ws0">podst<span class="_ _0"></span>awie WI<span class="_ _0"></span>BOR 1M<span class="_ _0"></span>. Kred<span class="_ _0"></span>yt zost<span class="_ _0"></span>ał spł<span class="_ _0"></span>ac<span class="_ _1"></span>o<span class="_ _0"></span>ny<span class="_ _1"></span> <span class="_ _0"></span>w </div><div class="t m0 x21 h1a y614 ff5 fs4 fc0 sc0 ls0 ws0">całości<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xbc y5c6 w96 h7b"><div class="t m0 x21 h1a y610 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">L</span><span class="fc2 sc0">e</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ng</span><span class="fc2 sc0"> </span><span class="fc2 sc0">f</span><span class="_ _0"></span><span class="fc2 sc0">i</span><span class="fc2 sc0">na</span><span class="fc2 sc0">ns</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">y</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c xbd y5c6 w97 h7b"><div class="t m0 x4e h1a y610 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">1</span><span class="fc2 sc0"> </span><span class="fc2 sc0">4</span><span class="fc2 sc0">9</span><span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div></div><div class="c xbe y5c6 w98 h7b"><div class="t m0 x21 h1a y610 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">L</span><span class="fc2 sc0">e</span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ng</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">f</span><span class="fc2 sc0">i</span><span class="fc2 sc0">nan</span><span class="_ _0"></span><span class="fc2 sc0">s</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">wó</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">m</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">s</span><span class="fc2 sc0">z</span><span class="fc2 sc0">y</span><span class="fc2 sc0">n </span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="fc2 sc0">d</span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">c</span><span class="fc2 sc0">y</span><span class="fc2 sc0">j</span><span class="_ _0"></span><span class="fc2 sc0">ny</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span></div><div class="t m0 x21 h1a y3a3 ff5 fs4 fc0 sc0 ls0 ws0">o termin<span class="_ _0"></span>ach s<span class="_ _0"></span>płaty <span class="_ _0"></span>d<span class="_ _1"></span>o 12<span class="_ _0"></span>.2025 i<span class="_ _0"></span> 05.20<span class="_ _0"></span>26, </div><div class="t m0 x21 h1a y612 ff3 fs4 fc0 sc0 ls0 ws0">opro<span class="_ _0"></span>centowan<span class="_ _0"></span>y na <span class="_ _0"></span>p<span class="_ _1"></span>o<span class="_ _0"></span>d<span class="_ _1"></span>stawi<span class="_ _0"></span>e WIBOR<span class="_ _0"></span> 1M, <span class="_ _0"></span>leasin<span class="_ _0"></span>gi </div><div class="t m0 x21 h1a y64a ff5 fs4 fc0 sc0 ls0 ws0">finanso<span class="_ _0"></span>we sa<span class="_ _0"></span>mochod<span class="_ _0"></span>ów osob<span class="_ _0"></span>owych <span class="_ _0"></span>o różn<span class="_ _0"></span>ych </div><div class="t m0 x21 h1a y614 ff5 fs4 fc0 sc0 ls0 ws0">termin<span class="_ _0"></span>ach s<span class="_ _0"></span>pł<span class="_ _1"></span>aty<span class="_ _0"></span>.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x40 y1bd w5 h18" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 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 ls4 ws0">70<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4d h8 y2fa ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">3</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span><span class="ff4"><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">S</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ME</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D </span><span class="_ _0"></span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ZAŁ</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ŻE</span><span class="fc2 sc0">Ń </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZY</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="fc2 sc0">DO</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">US</span><span class="fc2 sc0">T</span><span class="fc2 sc0">ALANI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 yb5 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _1"></span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _2f"> </span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2f"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1c"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _2f"> </span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2f"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">ZAŃ</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y6 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYCH<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y4b3 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _2e"> </span>dzień <span class="_ _2e"> </span>bilanso<span class="_ _0"></span>wy <span class="_ _2e"> </span>i<span class="_ _1"></span>nstrument<span class="_ _0"></span>y <span class="_ _2e"> </span>finansowe <span class="_ _2e"> </span>wyce<span class="_ _0"></span>niane <span class="_ _2e"> </span>w <span class="_ _2e"> </span>wartośc<span class="_ _0"></span>i <span class="_ _2f"> </span>go<span class="_ _0"></span>d<span class="_ _1"></span>ziwej <span class="_ _2e"> </span>nie<span class="_ _0"></span> </div><div class="t m0 x1 h6 y57 ff5 fs0 fc0 sc0 ls0 ws0">wystąpiły.<span class="ff3"> </span></div><div class="t m0 x4d h8 y58c ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">4</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span><span class="ff4"><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">S</span><span class="fc2 sc0"> </span><span class="_ _61"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">U </span><span class="_ _32"> </span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">A </span><span class="_ _61"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">UT</span><span class="fc2 sc0">K</span><span class="_ _1c"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y64b ff4 fs3 fc0 sc0 ls0 ws0">PRZESZACO<span class="_ _1"></span>WANI<span class="_ _1"></span>A <span class="_ _3d"> </span>AK<span class="_ _1"></span>TY<span class="_ _1"></span>WÓW <span class="_ _17"> </span>ZALICZONYCH<span class="_ _1"></span> <span class="_ _17"> </span>DO </div><div class="t m0 x12 h8 y98 ff4 fs3 fc0 sc0 ls0 ws0">KATEGORII D<span class="_ _1"></span>OSTĘ<span class="_ _1"></span>PNYCH D<span class="_ _1"></span>O S<span class="_ _1"></span>PRZEDA<span class="_ _1"></span>ŻY<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y346 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x4d h8 y64c ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">5</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span><span class="ff4"><span class="fc2 sc0">ZMI</span><span class="fc2 sc0">ANY </span><span class="_ _11"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">AP</span><span class="fc2 sc0">I</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">U </span><span class="_ _11"> </span><span class="fc2 sc0">Z </span><span class="_ _11"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0">ALI</span><span class="fc2 sc0">ZAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _11"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NY </span><span class="_ _11"> </span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y3d8 ff4 fs3 fc0 sc0 ls0 ws0">ZAKRE<span class="_ _1"></span>SIE INST<span class="_ _1"></span>RUMENTÓ<span class="_ _1"></span>W FI<span class="_ _1"></span>NANS<span class="_ _1"></span>OWYCH<span class="_ _1d"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y64d ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x4d h8 y64e ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">6</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span><span class="ff4"><span class="fc2 sc0">ZAS</span><span class="fc2 sc0">A</span><span class="fc2 sc0">DY </span><span class="_ _45"> </span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">ADZ</span><span class="_ _1"></span><span class="fc2 sc0">ANI</span><span class="_ _1"></span><span class="fc2 sc0">A </span><span class="_ _62"> </span><span class="fc2 sc0">DO</span><span class="fc2 sc0"> </span><span class="_ _62"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄG</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y149 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">R</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0">U</span><span class="fc2 sc0">NKO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _63"> </span><span class="fc2 sc0">N</span><span class="fc2 sc0">AB</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="_ _63"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0">NS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">ME</span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y309 ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _64"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _64"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">K</span><span class="fc2 sc0">U </span><span class="_ _64"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NS</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">C</span><span class="fc2 sc0">J</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y64f ff2 fs3 fc0 sc0 ls0 ws0">DOKONA<span class="_ _1"></span>NYCH W <span class="_ _1"></span>OBR<span class="_ _1"></span>OCIE RE<span class="_ _1"></span>GULO<span class="_ _1"></span>WANYM<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y650 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x4d h8 y651 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">7</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span></span><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _63"> </span><span class="fc2 sc0">NA </span><span class="_ _63"> </span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">MAT</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _34"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">ZYK</span><span class="fc2 sc0">A </span><span class="_ _63"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y652 ff2 fs3 fc0 sc0 ls0 ws0">PROCENT<span class="_ _1"></span>OWEJ<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y653 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1e"> </span>zmiany <span class="_ _1a"> </span>stóp <span class="_ _1e"> </span>procentowych <span class="_ _1e"> </span>zostało <span class="_ _1e"> </span>szeroko <span class="_ _1e"> </span>op<span class="_ _1"></span>isane <span class="_ _1e"> </span>w <span class="_ _1a"> </span>pkt <span class="_ _1e"> </span>3 <span class="_ _1a"> </span>Sprawozdania<span class="_ _0"></span> </div><div class="t m0 x1 h6 y654 ff5 fs0 fc0 sc0 ls0 ws0">Zarządu z <span class="_ _0"></span>d<span class="_ _1"></span>ziałalności.<span class="ff3"> </span></div><div class="t m0 x4d h8 ya7 ff2 fs3 fc0 sc0 ls0 ws0">1.8.<span class="ffa"> <span class="_ _57"> </span></span>INFORMAC<span class="_ _1"></span>JE NA T<span class="_ _1"></span>EMAT RY<span class="_ _1"></span>ZYK<span class="_ _1c"></span>A KREDYTO<span class="_ _1"></span>WEG<span class="_ _1"></span>O<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y655 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _3e"> </span>za<span class="_ _0"></span>w<span class="_ _1"></span>iera <span class="_ _3e"> </span>tr<span class="_ _0"></span>ansa<span class="_ _1"></span>kcje  wyłącznie  z <span class="_ _3e"> </span>wi<span class="_ _1"></span>arygo<span class="_ _0"></span>d<span class="_ _1"></span>nym<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _3e"> </span>firmami <span class="_ _3e"> </span>o<span class="_ _0"></span> <span class="_ _3e"> </span>dobrej <span class="_ _3e"> </span>zd<span class="_ _0"></span>ol<span class="_ _1"></span>ności<span class="_ _0"></span> </div><div class="t m0 x1 h6 y656 ff5 fs0 fc0 sc0 ls0 ws0">kredytowej, <span class="_ _19"></span>któ<span class="_ _0"></span>rych <span class="_ _19"></span>sytuacja <span class="_ _1d"></span>fina<span class="_ _1"></span>n<span class="_ _0"></span>sowa <span class="_ _19"></span>jest <span class="_ _1d"></span>okresowo <span class="_ _19"></span>weryfikowan<span class="_ _0"></span>a.<span class="_ _1"></span> <span class="_ _1d"></span>Ponadto, <span class="_ _1d"></span>d<span class="_ _1"></span>zięki </div><div class="t m0 x1 h6 y2d2 ff5 fs0 fc0 sc0 ls0 ws0">bieżącemu <span class="_ _1e"> </span>monitor<span class="_ _0"></span>owaniu <span class="_ _1e"> </span>realizacji <span class="_ _1e"> </span>limitów <span class="_ _1e"> </span>kupieckich, <span class="_ _1e"> </span>narażenie <span class="_ _1e"> </span>S<span class="_ _0"></span>półki<span class="_ _1"></span> <span class="_ _1e"> </span>na <span class="_ _1e"> </span>ryzyko<span class="_ _0"></span> </div><div class="t m0 x1 h6 y657 ff5 fs0 fc0 sc0 ls0 ws0">nieściągalnych <span class="_ _1d"></span>należności <span class="_ _1c"></span>jest <span class="_ _1d"></span>minimalizowane<span class="_ _0"></span>. <span class="_ _19"></span>Ponadto <span class="_ _1c"></span>od <span class="_ _19"></span>1 <span class="_ _1d"></span>styczn<span class="_ _0"></span>ia<span class="_ _1"></span> <span class="_ _1d"></span>2023 <span class="_ _1c"></span>r. <span class="_ _1d"></span>Spółka </div><div class="t m0 x1 h6 y5c5 ff5 fs0 fc0 sc0 ls0 ws0">ma <span class="_ _1e"> </span>zawartą <span class="_ _1e"> </span>umo<span class="_ _0"></span>wę <span class="_ _1e"> </span>ubezpieczenia <span class="_ _1f"> </span>na<span class="_ _1"></span>leżn<span class="_ _0"></span>ości<span class="_ _1"></span> <span class="_ _1e"> </span>handlowych <span class="_ _1f"> </span>zarówno <span class="_ _1e"> </span>krajowych <span class="_ _1f"> </span>jak <span class="_ _1e"> </span>i </div><div class="t m0 x1 h6 y658 ff5 fs0 fc0 sc0 ls0 ws0">zagranicznych<span class="_ _0"></span>. W<span class="_ _1"></span> odniesieniu d<span class="_ _0"></span>o innych akty<span class="_ _0"></span>w<span class="_ _1"></span>ów finansowych Sp<span class="_ _0"></span>ółki, takich jak środki<span class="_ _0"></span> </div><div class="t m0 x1 h6 y5fd ff5 fs0 fc0 sc0 ls0 ws0">pieniężne <span class="_ _10"> </span>i <span class="_ _f"> </span>i<span class="_ _1"></span>ch <span class="_ _10"> </span>ekw<span class="_ _0"></span>i<span class="_ _1"></span>walenty, <span class="_ _f"> </span>r<span class="_ _1"></span>yzyko <span class="_ _f"> </span>kr<span class="_ _1"></span>e<span class="_ _0"></span>dytowe <span class="_ _10"> </span>powstaje <span class="_ _f"> </span>w <span class="_ _10"> </span>wyniku <span class="_ _f"> </span>ni<span class="_ _1"></span>emożn<span class="_ _0"></span>ości </div><div class="t m0 x1 h6 y659 ff5 fs0 fc0 sc0 ls0 ws0">dokonania za<span class="_ _1"></span>płaty przez dr<span class="_ _1"></span>ugą stronę umowy, <span class="_ _1"></span>a <span class="_ _1"></span>maksymalna ekspozycja <span class="_ _1"></span>na to <span class="_ _1"></span>ryzyko </div><div class="t m0 x1 h6 y158 ff5 fs0 fc0 sc0 ls0 ws0">równa jest wa<span class="_ _0"></span>r<span class="_ _1"></span>tości bilans<span class="_ _0"></span>ow<span class="_ _1"></span>ej tych <span class="_ _0"></span>i<span class="_ _1"></span>nst<span class="_ _0"></span>r<span class="_ _1"></span>ume<span class="_ _0"></span>ntów.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4d h8 y65a ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="fc2 sc0">9</span><span class="fc2 sc0">.</span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _57"> </span><span class="ff4"><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NA </span><span class="_ _65"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _65"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y65b ff4 fs3 fc0 sc0 ls0 ws0">PRZEZNACZ<span class="_ _1"></span>ONYCH <span class="_ _14"></span>DO <span class="_ _13"></span>O<span class="_ _1"></span>BROT<span class="_ _1"></span>U <span class="_ _13"></span>LU<span class="_ _1"></span>B <span class="_ _13"></span>DOSTĘP<span class="_ _1"></span>NYCH <span class="_ _14"></span>DO </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x40 y19 w99 h9" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">71<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12 h8 y2fa ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">D</span><span class="fc2 sc0">AŻY </span><span class="_ _40"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">DŁ</span><span class="fc2 sc0">U</span><span class="fc2 sc0">G </span><span class="_ _40"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">NE</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _66"> </span><span class="fc2 sc0">CE</span><span class="_ _1"></span><span class="fc2 sc0">NY</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 yb5 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NAB</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CI</span><span class="fc2 sc0">A </span><span class="_ _3d"> </span><span class="fc2 sc0">ZE</span><span class="fc2 sc0"> </span><span class="_ _2c"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">GLĘ</span><span class="_ _1"></span><span class="fc2 sc0">DU</span><span class="fc2 sc0"> </span><span class="_ _3d"> </span><span class="fc2 sc0">NA</span><span class="fc2 sc0"> </span><span class="_ _3d"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AK</span><span class="fc2 sc0"> </span><span class="_ _2c"> </span><span class="fc2 sc0">M</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ŻLI</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y6 ff4 fs3 fc0 sc0 ls0 ws0">WIARYGO<span class="_ _1"></span>DNEJ <span class="_ _1"></span>OCENY <span class="_ _1"></span>WARTO<span class="_ _1"></span>ŚCI GO<span class="_ _1"></span>DZI<span class="_ _1"></span>WEJ<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y4b3 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff11"> <span class="_ _59"></span><span class="ff3"> </span></span></div><div class="t m0 x25 h8 y256 ff2 fs3 fc0 sc0 ls0 ws0">1.10<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">Ć </span><span class="_ _39"> </span><span class="fc2 sc0">G</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A </span><span class="_ _39"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZ</span><span class="fc2 sc0">AŃ</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 yd8 ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYCH, A I<span class="_ _1"></span>CH <span class="_ _1"></span>WART<span class="_ _1"></span>OŚĆ BILA<span class="_ _1"></span>NS<span class="_ _1"></span>OWA<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y65c ff5 fs0 fc0 sc0 ls0 ws0">Wartość godz<span class="_ _0"></span>iwa aktywó<span class="_ _0"></span>w i <span class="_ _0"></span>zobow<span class="_ _1"></span>iązań <span class="_ _0"></span>finansowych nie<span class="_ _0"></span> jest <span class="_ _0"></span>istotnie różna <span class="_ _0"></span>od wartości<span class="_ _0"></span> </div><div class="t m0 x1 h6 y65d ff3 fs0 fc0 sc0 ls0 ws0">bilansowej. </div><div class="t m0 x25 h8 y65e ff2 fs3 fc0 sc0 ls0 ws0">1.11<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ANS</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">CJ</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">K</span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y64c ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="fc2 sc0">ZO</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">K</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">ZT</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NE</span><span class="fc2 sc0"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">AP</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y3d8 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _1"></span><span class="fc2 sc0">CI</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">LUB</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">UM</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">DK</span><span class="fc2 sc0">UP</span><span class="fc2 sc0">U </span><span class="_ _41"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">AZ</span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y65f ff2 fs3 fc0 sc0 ls0 ws0">LEASING<span class="_ _1"></span>U<span class="_ _1"></span> </div><div class="t m0 x1 h6 y660 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff11"> <span class="_ _59"></span> <span class="_ _43"> </span> <span class="_ _43"> </span> </span></div><div class="t m0 x25 h8 y149 ff2 fs3 fc0 sc0 ls0 ws0">1.12<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">K</span><span class="fc2 sc0">W</span><span class="fc2 sc0">ALI</span><span class="_ _1"></span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _35"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1c"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _35"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NA</span><span class="fc2 sc0">NS</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y309 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NYCH</span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">AR</span><span class="_ _0"></span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _68"> </span><span class="fc2 sc0">GO</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _68"> </span><span class="fc2 sc0">DO</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y64f ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">ANYCH</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NE</span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y661 ff2 fs3 fc0 sc0 ls0 ws0">NABYCIA<span class="_ _1"></span> </div><div class="t m0 x1 h6 y662 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> <span class="_ _69"> </span> </span></div><div class="t m0 x25 h8 y663 ff2 fs3 fc0 sc0 ls0 ws0">1.13<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">AW</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">DP</span><span class="fc2 sc0">I</span><span class="fc2 sc0">S</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _68"> </span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">UALI</span><span class="fc2 sc0">ZU</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y494 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="fc2 sc0">UŁ</span><span class="fc2 sc0">U </span><span class="_ _29"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _29"> </span><span class="fc2 sc0">UT</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">AT</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">AR</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">I</span><span class="_ _1c"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y377 ff4 fs3 fc0 sc0 ls0 ws0">ZOBOWIĄZ<span class="_ _1"></span>AŃ FI<span class="_ _1"></span>NANS<span class="_ _1"></span>OWYCH<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y664 ff5 fs0 fc0 sc0 ls0 ws0">Zestawienie  odpisów  aktualizacyjnych  prze<span class="_ _0"></span>d<span class="_ _1"></span>stawiono  w <span class="_ _3e"> </span>nocie  9  do <span class="_ _3e"> </span>Sprawozd<span class="_ _0"></span>ania </div><div class="t m0 x1 h6 y665 ff3 fs0 fc0 sc0 ls0 ws0">finansowego.<span class="fs5"> </span></div><div class="t m0 x25 h8 y656 ff2 fs3 fc0 sc0 ls0 ws0">1.14<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">ZYCH</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">DÓ</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _1a"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">E</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">K</span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">LI</span><span class="fc2 sc0">CZ</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NY</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y26b ff4 fs3 fc0 sc0 ls0 ws0">ZA <span class="_ _e"></span>POMOC<span class="_ _1"></span>Ą <span class="_ _e"></span>STÓP <span class="_ _e"></span>PR<span class="_ _1"></span>OCENT<span class="_ _1"></span>O<span class="_ _1"></span>WYCH <span class="_ _e"></span>WYNIKA<span class="_ _1"></span>JĄCY<span class="_ _1"></span>CH<span class="_ _1"></span> </div><div class="t m0 x12 h8 y666 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z </span><span class="_ _1"></span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _1c"></span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">, </span><span class="_ _1d"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYP</span><span class="fc2 sc0">ADA</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y18d ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0"> </span><span class="_ _39"> </span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">J</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _39"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="_ _1c"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">M </span><span class="_ _39"> </span><span class="fc2 sc0">F</span><span class="_ _1"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0">,</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x12 h8 y3b4 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Z </span><span class="_ _1f"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">E</span><span class="fc2 sc0">M </span><span class="_ _1f"> </span><span class="fc2 sc0">NA </span><span class="_ _1f"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">AT</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">GO</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0">, </span><span class="_ _1f"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y667 ff4 fs3 fc0 sc0 ls0 ws0">ODSETKI T<span class="_ _1"></span>E DOTYC<span class="_ _1"></span>ZĄ<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 xa h2d y668 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc0 h2d y669 ff3 fs5 fc0 sc0 ls0 ws0">W okresi<span class="_ _0"></span>e 01 stycz<span class="_ _0"></span>ni<span class="_ _1"></span>a<span class="_ _0"></span> 2024 - 31 gr<span class="_ _0"></span>udnia 2024<span class="_ _0"></span> r.: </div></div><div class="c xc1 y24e w44 h7c"><div class="t m0 x44 h1a y66a ff4 fs4 fc0 sc0 ls0 ws0">Wys<span class="_ _0"></span>zczególni</div><div class="t m0 x7d h1a y2a9 ff2 fs4 fc0 sc0 ls0 ws0">enie<span class="_ _0"></span> </div></div><div class="c x39 y24e w41 h7c"><div class="t m0 x8 h1a y66a ff2 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>ki </div><div class="t m0 x68 h1a y2a9 ff2 fs4 fc0 sc0 ls0 ws0">zreali<span class="_ _0"></span>zowane<span class="_ _0"></span> </div></div><div class="c xc2 y319 w9a h3c"><div class="t m0 x23 h1a y200 ff4 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>ki niezr<span class="_ _0"></span>eali<span class="_ _0"></span>zowane<span class="_ _0"></span>, o termi<span class="_ _0"></span>nie <span class="_ _0"></span>p<span class="_ _1"></span>łat<span class="_ _0"></span>ności<span class="ff2"> </span></div></div><div class="c xc2 y24e w39 h25"><div class="t m0 x19 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">Do 3 m-<span class="ls20">cy</span> </div></div><div class="c xc3 y24e w41 h25"><div class="t m0 x44 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">O</span><span class="fc2 sc0">d</span><span class="fc2 sc0"> 3</span><span class="fc2 sc0"> d</span><span class="_ _0"></span><span class="fc2 sc0">o 1</span><span class="fc2 sc0">2 m</span><span class="fc2 sc0">-</span></div><div class="t m0 x78 h1a y1cf ff2 fs4 fc0 sc0 ls1e ws0">cy<span class="ls0"> </span></div></div><div class="c xc4 y24e w2f h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">ow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">ż</span><span class="_ _1"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">j</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">12 </span><span class="fc2 sc0">m</span><span class="ff2"><span class="fc2 sc0">-</span></span></div><div class="t m0 x78 h1a y1cf ff2 fs4 fc0 sc0 ls1e ws0">cy<span class="ls0"> </span></div></div><div class="c x8a y24e w15 h25"><div class="t m0 x60 h1a y1d8 ff2 fs4 fc0 sc0 ls0 ws0">Raze<span class="_ _0"></span>m </div></div><div class="c xc1 y66b w44 h1d"><div class="t m0 x21 h1a y66c ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Poż</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">zk</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">udzi<span class="_ _0"></span>e<span class="_ _1"></span>lone </div></div><div class="c x39 y66b w41 h1d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc2 y66b w39 h1d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc3 y66b w41 h1d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc4 y66b w2f h1d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y66b w15 h1d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc1 y46f w44 h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x39 y46f w41 h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc2 y46f w39 h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc3 y46f w41 h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc4 y46f w2f h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y46f w15 h23"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x40 y66d w99 h7d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0"><span class="fc2 sc0">72</span><span class="ls0"><span class="fc2 sc0"> </span><span class="ls1"><span class="fc2 sc0">| </span><span class="_ _0"></span><span class="fc1 ls0"><span class="fc2 sc0">S</span><span class="fc2 sc0">t</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on</span><span class="fc2 sc0">a</span><span class="fc0"><span class="fc2 sc0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y66e w44 h3d"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x39 y66e w41 h3d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc2 y66e w39 h3d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc3 y66e w41 h3d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc4 y66e w2f h3d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y66e w15 h3d"><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc0 h7e y66f ff9 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc0 h2d y670 ff3 fs5 fc0 sc0 ls0 ws0">W okresi<span class="_ _0"></span>e 01 stycz<span class="_ _0"></span>ni<span class="_ _1"></span>a<span class="_ _0"></span> 2023 - 31 gr<span class="_ _0"></span>udnia 2023<span class="_ _0"></span> r.:  </div></div><div class="c x1 y2a1 w9b h7f"><div class="t m0 x21 h1a y671 ff5 fs4 fc0 sc0 ls0 ws0">Wyszcz<span class="_ _0"></span>ególnie<span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x37 y2a1 w5f h7f"><div class="t m0 x60 h1a y672 ff3 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i </div><div class="t m0 x3f h1a y673 ff3 fs4 fc0 sc0 ls0 ws0">zrealizo<span class="_ _0"></span>wane </div></div><div class="c xc5 y674 w9c h3c"><div class="t m0 x1 h1a y200 ff5 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i nie<span class="_ _0"></span>zreali<span class="_ _0"></span>zowan<span class="_ _0"></span>e, o termini<span class="_ _14"></span>e<span class="_ _1"></span> płatn<span class="_ _0"></span>ości<span class="ff3"> </span></div></div><div class="c xc5 y2a1 w2f h1e"><div class="t m0 x66 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Do 3 <span class="_ _0"></span>m-<span class="ls21">cy</span> </div></div><div class="c xc6 y2a1 w9d h1e"><div class="t m0 x68 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">1</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">m</span><span class="fc2 sc0">-</span></div><div class="t m0 x78 h1a y73 ff3 fs4 fc0 sc0 ls13 ws0">cy<span class="ls0"> </span></div></div><div class="c xc7 y2a1 w9e h1e"><div class="t m0 x13 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Pow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span><span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span><span class="fc2 sc0">m</span><span class="ff3"><span class="fc2 sc0">-</span></span></div><div class="t m0 x78 h1a y73 ff3 fs4 fc0 sc0 ls13 ws0">cy<span class="ls0"> </span></div></div><div class="c x8a y2a1 w9f h1e"><div class="t m0 x2a h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Razem<span class="_ _0"></span> </div></div><div class="c x1 y45d w9b h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Poż</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">zk</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">udzi<span class="_ _0"></span>e<span class="_ _1"></span>lone </div></div><div class="c x37 y45d w5f h1d"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc5 y45d w2f h1d"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc6 y45d w9d h1d"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc7 y45d w9e h1d"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y45d w9f h1d"><div class="t m0 x75 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y675 w9b h3c"><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x37 y675 w5f h3c"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">8 </div></div><div class="c xc5 y675 w2f h3c"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc6 y675 w9d h3c"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xc7 y675 w9e h3c"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x8a y675 w9f h3c"><div class="t m0 x75 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y48e w9b h3d"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x37 y48e w5f h3d"><div class="t m0 x57 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">8<span class="ff3"> </span></div></div><div class="c xc5 y48e w2f h3d"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xc6 y48e w9d h3d"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xc7 y48e w9e h3d"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x8a y48e w9f h3d"><div class="t m0 x75 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa h7e y323 ff9 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 h8 y676 ff2 fs3 fc0 sc0 ls0 ws0">1.15.<span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4">ODPI<span class="_ _1"></span>SY <span class="_ _68"> </span>AKT<span class="_ _1"></span>UALI<span class="_ _1"></span>ZUJĄCE<span class="_ _1"></span> <span class="_ _42"> </span>WARTOŚĆ <span class="_ _42"> </span>POŻYCZEK<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h8 y9 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">UD</span><span class="fc2 sc0">ZI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">L</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NYCH</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">LU</span><span class="fc2 sc0">B</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">NALE</span><span class="fc2 sc0">Ż</span><span class="fc2 sc0">N</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">A</span><span class="fc2 sc0">S</span><span class="fc2 sc0">NYCH</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y677 ff4 fs3 fc0 sc0 ls0 ws0">TYTUŁU T<span class="_ _1"></span>RWA<span class="_ _1"></span>ŁEJ UTRAT<span class="_ _1"></span>Y WA<span class="_ _1"></span>RTOŚCI<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y2e8 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x25 h8 y562 ff2 fs3 fc0 sc0 ls0 ws0">1.16<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">ZT</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _29"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">CI</span><span class="fc2 sc0">ĄŻA</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">DN</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y678 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="fc2 sc0">UŁ</span><span class="fc2 sc0">U </span><span class="_ _1e"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">S</span><span class="fc2 sc0">E</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">K</span><span class="fc2 sc0"> </span><span class="_ _1e"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">D </span><span class="_ _1f"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZAŃ</span><span class="fc2 sc0"> </span><span class="_ _1e"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NA</span><span class="fc2 sc0">NS</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y55a ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">LI</span><span class="fc2 sc0">CZ</span><span class="fc2 sc0">O</span><span class="fc2 sc0">NYCH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">A </span><span class="_ _3e"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">MO</span><span class="fc2 sc0">CĄ </span><span class="_ _6a"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">P</span><span class="fc2 sc0"> </span><span class="_ _6a"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NT</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y679 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">K</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _55"> </span><span class="fc2 sc0">Z </span><span class="_ _4c"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">AW</span><span class="_ _1"></span><span class="fc2 sc0">AR</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">NT</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0">,</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y67a ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYP</span><span class="fc2 sc0">ADA</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ĄCE</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A </span><span class="_ _14"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0"> </span><span class="_ _14"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _13"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">AW</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">DAN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 ya3 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M, </span><span class="_ _1b"> </span><span class="fc2 sc0">Z </span><span class="_ _1b"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">ZI</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">E</span><span class="fc2 sc0">M </span><span class="_ _3b"> </span><span class="fc2 sc0">NA </span><span class="_ _1a"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">ZT</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">DS</span><span class="fc2 sc0">E</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y264 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ZW</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">ZAN</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span> <span class="fc2 sc0">Z </span><span class="_ _3e"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZ</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">MI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">ZALI</span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">ZO</span><span class="fc2 sc0">NYMI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y40e ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">ZN</span><span class="fc2 sc0">ACZ</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NYCH</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _4c"> </span>O<span class="_ _1"></span>BROT<span class="fc2 sc0">U, </span><span class="_ _6b"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZO</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">MI</span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y67b ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">MI</span><span class="fc2 sc0">N</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">MI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _6c"> </span><span class="fc2 sc0">ZO</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZ</span><span class="_ _1"></span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">AMI</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y67c ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">MI</span><span class="fc2 sc0"> </span><span class="_ _6d"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AZ </span><span class="_ _6d"> </span><span class="fc2 sc0">DŁ</span><span class="fc2 sc0">U</span><span class="fc2 sc0">GO</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MI</span><span class="_ _1"></span><span class="fc2 sc0">NO</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">MI</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y496 ff4 fs3 fc0 sc0 ls0 ws0">ZOBOWIĄZ<span class="_ _1"></span>ANIAMI F<span class="_ _1"></span>IN<span class="_ _1"></span>ANSO<span class="_ _1"></span>WY<span class="_ _1"></span>MI <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc0 h7e ya8 ff9 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y47e ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"></span>Spółce <span class="_ _13"></span>ni<span class="_ _1"></span>e <span class="_ _13"></span>występują <span class="_ _13"></span>od<span class="_ _1"></span>setki <span class="_ _13"></span>związane<span class="_ _0"></span> <span class="_ _14"></span>ze <span class="_ _13"></span>zobowią<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>niami <span class="_ _13"></span>przeznaczonym<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _13"></span>do <span class="_ _14"></span>obrotu.<span class="ff3"> </span></div><div class="t m0 x1 h6 y67d ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc0 h2d y51f ff3 fs5 fc0 sc0 ls0 ws0">W okresi<span class="_ _0"></span>e 01 stycz<span class="_ _0"></span>ni<span class="_ _1"></span>a<span class="_ _0"></span> 2024 - 31 gr<span class="_ _0"></span>udnia 2024<span class="_ _0"></span> r.: </div></div><div class="c x1 y18f wa0 h80"><div class="t m0 x27 h1a y5ed ff5 fs4 fc0 sc0 ls0 ws0">Wyszcz<span class="_ _0"></span>ególnieni<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x69 y18f w22 h80"><div class="t m0 x3f h1a y1bf ff3 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i </div><div class="t m0 x44 h1a y5ed ff3 fs4 fc0 sc0 ls0 ws0">zrealizo<span class="_ _0"></span>wa</div><div class="t m0 x64 h1a y67e ff3 fs4 fc0 sc0 ls22 ws0">ne<span class="ls0"> </span></div></div><div class="c x5 y67f wa1 h1f"><div class="t m0 x3f h2d y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i nie<span class="_ _0"></span>zreali<span class="_ _0"></span>zowan<span class="_ _0"></span>e, o termini<span class="_ _14"></span>e<span class="_ _1"></span> płatn<span class="_ _0"></span>ości<span class="ff3 fs5"> </span></div></div><div class="c x5 y18f w22 h1d"><div class="t m0 x44 h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Do 3 <span class="_ _0"></span>m-<span class="ls21">cy</span><span class="fs5"> </span></div></div><div class="c x3c y18f w22 h1d"><div class="t m0 x63 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">1</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span></div><div class="t m0 x61 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">m-<span class="ls21">cy</span><span class="fs5"> </span></div></div><div class="c x6b y18f w22 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Pow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span><span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span></div><div class="t m0 x61 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">m-<span class="ls21">cy</span><span class="fs5"> </span></div></div><div class="c x6c y18f w22 h1d"><div class="t m0 x5f h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Razem<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x1 y62e wa0 h1d"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu </span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">oto</span><span class="_ _0"></span><span class="fc2 sc0">we</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls0 ws0">inwesty<span class="_ _0"></span>cyjn<span class="_ _0"></span>e<span class="_ _1"></span>go <span class="_ _0"></span>mBan<span class="_ _0"></span>k<span class="_ _1"></span> SA<span class="fs5"> </span></div></div><div class="c x69 y62e w22 h1d"><div class="t m0 x75 h2d y1c5 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">197</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x5 y62e w22 h1d"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y62e w22 h1d"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6b y62e w22 h1d"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6c y62e w22 h1d"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y1a7 wa0 h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">y</span><span class="fc2 sc0">tu </span><span class="fc2 sc0">o</span><span class="fc2 sc0">b</span><span class="fc2 sc0">r</span><span class="fc2 sc0">oto</span><span class="_ _0"></span><span class="fc2 sc0">we</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">S</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">nt</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="fc2 sc0">d</span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h2d y73 ff3 fs4 fc0 sc0 ls23 ws0">SA<span class="fs5 ls0"> </span></div></div><div class="c x69 y1a7 w22 h1e"><div class="t m0 x2b h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x5 y1a7 w22 h1e"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y1a7 w22 h1e"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6b y1a7 w22 h1e"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6c y1a7 w22 h1e"><div class="t m0 x2d h2d y1c5 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y680 wa0 h1f"><div class="t m0 x21 h2d y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i u<span class="_ _0"></span>mów le<span class="_ _0"></span>asingu<span class="ff3 fs5"> </span></div></div><div class="c x69 y680 w22 h1f"><div class="t m0 x75 h2d y1c8 ff3 fs4 fc0 sc0 ls8 ws0"><span class="fc2 sc0">256</span><span class="fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x5 y680 w22 h1f"><div class="t m0 x2d h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y680 w22 h1f"><div class="t m0 x2d h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6b y680 w22 h1f"><div class="t m0 x2d h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6c y680 w22 h1f"><div class="t m0 x2d h2d y1c8 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x1 y681 wa0 h1f"><div class="t m0 x21 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0">Raze<span class="_ _0"></span>m<span class="ff3 fs5"> </span></div></div><div class="c x69 y681 w22 h1f"><div class="t m0 x28 h2d y1c8 ff2 fs4 fc0 sc0 ls9 ws0"><span class="fc2 sc0">468</span><span class="ff3 fs5 ls0"><span class="fc2 sc0"> </span></span></div></div><div class="c x5 y681 w22 h1f"><div class="t m0 x24 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y681 w22 h1f"><div class="t m0 x24 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6b y681 w22 h1f"><div class="t m0 x24 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x6c y681 w22 h1f"><div class="t m0 x24 h2d y1c8 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3 fs5"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y382 ff5 fs0 fc0 sc0 ls0 ws0">Odsetki  do <span class="_ _6a"> </span>Santander  SA  pomniejszono  o  kwotę  125  tys.  zł. <span class="_ _6a"> </span>Spółka <span class="_ _6a"> </span>otrzymane </div><div class="t m0 x1 h6 y682 ff5 fs0 fc0 sc0 ls0 ws0">dofinansowanie <span class="_ _2e"> </span>w <span class="_ _2e"> </span>kwocie <span class="_ _2f"> </span>247 <span class="_ _2e"> </span>tys. <span class="_ _2e"> </span>zł <span class="_ _2e"> </span>dotyczące <span class="_ _2f"> </span>o<span class="_ _0"></span>dsetek <span class="_ _2e"> </span>na<span class="_ _1"></span>liczonych <span class="_ _2e"> </span>w <span class="_ _2e"> </span>latach </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x40 y19 w5 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">73<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">wcześniejszych <span class="_ _1d"></span>ujęła <span class="_ _19"></span>ja<span class="_ _1"></span>ko <span class="_ _1d"></span>inne <span class="_ _19"></span>przychody <span class="_ _1d"></span>fi<span class="_ _1"></span>nansowe, <span class="_ _1d"></span>na<span class="_ _1"></span>to<span class="_ _0"></span>mi<span class="_ _1"></span>ast <span class="_ _19"></span>w <span class="_ _19"></span>kwocie <span class="_ _1d"></span>125 <span class="_ _19"></span>tys. <span class="_ _19"></span>zł </div><div class="t m0 x1 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _14"></span>odsetek <span class="_ _14"></span>nali<span class="_ _1"></span>czonych <span class="_ _14"></span>w <span class="_ _14"></span>okresie <span class="_ _14"></span>ob<span class="_ _1"></span>ję<span class="_ _0"></span>tym <span class="_ _0"></span>niniejszym <span class="_ _0"></span>spr<span class="_ _0"></span>aw<span class="_ _1"></span>ozdan<span class="_ _0"></span>iem <span class="_ _0"></span>ujęła <span class="_ _0"></span>jako<span class="_ _0"></span> </div><div class="t m0 x1 h6 yb6 ff5 fs0 fc0 sc0 ls0 ws0">zmniejszenie koszt<span class="_ _0"></span>ów<span class="_ _1"></span> finanso<span class="_ _0"></span>wych z tytułu<span class="_ _0"></span> odsetek.<span class="ff3"> <span class="_ _6e"> </span><span class="ff9"> <span class="_ _43"> </span> <span class="_ _6e"> </span> <span class="_ _43"> </span> <span class="_ _43"> </span> </span></span></div><div class="t m0 xc0 he yd6 ff9 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc0 h2d y5ba ff3 fs5 fc0 sc0 ls0 ws0">W okresi<span class="_ _0"></span>e 01 stycz<span class="_ _0"></span>ni<span class="_ _1"></span>a<span class="_ _0"></span> 2023 - 31 gr<span class="_ _0"></span>udnia 2023<span class="_ _0"></span> r.:  </div></div><div class="c x1 y683 wa0 h81"><div class="t m0 x27 h1a y53e ff5 fs4 fc0 sc0 ls0 ws0">Wyszcz<span class="_ _0"></span>ególnieni<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x69 y683 w22 h81"><div class="t m0 x3f h1a y53d ff3 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i </div><div class="t m0 x44 h1a y53e ff3 fs4 fc0 sc0 ls0 ws0">zrealizo<span class="_ _0"></span>wa</div><div class="t m0 x64 h1a y27b ff3 fs4 fc0 sc0 ls22 ws0">ne<span class="ls0"> </span></div></div><div class="c x5 yd8 wa1 h3d"><div class="t m0 x3f h1a y2cf ff5 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i nie<span class="_ _0"></span>zreali<span class="_ _0"></span>zowan<span class="_ _0"></span>e, o termini<span class="_ _14"></span>e<span class="_ _1"></span> płatn<span class="_ _0"></span>ości<span class="ff3"> </span></div></div><div class="c x5 y683 w22 h1d"><div class="t m0 x44 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Do 3 <span class="_ _0"></span>m-<span class="ls21">cy</span> </div></div><div class="c x3c y683 w22 h1d"><div class="t m0 x63 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">1</span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span></div><div class="t m0 x61 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">m-<span class="ls21">cy</span> </div></div><div class="c x6b y683 w22 h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">Pow</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="_ _1"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">e</span><span class="fc2 sc0">j </span><span class="fc2 sc0">1</span><span class="_ _0"></span><span class="fc2 sc0">2</span><span class="fc2 sc0"> </span></div><div class="t m0 x61 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">m-<span class="ls21">cy</span> </div></div><div class="c x6c y683 w22 h1d"><div class="t m0 x5f h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">Razem<span class="_ _0"></span> </div></div><div class="c x1 y25b wa0 h82"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i o<span class="_ _0"></span>d kre<span class="_ _0"></span>dytu obroto<span class="_ _0"></span>wego i<span class="_ _0"></span> </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls0 ws0">inwesty<span class="_ _0"></span>cyjn<span class="_ _0"></span>e<span class="_ _1"></span>go <span class="_ _0"></span>mBan<span class="_ _0"></span>k<span class="_ _1"></span> SA </div></div><div class="c x69 y25b w22 h82"><div class="t m0 x65 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">196<span class="ls0"> </span></div></div><div class="c x5 y25b w22 h82"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x3c y25b w22 h82"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6b y25b w22 h82"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6c y25b w22 h82"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y432 wa0 h83"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i o<span class="_ _0"></span>d kre<span class="_ _0"></span>dytu obroto<span class="_ _0"></span>wego S<span class="_ _0"></span>ant<span class="_ _0"></span>ander </div><div class="t m0 x21 h1a y73 ff3 fs4 fc0 sc0 ls23 ws0">SA<span class="ls0"> </span></div></div><div class="c x69 y432 w22 h83"><div class="t m0 x65 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">165<span class="ls0"> </span></div></div><div class="c x5 y432 w22 h83"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x3c y432 w22 h83"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6b y432 w22 h83"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6c y432 w22 h83"><div class="t m0 x2d h1a y73 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y1c9 wa0 h84"><div class="t m0 x21 h1a y1cf ff5 fs4 fc0 sc0 ls0 ws0">Odset<span class="_ _0"></span>k<span class="_ _1"></span>i u<span class="_ _0"></span>mów le<span class="_ _0"></span>asingu<span class="ff3"> </span></div></div><div class="c x69 y1c9 w22 h84"><div class="t m0 x65 h1a y1cf ff3 fs4 fc0 sc0 ls8 ws0">305<span class="ls0"> </span></div></div><div class="c x5 y1c9 w22 h84"><div class="t m0 x2d h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x3c y1c9 w22 h84"><div class="t m0 x2d h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6b y1c9 w22 h84"><div class="t m0 x2d h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x6c y1c9 w22 h84"><div class="t m0 x2d h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></div></div><div class="c x1 y491 wa0 h3d"><div class="t m0 x21 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">Raze<span class="_ _0"></span>m<span class="ff3"> </span></div></div><div class="c x69 y491 w22 h3d"><div class="t m0 x62 h1a y73 ff2 fs4 fc0 sc0 ls9 ws0">666<span class="ff3 ls0"> </span></div></div><div class="c x5 y491 w22 h3d"><div class="t m0 x24 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x3c y491 w22 h3d"><div class="t m0 x24 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x6b y491 w22 h3d"><div class="t m0 x24 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x6c y491 w22 h3d"><div class="t m0 x24 h1a y73 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff3"><span class="fc2 sc0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc0 h7e y1ca ff9 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 h8 y1ce ff2 fs3 fc0 sc0 ls0 ws0">1.17<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYJĘ</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">CE</span><span class="_ _1"></span><span class="fc2 sc0">LE</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">ZAS</span><span class="fc2 sc0">ADY </span><span class="_ _1f"> </span><span class="fc2 sc0">ZAR</span><span class="fc2 sc0">ZĄD</span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">A </span><span class="_ _1f"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">ZYK</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">M</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y684 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYM<span class="_ _1"></span> </div><div class="t m0 x1 h6 ya1 ff5 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _1"></span>głównych <span class="_ _1c"></span>instrumentó<span class="_ _0"></span>w <span class="_ _1c"></span>finansowych, <span class="_ _1"></span>z których <span class="_ _1c"></span>korzysta <span class="_ _1"></span>Spółka <span class="_ _1"></span>należą <span class="_ _1"></span>nal<span class="_ _1"></span>eżnoś<span class="_ _0"></span>ci, </div><div class="t m0 x1 h6 y1ae ff5 fs0 fc0 sc0 ls0 ws0">pożyczki, <span class="_ _e"></span>śro<span class="_ _0"></span>d<span class="_ _1"></span>ki <span class="_ _e"></span>p<span class="_ _0"></span>i<span class="_ _1"></span>eniężne<span class="_ _0"></span>, <span class="_ _e"></span>lokaty <span class="_ _e"></span>krótkote<span class="_ _0"></span>rminowe, <span class="_ _19"></span>zob<span class="_ _1"></span>owi<span class="_ _0"></span>ą<span class="_ _1"></span>zania <span class="_ _19"></span>z <span class="_ _e"></span>tytułu <span class="_ _19"></span>kredytów, </div><div class="t m0 x1 h6 y1af ff5 fs0 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _e"></span>z <span class="_ _19"></span>tytułu <span class="_ _19"></span>l<span class="_ _1"></span>easingu <span class="_ _e"></span>o<span class="_ _0"></span>pera<span class="_ _1"></span>cyjne<span class="_ _0"></span>go <span class="_ _e"></span>(wykazywanego <span class="_ _19"></span>w <span class="_ _e"></span>bilansie <span class="_ _19"></span>jako <span class="_ _e"></span>leasing </div><div class="t m0 x1 h6 y1b0 ff3 fs0 fc0 sc0 ls0 ws0">finanso<span class="ff5">wy), <span class="_ _20"> </span>a<span class="_ _1"></span> <span class="_ _1f"> </span>także <span class="_ _1f"> </span>zobowiązania <span class="_ _1f"> </span>handlowe<span class="_ _0"></span> <span class="_ _1e"> </span>oraz <span class="_ _1f"> </span>pozostałe <span class="_ _1f"> </span>zobow<span class="_ _0"></span>i<span class="_ _1"></span>ązania. <span class="_ _1f"> </span>Głównym<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">celem <span class="_ _6a"> </span>tych <span class="_ _6a"> </span>i<span class="_ _1"></span>nstrumentów <span class="_ _3e"> </span>finanso<span class="_ _0"></span>wych <span class="_ _3e"> </span>jest <span class="_ _6a"> </span>zap<span class="_ _1"></span>ewnienie <span class="_ _6a"> </span>środków <span class="_ _6a"> </span>finansowych <span class="_ _6a"> </span>na </div><div class="t m0 x1 h6 y34c ff5 fs0 fc0 sc0 ls0 ws0">działalność Spółki.<span class="ff3"> </span></div><div class="t m0 x1 h6 y685 ff5 fs0 fc0 sc0 ls0 ws0">Główne <span class="_ _1c"></span>rodzaje <span class="_ _1c"></span>r<span class="_ _1"></span>yzyka <span class="_ _1"></span>wynikającego <span class="_ _1"></span>z <span class="_ _1d"></span>posiada<span class="_ _1"></span>nych <span class="_ _1"></span>instrumentów <span class="_ _1c"></span>finansowych <span class="_ _1c"></span>Spółk<span class="_ _0"></span>i </div><div class="t m0 x1 h6 y451 ff5 fs0 fc0 sc0 ls0 ws0">obejmują <span class="_ _10"> </span>ryzyko <span class="_ _f"> </span>stopy <span class="_ _10"> </span>procentowej, <span class="_ _f"> </span>ryzyko <span class="_ _10"> </span>związane <span class="_ _10"> </span>z <span class="_ _10"> </span>płynnością <span class="_ _f"> </span>oraz <span class="_ _10"> </span>ryzyko </div><div class="t m0 x1 h6 y332 ff5 fs0 fc0 sc0 ls0 ws0">wal<span class="_ _1"></span>ut<span class="_ _0"></span>ow<span class="_ _1"></span>e. <span class="_ _1e"> </span>Zarząd <span class="_ _1a"> </span>Spółki <span class="_ _1e"> </span>w<span class="_ _1"></span>eryf<span class="_ _0"></span>ikuje <span class="_ _1a"> </span>i <span class="_ _1a"> </span>uzgadnia <span class="_ _1a"> </span>zasady <span class="_ _1e"> </span>zarządzania <span class="_ _1a"> </span>każ<span class="_ _0"></span>d<span class="_ _1"></span>ym <span class="_ _1e"> </span>z <span class="_ _1a"> </span>tych </div><div class="t m0 x1 h6 y686 ff5 fs0 fc0 sc0 ls0 ws0">rodzajów ryzyk<span class="_ _0"></span>a <span class="_ _1"></span>–<span class="ff3"> <span class="ls24">za</span></span>sady te<span class="_ _0"></span> zostały w skró<span class="_ _0"></span>cie omówione poniżej.<span class="ff3"> </span></div><div class="t m0 xa h6 y3f6 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko stopy pr<span class="_ _0"></span>ocentowej </div><div class="t m0 x1 h6 y8c ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1e"> </span>zmiany <span class="_ _1a"> </span>stóp <span class="_ _1e"> </span>procentowych <span class="_ _1e"> </span>zostało <span class="_ _1e"> </span>szeroko <span class="_ _1e"> </span>op<span class="_ _1"></span>isane <span class="_ _1e"> </span>w <span class="_ _1a"> </span>pkt <span class="_ _1e"> </span>3 <span class="_ _1a"> </span>Sprawozdania<span class="_ _0"></span> </div><div class="t m0 x1 h6 y8d ff5 fs0 fc0 sc0 ls0 ws0">Zarządu z <span class="_ _0"></span>d<span class="_ _1"></span>ziałalności.<span class="ff3"> </span></div><div class="t m0 xa h6 y687 ff2 fs0 fc0 sc0 ls0 ws0">Ryzyko walutow<span class="_ _0"></span>e </div><div class="t m0 x1 h6 y8f ff5 fs0 fc0 sc0 ls0 ws0">Wpływ zmian k<span class="_ _0"></span>ursów walut w dział<span class="_ _0"></span>a<span class="_ _1"></span>lność S<span class="_ _0"></span>półki można podz<span class="_ _0"></span>i<span class="_ _1"></span>elić na d<span class="_ _0"></span>wa<span class="_ _1"></span> obsza<span class="_ _0"></span>ry:<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y130 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _63"> </span><span class="ff5">Produkcja/s<span class="_ _0"></span>pr<span class="_ _1"></span>zed<span class="_ _0"></span>a<span class="_ _1"></span>ż <span class="_ _1f"> </span>–<span class="ff3"> <span class="_ _20"> </span></span>część <span class="_ _20"> </span>surowców <span class="_ _20"> </span>poc<span class="_ _0"></span>hodzi<span class="_ _1"></span> <span class="_ _20"> </span>z <span class="_ _20"> </span>i<span class="_ _1"></span>mportu<span class="_ _0"></span>. <span class="_ _20"> </span>W<span class="_ _1"></span>zrost <span class="_ _1f"> </span>ku<span class="_ _0"></span>rsu <span class="_ _1f"> </span>EUR </span></span></div><div class="t m0 x1 h6 y131 ff5 fs0 fc0 sc0 ls0 ws0">względem <span class="_ _0"></span>PLN <span class="_ _0"></span>wpływa <span class="_ _0"></span>na <span class="_ _0"></span>wzr<span class="_ _1"></span>ost <span class="_ _0"></span>części <span class="_ _0"></span>kosztów <span class="_ _0"></span>produkcj<span class="_ _0"></span>i<span class="_ _1"></span>. <span class="_ _0"></span>W zw<span class="_ _0"></span>ią<span class="_ _1"></span>zku <span class="_ _0"></span>z ty<span class="_ _0"></span>m, że <span class="_ _0"></span>Spółka<span class="_ _0"></span> </div><div class="t m0 x1 h6 y132 ff5 fs0 fc0 sc0 ls0 ws0">prowadzi <span class="_ _14"></span>sprzedaż <span class="_ _14"></span>eksp<span class="_ _0"></span>ortową <span class="_ _14"></span>ryzyko <span class="_ _13"></span>wzrostu <span class="_ _14"></span>kosztów <span class="_ _14"></span>produkcj<span class="_ _0"></span>i <span class="_ _14"></span>w<span class="_ _1"></span>skutek <span class="_ _13"></span>zmiany <span class="_ _14"></span>kursu </div><div class="t m0 x1 h6 y3fc ff3 fs0 fc0 sc0 ls0 ws0">EUR <span class="_ _1f"> </span>jest <span class="_ _20"> </span>niwelowa<span class="ff5">ne <span class="_ _20"> </span>przychoda<span class="_ _0"></span>mi<span class="_ _1"></span> <span class="_ _1f"> </span>uzysk<span class="_ _0"></span>iwanymi <span class="_ _20"> </span>w <span class="_ _1f"> </span>EUR. <span class="_ _20"> </span>Spółka <span class="_ _e"> </span>ocenia <span class="_ _20"> </span>w<span class="_ _1"></span>pływ <span class="_ _20"> </span>tego </span></div><div class="t m0 x1 h6 y133 ff5 fs0 fc0 sc0 ls0 ws0">ryzyka na dz<span class="_ _0"></span>i<span class="_ _1"></span>ałalność Sp<span class="_ _0"></span>ółki ja<span class="_ _1"></span>ko n<span class="_ _0"></span>iewi<span class="_ _1"></span>e<span class="_ _0"></span>l<span class="_ _1"></span>ki. W 202<span class="_ _0"></span>3 r.:<span class="_ _1"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x29 y19 wa2 h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">74<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc0 h6 y1c ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff5">koszty poniesione w E<span class="_ _0"></span>UR wyniosły 75<span class="_ _0"></span>2 tys.;<span class="ff3 ls4">         <span class="ls0"> <span class="_ _1"></span> </span></span></span></div><div class="t m0 xc0 h6 y55 ff3 fs0 fc0 sc0 ls0 ws0">- <span class="ff5">przychody uz<span class="_ _0"></span>yskane w EUR wyniosły 2<span class="_ _0"></span>.104 <span class="_ _0"></span>tys.;<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x1 h6 y688 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _63"> </span><span class="ff3">Koszty trans<span class="_ _0"></span>portu - <span class="ff5">koszty transpo<span class="_ _0"></span>r<span class="_ _1"></span>tu stano<span class="_ _0"></span>wi<span class="_ _1"></span>ą 10% koszt<span class="_ _0"></span>ów<span class="_ _1"></span> Spółk<span class="_ _0"></span>i.<span class="_ _1"></span> Ich pozi<span class="_ _0"></span>om </span></span></span></div><div class="t m0 x1 h6 y689 ff5 fs0 fc0 sc0 ls0 ws0">zależy od <span class="_ _0"></span>cen paliw, a te<span class="_ _0"></span> z kole<span class="_ _0"></span>i<span class="_ _1"></span> są po<span class="_ _0"></span>wiązane <span class="_ _0"></span>z ceną ropy nafto<span class="_ _0"></span>wej i kursem <span class="_ _0"></span>PLN/US<span class="_ _0"></span>D. </div><div class="t m0 x1 h6 y343 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _19"></span>okresie <span class="_ _1d"></span>sp<span class="_ _1"></span>rawozda<span class="_ _0"></span>wczym <span class="_ _19"></span>ceny <span class="_ _1d"></span>paliw <span class="_ _19"></span>kształtow<span class="_ _0"></span>ały <span class="_ _19"></span>si<span class="_ _1"></span>ę <span class="_ _1d"></span>na<span class="_ _1"></span> <span class="_ _19"></span>umi<span class="_ _0"></span>ar<span class="_ _1"></span>kowany<span class="_ _0"></span>m <span class="_ _19"></span>poziomie. </div><div class="t m0 x1 h6 y1c0 ff3 fs0 fc0 sc0 ls0 ws0">Istnieje <span class="_ _1f"> </span>ryzy<span class="ff5">ko <span class="_ _1f"> </span>wzrostu <span class="_ _1f"> </span>kosztów <span class="_ _1f"> </span>w <span class="_ _20"> </span>p<span class="_ _1"></span>rzyszł<span class="_ _0"></span>ości<span class="_ _1"></span> <span class="_ _1f"> </span>wskutek <span class="_ _1f"> </span>wzrostu <span class="_ _20"> </span>kosztów <span class="_ _1e"> </span>t<span class="_ _0"></span>ra<span class="_ _1"></span>nsportu<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y473 ff5 fs0 fc0 sc0 ls0 ws0">będących pochodn<span class="_ _0"></span>ą wzrostu cen ro<span class="_ _0"></span>py i osła<span class="_ _0"></span>bi<span class="_ _1"></span>enia PLN wz<span class="_ _0"></span>gl<span class="_ _1"></span>ędem <span class="_ _0"></span>USD. <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xa h6 y68a ff4 fs0 fc0 sc0 ls0 ws0">Ryzyko utraty pł<span class="_ _0"></span>ynności<span class="ff3"> </span></div><div class="t m0 x1 h6 y68b ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1f"> </span>utraty <span class="_ _20"> </span>p<span class="_ _1"></span>łynności <span class="_ _1f"> </span>rozumiane <span class="_ _20"> </span>jest <span class="_ _1f"> </span>jako <span class="_ _1f"> </span>ryzyko <span class="_ _1f"> </span>braku <span class="_ _1f"> </span>możliwości <span class="_ _1f"> </span>termino<span class="_ _0"></span>wego </div><div class="t m0 x1 h6 y68c ff5 fs0 fc0 sc0 ls0 ws0">regulowania <span class="_ _20"> </span>p<span class="_ _1"></span>rzez <span class="_ _1f"> </span>Emitenta <span class="_ _1f"> </span>zobowiązań <span class="_ _20"> </span>wszelkich <span class="_ _1f"> </span>rodzajów <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>finansowan<span class="_ _0"></span>ia<span class="_ _1"></span> <span class="_ _1f"> </span>jego </div><div class="t m0 x1 h6 y68d ff5 fs0 fc0 sc0 ls0 ws0">aktywów. W <span class="_ _1"></span>celu przeciwdziałani<span class="_ _0"></span>a <span class="_ _1"></span>temu zjawi<span class="_ _1"></span>sku Spółka prowadzi aktywny monitoring </div><div class="t m0 x1 h6 y2c1 ff5 fs0 fc0 sc0 ls0 ws0">jej <span class="_ _1d"></span>przepływów<span class="ff3"> <span class="_ _1d"></span></span>pieniężnych <span class="_ _1d"></span>oraz <span class="_ _1d"></span>prognozo<span class="_ _0"></span>wania <span class="_ _1d"></span>zapotrzebow<span class="_ _0"></span>ani<span class="_ _1"></span>a <span class="_ _1d"></span>na <span class="_ _1d"></span>środki <span class="_ _1d"></span>pieniężne </div><div class="t m0 x1 h6 y21c ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _1"></span>dającej si<span class="_ _1"></span>ę przewidzieć przyszłości. Jednocześnie Emitent posiada<span class="_ _1"></span> zawarte stosowne </div><div class="t m0 x1 h6 y182 ff5 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _13"></span>kredytów <span class="_ _13"></span>obroto<span class="_ _0"></span>w<span class="_ _1"></span>ych <span class="_ _13"></span>na <span class="_ _13"></span>rachunkach <span class="_ _59"></span>b<span class="_ _1"></span>ieżących <span class="_ _13"></span>w <span class="_ _14"></span>celu <span class="_ _13"></span>zabezp<span class="_ _0"></span>ieczenia <span class="_ _13"></span>p<span class="_ _1"></span>łynnośc<span class="_ _0"></span>i<span class="_ _1"></span>.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y183 ff5 fs0 fc0 sc0 ls0 ws0">Niespełnianie <span class="_ _2e"> </span>n<span class="_ _0"></span>iektórych <span class="_ _10"> </span>kowenantów <span class="_ _10"> </span>zawartych<span class="_ _0"></span> <span class="_ _2e"> </span>w <span class="_ _2e"> </span>u<span class="_ _0"></span>mowach <span class="_ _2e"> </span>k<span class="_ _0"></span>r<span class="_ _1"></span>e<span class="_ _0"></span>dytowych <span class="_ _10"> </span>może </div><div class="t m0 x1 h6 y184 ff5 fs0 fc0 sc0 ls0 ws0">wprawdzie <span class="_ _1d"></span>skutkować <span class="_ _1c"></span>w<span class="_ _1"></span>ypowie<span class="_ _0"></span>dzeniem <span class="_ _1d"></span>w<span class="_ _1"></span>y<span class="_ _0"></span>b<span class="_ _1"></span>ranych <span class="_ _1d"></span>umów <span class="_ _1d"></span>kredytowych, <span class="_ _1c"></span>co <span class="_ _1d"></span>pr<span class="_ _1"></span>zyczynić<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1e8 ff5 fs0 fc0 sc0 ls0 ws0">się może do utr<span class="_ _0"></span>aty płynności, jedn<span class="_ _0"></span>ak w opinii Emitent<span class="_ _0"></span>a<span class="_ _1"></span> ryzyko to je<span class="_ _0"></span>st znikome.<span class="ff3"> </span></div><div class="t m0 x1 h6 y68e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 h8 y68f ff2 fs3 fc0 sc0 ls0 ws0">1.18<span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span></span><span class="fc2 sc0">ZAB</span><span class="fc2 sc0">E</span><span class="fc2 sc0">ZP</span><span class="_ _1"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">CZE</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _3c"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _3c"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3c"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">ZYM</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y2f1 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _1"></span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">GO</span><span class="_ _1"></span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="fc2 sc0">, </span><span class="_ _1d"></span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">Ę</span><span class="_ _1"></span><span class="fc2 sc0">ŻN</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y690 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">LUB</span><span class="fc2 sc0"> </span><span class="_ _10"> </span><span class="fc2 sc0">UD</span><span class="fc2 sc0">ZI</span><span class="_ _1"></span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _2e"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span> <span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">AC</span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="_ _10"> </span><span class="fc2 sc0">NE</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span> <span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">DN</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y691 ff2 fs3 fc0 sc0 ls0 ws0">ZAGRANIC<span class="_ _1"></span>ZNYCH<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y692 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x57 h8 y5e8 ff2 fs3 fc0 sc0 ls0 ws0">1.18.1.<span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span></span>ZABEZP<span class="_ _1"></span>IECZENI<span class="_ _1"></span>A <span class="_ _35"> </span>W <span class="_ _3a"> </span>OK<span class="_ _1"></span>RESI<span class="_ _1"></span>E <span class="_ _35"> </span>SPRAWOZDA<span class="_ _1"></span>WCZYM<span class="_ _1"></span> </div><div class="t m0 x12 h8 y693 ff2 fs3 fc0 sc0 ls0 ws0">PLANOWA<span class="_ _1"></span>NYCH <span class="_ _6f"> </span>TRANSAKC<span class="_ _1"></span>JI <span class="_ _6f"> </span>LUB<span class="_ _1"></span> </div><div class="t m0 x12 h8 y154 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">UP</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DO</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">NE</span><span class="fc2 sc0">GO</span><span class="fc2 sc0"> </span><span class="_ _70"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYSZ</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">E</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y43b ff4 fs3 fc0 sc0 ls0 ws0">ZOBOWIĄZ<span class="_ _1"></span>ANIA<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y667 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff11"> <span class="_ _59"></span><span class="ff3"> </span></span></div><div class="t m0 x57 h8 y4ad ff2 fs3 fc0 sc0 ls0 ws0">1.18.<span class="fc2 sc0">2</span><span class="fc2 sc0">.</span><span class="_ _1"></span><span class="ffa"><span class="fc2 sc0"> </span><span class="_ _58"> </span><span class="ff4"><span class="fc2 sc0">ZYSK</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _54"> </span><span class="fc2 sc0">LUB</span><span class="fc2 sc0"> </span><span class="_ _54"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AT</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _54"> </span><span class="fc2 sc0">Z </span><span class="_ _54"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">C</span><span class="fc2 sc0">E</span><span class="fc2 sc0">NY </span><span class="_ _54"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0">NS</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">UME</span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x12 h8 y694 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ZAB</span><span class="fc2 sc0">E</span><span class="fc2 sc0">ZP</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">CZ</span><span class="_ _1"></span><span class="fc2 sc0">AJ</span><span class="fc2 sc0">ĄCY</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _71"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _71"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">ŻN</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x12 h8 y695 ff4 fs3 fc0 sc0 ls0 ws0">ODNOSZO<span class="_ _1"></span>NE NA KAP<span class="_ _1"></span>ITAŁ <span class="_ _1"></span>Z AK<span class="_ _1"></span>T<span class="_ _1"></span>UALIZAC<span class="_ _1"></span>JI WYCE<span class="_ _1"></span>NY<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y515 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff2"> </span></div><div class="t m0 x54 h8 y696 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">2.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _53"> </span><span class="fc2 sc0">LI</span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">ZB</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _67"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">ADA</span><span class="_ _1"></span><span class="fc2 sc0">NYCH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y24f ff4 fs3 fc0 sc0 ls0 ws0">PAPI<span class="_ _1"></span>ERÓW WARTO<span class="_ _1"></span>ŚCI<span class="_ _1"></span>OWY<span class="_ _1"></span>CH I I<span class="_ _1"></span>NNYCH P<span class="_ _1"></span>RAW<span class="_ _1c"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x54 y19 wa3 h85" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">75<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">S<span class="_ _1"></span>trona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Spółka nie pos<span class="_ _0"></span>i<span class="_ _1"></span>ada pap<span class="_ _0"></span>i<span class="_ _1"></span>erów w<span class="_ _0"></span>ar<span class="_ _1"></span>tościowych<span class="_ _0"></span> ani i<span class="_ _1"></span>nnych p<span class="_ _0"></span>raw.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x54 h8 y697 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">3.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">ADN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">ANY</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y698 ff4 fs3 fc0 sc0 ls0 ws0">WEDŁUG <span class="_ _1"></span>WARTO<span class="_ _1"></span>ŚCI GO<span class="_ _1"></span>DZI<span class="_ _1"></span>WE<span class="_ _1"></span>J<span class="ff2"> </span></div><div class="t m0 x1 h6 y699 ff5 fs0 fc0 sc0 ls0 ws0">Spółka nie pos<span class="_ _0"></span>i<span class="_ _1"></span>ada <span class="_ _0"></span>a<span class="_ _1"></span>ktywów <span class="_ _0"></span>w<span class="_ _1"></span>ycenianych <span class="_ _0"></span>w wartości godzi<span class="_ _0"></span>wej.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x54 h8 y1c0 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">4.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">DAN</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _72"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _22"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZYC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0"> </span><span class="_ _72"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZAB</span><span class="fc2 sc0">I</span><span class="fc2 sc0">L</span><span class="_ _1"></span><span class="fc2 sc0">ANS</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0">, </span><span class="_ _71"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y69a ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">ZCZ</span><span class="fc2 sc0">E</span><span class="fc2 sc0">G</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">L</span><span class="_ _1"></span><span class="fc2 sc0">NO</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">ZO</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="_ _1"></span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0">NKO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0">, </span><span class="_ _29"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y69b ff4 fs3 fc0 sc0 ls0 ws0">TYM <span class="_ _73"> </span>RÓWNIEŻ <span class="_ _73"> </span>UDZIELO<span class="_ _1"></span>N<span class="_ _1"></span>YCH <span class="_ _73"> </span>PRZEZ <span class="_ _73"> </span>EMITE<span class="_ _1"></span>NTA </div><div class="t m0 x11 h8 y194 ff4 fs3 fc0 sc0 ls0 ws0">GWARA<span class="_ _1"></span>NCJACH I<span class="_ _1"></span> PORĘC<span class="_ _1"></span>ZENIA<span class="_ _1"></span>CH<span class="_ _1"></span> (T<span class="_ _1"></span>AKŻE WEKSL<span class="_ _1"></span>OWYCH<span class="_ _1"></span>)<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y2e3 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1d"></span>jest <span class="_ _1d"></span>stroną <span class="_ _1c"></span>sporów <span class="_ _1d"></span>sądowych <span class="_ _1c"></span>opisanych <span class="_ _1c"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>sprawozdaniu<span class="_ _0"></span> <span class="_ _1d"></span>z <span class="_ _19"></span>działalnośc<span class="_ _0"></span>i,<span class="_ _1"></span> <span class="_ _1c"></span>w <span class="_ _19"></span>tym </div><div class="t m0 x1 h6 y304 ff3 fs0 fc0 sc0 ls0 ws0">jako <span class="_ _1a"> </span>strona <span class="_ _1a"> </span>pozwana <span class="_ _1a"> </span>- <span class="_ _1b"> </span><span class="ff5">na <span class="_ _1a"> </span>wartość <span class="_ _1e"> </span>sp<span class="_ _1"></span>oró<span class="_ _0"></span>w <span class="_ _1b"> </span>utworzono <span class="_ _1a"> </span>stosowne <span class="_ _1e"> </span>rezerwy <span class="_ _1a"> </span>/ <span class="_ _1a"> </span>odpisy. </span></div><div class="t m0 x1 h6 y9 ff5 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _1e"> </span>nie <span class="_ _1f"> </span>ob<span class="_ _1"></span>ejmują <span class="_ _1f"> </span>kosztów <span class="_ _1e"> </span>potencjaln<span class="_ _0"></span>ych <span class="_ _1e"> </span>odsetek <span class="_ _1f"> </span>za <span class="_ _1e"> </span>okres <span class="_ _1e"> </span>od <span class="_ _1e"> </span>dnia <span class="_ _1e"> </span>wniesieni<span class="_ _0"></span>a<span class="_ _1"></span> </div><div class="t m0 x1 h6 y69c ff3 fs0 fc0 sc0 ls0 ws0">pozwu <span class="_ _0"></span>- <span class="_ _14"></span><span class="ff5">stanowią <span class="_ _14"></span>o<span class="_ _1"></span>ne <span class="_ _14"></span>zobowiązania <span class="_ _14"></span>warunk<span class="_ _0"></span>owe. <span class="_ _0"></span>Z <span class="_ _14"></span>dr<span class="_ _1"></span>ugiej <span class="_ _13"></span>str<span class="_ _1"></span>ony <span class="_ _14"></span>Spółka <span class="_ _14"></span>ni<span class="_ _1"></span>e <span class="_ _14"></span>rozpoznaje </span></div><div class="t m0 x1 h6 y69d ff5 fs0 fc0 sc0 ls0 ws0">w <span class="_ _19"></span>aktywach <span class="_ _19"></span>potencj<span class="_ _0"></span>al<span class="_ _1"></span>nych <span class="_ _19"></span>odse<span class="_ _0"></span>tek <span class="_ _19"></span>od <span class="_ _19"></span>dnia <span class="_ _1d"></span>w<span class="_ _1"></span>niesienia <span class="_ _19"></span>pozwu <span class="_ _1d"></span>w<span class="_ _1"></span> <span class="_ _19"></span>spr<span class="_ _0"></span>awach, <span class="_ _19"></span>w <span class="_ _19"></span>których </div><div class="t m0 x1 h6 y5be ff5 fs0 fc0 sc0 ls0 ws0">jest stroną powo<span class="_ _0"></span>dową <span class="ff3">- </span>potencjalne o<span class="_ _0"></span>dsetki traktowane<span class="_ _0"></span> są jako aktyw<span class="_ _0"></span>a warunkowe.<span class="ff2"> </span></div><div class="t m0 x54 h8 y69e ff2 fs3 fc0 sc0 ls3 ws0">5.<span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">DAN</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">DO</span><span class="_ _0"></span>TYC<span class="_ _1"></span>Z<span class="fc2 sc0">ĄCE</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _4c"> </span>ZO<span class="_ _1"></span>B<span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZAŃ</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">W</span>OBE<span class="fc2 sc0">C </span><span class="_ _4c"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">UD</span><span class="_ _1"></span><span class="fc2 sc0">ŻE</span><span class="fc2 sc0">T</span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y69f ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">AŃS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">A </span><span class="_ _74"> </span><span class="fc2 sc0">LUB</span><span class="fc2 sc0"> </span><span class="_ _74"> </span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">NO</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _74"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">A</span><span class="fc2 sc0">MO</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZĄ</span><span class="fc2 sc0">DU</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y1ae ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">I</span><span class="fc2 sc0">AL</span><span class="_ _1"></span><span class="fc2 sc0">NE</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _75"> </span><span class="fc2 sc0">Z </span><span class="_ _75"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="fc2 sc0">UŁ</span><span class="fc2 sc0">U </span><span class="_ _75"> </span><span class="fc2 sc0">UZ</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">ANI</span><span class="_ _1"></span><span class="fc2 sc0">A </span><span class="_ _75"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AW</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y242 ff4 fs3 fc0 sc0 ls0 ws0">WŁASNOŚ<span class="_ _1"></span>CI BU<span class="_ _1"></span>DYNKÓ<span class="_ _1"></span>W I B<span class="_ _1"></span>UDO<span class="_ _1"></span>WLI<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6a0 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _14"></span>nie <span class="_ _13"></span>posiada <span class="_ _14"></span>zobow<span class="_ _0"></span>i<span class="_ _1"></span>ązań <span class="_ _13"></span>wobec <span class="_ _13"></span>b<span class="_ _1"></span>udże<span class="_ _0"></span>tu <span class="_ _14"></span>państwa <span class="_ _13"></span>a<span class="_ _1"></span>ni <span class="_ _13"></span>w<span class="_ _1"></span>obec <span class="_ _13"></span>jednostek <span class="_ _14"></span>s<span class="_ _0"></span>am<span class="_ _1"></span>orzą<span class="_ _0"></span>du </div><div class="t m0 x1 h6 y6a1 ff5 fs0 fc0 sc0 ls0 ws0">terytorialnego z tytu<span class="_ _0"></span>łu uzyskania p<span class="_ _0"></span>ra<span class="_ _1"></span>wa wł<span class="_ _0"></span>asności budynków <span class="_ _0"></span>i budowli.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x54 h8 y47d ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">6.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">A </span><span class="_ _1a"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _1a"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">D</span><span class="fc2 sc0">AC</span><span class="_ _1"></span><span class="fc2 sc0">H</span><span class="fc2 sc0">, </span><span class="_ _1a"> </span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">ZT</span><span class="fc2 sc0">A</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1a"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _1a"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">K</span><span class="fc2 sc0">ACH</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y290 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">ALN</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _3a"> </span><span class="fc2 sc0">ZAN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NE</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3a"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _2f"> </span><span class="fc2 sc0">DA</span><span class="fc2 sc0">NYM </span><span class="_ _35"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _3a"> </span><span class="fc2 sc0">L</span><span class="fc2 sc0">UB</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y5f9 ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ANE</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _76"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _76"> </span><span class="fc2 sc0">ZAN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1c"></span> </div><div class="t m0 x11 h8 y226 ff4 fs3 fc0 sc0 ls0 ws0">W NASTĘ<span class="_ _1"></span>PNYM OK<span class="_ _1"></span>RESIE<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6a2 ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _2e"> </span>w <span class="_ _2e"> </span>okresie <span class="_ _2e"> </span>sprawozdawczym <span class="_ _2e"> </span>nie<span class="_ _0"></span> <span class="_ _2e"> </span>dokonała<span class="_ _1"></span> <span class="_ _2e"> </span>zaniechani<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _2e"> </span>dzia<span class="_ _1"></span>ł<span class="_ _0"></span>a<span class="_ _1"></span>lności <span class="_ _2e"> </span>i <span class="_ _2e"> </span>nie </div><div class="t m0 x1 h6 y6a3 ff5 fs0 fc0 sc0 ls0 ws0">przewiduje takie<span class="_ _0"></span>go działania w następny<span class="_ _0"></span>m ok<span class="_ _0"></span>resi<span class="_ _1"></span>e.<span class="ff3"> </span></div><div class="t m0 x54 h8 y592 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">7.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">ZT</span><span class="fc2 sc0"> </span><span class="_ _77"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A </span><span class="_ _78"> </span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DK</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">W</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _77"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y3ce ff4 fs3 fc0 sc0 ls0 ws0">BUDO<span class="_ _1"></span>WIE, ŚRODK<span class="_ _1"></span>Ó<span class="_ _1"></span>W TRWA<span class="_ _1"></span>ŁY<span class="_ _1"></span>CH NA W<span class="_ _1"></span>ŁASNE P<span class="_ _1"></span>OTR<span class="_ _1"></span>ZEBY<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y2d4 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _19"></span>d<span class="_ _1"></span>zień <span class="_ _19"></span>b<span class="_ _1"></span>ilansowy <span class="_ _19"></span>w <span class="_ _e"></span>trakcie <span class="_ _1d"></span>b<span class="_ _1"></span>udowy <span class="_ _19"></span>są <span class="_ _e"></span>środki <span class="_ _19"></span>trwałe <span class="_ _19"></span>o <span class="_ _e"></span>wartość <span class="_ _19"></span>535 <span class="_ _e"></span>ty<span class="_ _0"></span>s. <span class="_ _e"></span>zł. <span class="_ _e"></span>N<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _e"></span>ich<span class="_ _0"></span> </div><div class="t m0 x1 h6 y588 ff5 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _3a"> </span>składają <span class="_ _2f"> </span>si<span class="_ _1"></span>ę <span class="_ _3a"> </span>przede <span class="_ _3a"> </span>wszystkim<span class="_ _0"></span> <span class="_ _3a"> </span>wyda<span class="_ _1"></span>tki <span class="_ _3a"> </span>związane<span class="_ _0"></span> <span class="_ _3a"> </span>z <span class="_ _3a"> </span>mod<span class="_ _1"></span>ernizacją <span class="_ _3a"> </span>linii </div><div class="t m0 x1 h6 y6a4 ff5 fs0 fc0 sc0 ls0 ws0">produkcyjnych <span class="_ _0"></span>Spółki.<span class="ff3 fc3"> </span></div><div class="t m0 x54 h8 y3e2 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">8.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">O</span><span class="fc2 sc0">DS</span><span class="fc2 sc0">E</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AZ </span><span class="_ _0"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">Ż</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">CE</span><span class="fc2 sc0"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">UR</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">, </span><span class="_ _0"></span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">ZYŁY</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6a5 ff4 fs3 fc0 sc0 ls0 ws0">CENĘ <span class="_ _3a"> </span>NABYCIA <span class="_ _3a"> </span>TOWA<span class="_ _1"></span>RÓW <span class="_ _2f"> </span>L<span class="_ _1"></span>UB <span class="_ _3a"> </span>KOSZT <span class="_ _3a"> </span>WYT<span class="_ _1"></span>WORZENI<span class="_ _1"></span>A<span class="_ _1"></span> </div><div class="t m0 x11 h8 y42c ff4 fs3 fc0 sc0 ls0 ws0">PRODUKT<span class="_ _1"></span>ÓW <span class="_ _1"></span>W ROKU <span class="_ _1"></span>OBROT<span class="_ _1"></span>OWY<span class="_ _1"></span>M<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x7a y19 w1b hf" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">76<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff5 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _1d"></span>wystąpi<span class="_ _1"></span>ły <span class="_ _1d"></span>odsetki <span class="_ _1d"></span>ani<span class="_ _1"></span> <span class="_ _1d"></span>różnice <span class="_ _1d"></span>kursowe, <span class="_ _1d"></span>które <span class="_ _1d"></span>ujęto <span class="_ _1d"></span>by <span class="_ _1d"></span>jako <span class="_ _19"></span>składnik <span class="_ _1d"></span>ceny <span class="_ _1d"></span>nabycia<span class="_ _1"></span> </div><div class="t m0 x1 h6 y55 ff5 fs0 fc0 sc0 ls0 ws0">towarów lub koszt wyt<span class="_ _0"></span>worzenia p<span class="_ _0"></span>r<span class="_ _1"></span>oduktów.<span class="ff3"> </span></div><div class="t m0 x54 h8 y48a ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">9.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">O</span><span class="fc2 sc0">NE</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _79"> </span><span class="fc2 sc0">NAK</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">A</span><span class="fc2 sc0">DY</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _79"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0">NW</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CY</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">NE</span><span class="fc2 sc0"> </span><span class="_ _7a"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AZ</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6a6 ff4 fs3 fc0 sc0 ls0 ws0">PLANOWA<span class="_ _1"></span>NE <span class="_ _1c"></span>W <span class="_ _1d"></span>OKRESIE<span class="_ _1"></span> <span class="_ _1c"></span>NAJB<span class="_ _1"></span>LIŻSZYCH <span class="_ _1d"></span>12 <span class="_ _1d"></span>MIESIĘ<span class="_ _1"></span>CY <span class="_ _1c"></span>OD<span class="_ _1"></span> </div><div class="t m0 x11 h8 yb8 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">DN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">A </span><span class="_ _3e"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">LAN</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _6a"> </span><span class="fc2 sc0">N</span><span class="fc2 sc0">AK</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">A</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _6a"> </span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">NW</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CY</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">NE</span><span class="fc2 sc0">, </span><span class="_ _3e"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _6a"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y1c0 ff4 fs3 fc0 sc0 ls0 ws0">NIEFI<span class="_ _1"></span>NANSO<span class="_ _1"></span>WE AKTYW<span class="_ _1"></span>A TR<span class="_ _1"></span>WAŁE<span class="_ _1d"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6a7 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6a8 wa4 h1f"><div class="t m0 x21 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Wys<span class="_ _0"></span>zczególnie<span class="_ _0"></span>nie<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xc8 y6a8 wa5 h1f"><div class="t m0 x8 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Bieżąc<span class="_ _0"></span>y rok<span class="ff3"> </span></div></div><div class="c xa3 y6a8 wa6 h1f"><div class="t m0 x68 h1a y1c8 ff4 fs4 fc0 sc0 ls0 ws0">Plan<span class="_ _0"></span>y na ro<span class="_ _0"></span>k nastę<span class="_ _0"></span>pny<span class="ff3"> </span></div></div><div class="c x1 ybb wa4 h20"><div class="t m0 x21 h1a y20f ff5 fs4 fc0 sc0 ls0 ws0">Nakła<span class="_ _0"></span>dy na o<span class="_ _0"></span>chronę śr<span class="_ _0"></span>odowi<span class="_ _0"></span>ska<span class="ff3"> </span></div></div><div class="c xc8 ybb wa5 h20"><div class="t m0 x2b h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xa3 ybb wa6 h20"><div class="t m0 x4d h1a y20f ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y64c wa4 h1c"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">Nakła<span class="_ _0"></span>dy na <span class="_ _0"></span>pozost<span class="_ _0"></span>ałe niefina<span class="_ _0"></span>nsowe <span class="_ _0"></span>aktywa <span class="_ _0"></span>trwał<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c xc8 y64c wa5 h1c"><div class="t m0 x29 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">337<span class="ls0"> </span></div></div><div class="c xa3 y64c wa6 h1c"><div class="t m0 x40 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">500<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y6a9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y5d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h8 y5bd ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">10.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DACH</span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">ZT</span><span class="fc2 sc0">ACH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _78"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 ydf ff4 fs3 fc0 sc0 ls0 ws0">NADZWYC<span class="_ _1"></span>ZAJNEJ <span class="_ _2c"> </span>WARTO<span class="_ _1"></span>ŚCI<span class="_ _1"></span> <span class="_ _2d"> </span>LUB <span class="_ _39"> </span>K<span class="_ _1"></span>T<span class="_ _1"></span>ÓRE <span class="_ _2d"> </span>WYSTĄP<span class="_ _1"></span>IŁY<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6aa ff4 fs3 fc0 sc0 ls0 ws0">INCYDENTAL<span class="_ _1"></span>NIE<span class="_ _1"></span>, W TYM I<span class="_ _1"></span>CH K<span class="_ _1"></span>WOTĘ I<span class="_ _1"></span> CHA<span class="_ _1"></span>RAKTE<span class="_ _1"></span>R<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y678 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _13"></span>r<span class="_ _1"></span>oku <span class="_ _13"></span>2024 <span class="_ _59"></span>Z<span class="_ _1"></span>arząd <span class="_ _13"></span>w<span class="_ _1"></span>ystąpił, <span class="_ _13"></span>zgodnie <span class="_ _13"></span>z <span class="_ _13"></span>zawartą<span class="_ _1"></span> <span class="_ _13"></span>umową <span class="_ _13"></span>kredytu <span class="_ _13"></span>na <span class="_ _13"></span>ra<span class="_ _1"></span>chunku <span class="_ _13"></span>bieżącym,<span class="_ _0"></span> </div><div class="t m0 x1 h6 y2ad ff5 fs0 fc0 sc0 ls0 ws0">z <span class="_ _20"> </span>wnioskiem <span class="_ _20"> </span> <span class="_ _20"> </span>o <span class="_ _20"> </span>udziel<span class="_ _1"></span>enie <span class="_ _e"> </span>przez <span class="_ _e"> </span>B<span class="_ _1"></span>GK <span class="_ _20"> </span> <span class="_ _20"> </span>dopłaty <span class="_ _20"> </span>do <span class="_ _20"> </span>oprocentow<span class="_ _0"></span>a<span class="_ _1"></span>nia <span class="_ _e"> </span>kredytu <span class="_ _20"> </span>objętego </div><div class="t m0 x1 h6 y6ab ff5 fs0 fc0 sc0 ls0 ws0">gwarancją <span class="_ _3e"> </span>w <span class="_ _f"> </span>ramach <span class="_ _f"> </span>portfelowej <span class="_ _3e"> </span>l<span class="_ _1"></span>inii <span class="_ _3e"> </span>gwarancyjnej <span class="_ _f"> </span>FG <span class="_ _f"> </span>POIR. <span class="_ _3e"> </span>Spółka <span class="_ _f"> </span>otrzymane </div><div class="t m0 x1 h6 y63 ff3 fs0 fc0 sc0 ls0 ws0">dofinansowanie <span class="_ _2e"> </span>w <span class="_ _2f"> </span><span class="ff5">kwocie <span class="_ _2e"> </span>247 <span class="_ _2e"> </span>tys. <span class="_ _2e"> </span>zł <span class="_ _2e"> </span>dotyczące <span class="_ _2f"> </span>odsete<span class="_ _0"></span>k <span class="_ _2f"> </span>naliczonych <span class="_ _2e"> </span>w <span class="_ _2e"> </span>latach </span></div><div class="t m0 x1 h6 y6ac ff5 fs0 fc0 sc0 ls0 ws0">wcześniejszych <span class="_ _1d"></span>ujęła <span class="_ _19"></span>ja<span class="_ _1"></span>ko <span class="_ _1d"></span>inne <span class="_ _19"></span>przychody <span class="_ _1d"></span>fi<span class="_ _1"></span>nansowe, <span class="_ _1d"></span>na<span class="_ _1"></span>to<span class="_ _0"></span>mi<span class="_ _1"></span>ast <span class="_ _19"></span>w <span class="_ _19"></span>kwocie <span class="_ _1d"></span>125 <span class="_ _19"></span>tys. <span class="_ _19"></span>zł </div><div class="t m0 x1 h6 y6ad ff5 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _14"></span>odsetek <span class="_ _14"></span>nali<span class="_ _1"></span>czonych <span class="_ _14"></span>w <span class="_ _14"></span>okresie <span class="_ _14"></span>ob<span class="_ _1"></span>ję<span class="_ _0"></span>tym <span class="_ _0"></span>niniejszym <span class="_ _0"></span>spr<span class="_ _0"></span>aw<span class="_ _1"></span>ozdan<span class="_ _0"></span>iem <span class="_ _0"></span>ujęła <span class="_ _0"></span>jako<span class="_ _0"></span> </div><div class="t m0 x1 h6 y4ed ff5 fs0 fc0 sc0 ls0 ws0">zmniejszenie koszt<span class="_ _0"></span>ów<span class="_ _1"></span> finanso<span class="_ _0"></span>wych z tytułu odsete<span class="_ _0"></span>k.<span class="ff3"> </span></div><div class="t m0 x1 h6 yc8 ff5 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _19"></span>zid<span class="_ _1"></span>entyfikow<span class="_ _0"></span>ano <span class="_ _e"></span>innych, <span class="_ _19"></span>oprócz <span class="_ _19"></span>wymienionych <span class="_ _19"></span>powyżej, <span class="_ _19"></span>pozycji <span class="_ _19"></span>wp<span class="_ _1"></span>ły<span class="_ _0"></span>wa<span class="_ _1"></span>jących <span class="_ _19"></span>na </div><div class="t m0 x1 h6 y6ae ff5 fs0 fc0 sc0 ls0 ws0">aktywa, <span class="_ _19"></span>zobowiąz<span class="_ _0"></span>a<span class="_ _1"></span>nia, <span class="_ _19"></span>kapit<span class="_ _0"></span>ał <span class="_ _19"></span>w<span class="_ _1"></span>łasny, <span class="_ _1d"></span>w<span class="_ _1"></span>yn<span class="_ _0"></span>i<span class="_ _1"></span>k <span class="_ _19"></span>netto <span class="_ _1d"></span>lub<span class="_ _1"></span> <span class="_ _19"></span>przepływy <span class="_ _1d"></span>pi<span class="_ _1"></span>eniężne, <span class="_ _1d"></span>które <span class="_ _19"></span>są </div><div class="t m0 x1 h6 y3ca ff5 fs0 fc0 sc0 ls0 ws0">nietypowe i dla któ<span class="_ _0"></span>rych możliwe jest p<span class="_ _0"></span>r<span class="_ _1"></span>ecyzyjne<span class="_ _0"></span> określenie ich kwoty.<span class="ff3"> </span></div><div class="t m0 x74 h8 y6a2 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">11.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _40"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _7b"> </span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">AN</span><span class="fc2 sc0">S</span><span class="fc2 sc0">AK</span><span class="_ _1"></span><span class="fc2 sc0">CJ</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0"> </span><span class="_ _7b"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0">AR</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _7b"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6af ff4 fs3 fc0 sc0 ls0 ws0">JEDNOSTK<span class="_ _1"></span>AMI <span class="_ _3c"> </span>PO<span class="_ _1"></span>WIĄZ<span class="_ _1"></span>ANYM<span class="_ _1"></span>I <span class="_ _3c"> </span>ORAZ <span class="_ _3c"> </span>JE<span class="_ _1"></span>DN<span class="_ _1"></span>OSTKAMI, <span class="_ _3f"> </span>W </div><div class="t m0 x11 h8 y2b7 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">MI</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">A</span><span class="fc2 sc0">DA </span><span class="_ _6b"> </span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">ANG</span><span class="_ _1"></span><span class="fc2 sc0">AŻO</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _55"> </span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6b0 ff2 fs3 fc0 sc0 ls0 ws0">KAPIT<span class="_ _1"></span>ALE<span class="_ _1"></span> </div><div class="t m0 x1 h6 y6b1 ff5 fs0 fc0 sc0 ls0 ws0">Nie  dotyczy<span class="_ _0"></span>  Spółk<span class="_ _0"></span>i<span class="_ _1"></span>  –<span class="ff3">  </span>je<span class="_ _0"></span>dnostka  nie <span class="_ _3b"> </span>nale<span class="_ _0"></span>ży  do <span class="_ _3b"> </span>grupy  ka<span class="_ _0"></span>pi<span class="_ _1"></span>tałowej <span class="_ _1b"> </span>a<span class="_ _1"></span>ni  nie <span class="_ _1b"> </span>posiada </div><div class="t m0 x1 h6 y568 ff5 fs0 fc0 sc0 ls0 ws0">zaangażowania w innych <span class="_ _0"></span>podmiotach.<span class="ff3"> </span></div><div class="t m0 x74 h8 y3cf ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">12.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">NE</span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NS</span><span class="fc2 sc0">AK</span><span class="_ _1"></span><span class="fc2 sc0">CJ</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3e"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">Z </span> <span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0">DN</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0"> </span> <span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y1f1 ff4 fs3 fc0 sc0 ls0 ws0">INNYCH <span class="_ _17"> </span>WARUNKACH<span class="_ _1"></span> <span class="_ _3d"> </span>NIŻ <span class="_ _17"> </span>RYNKOWE <span class="_ _17"> </span>ZE <span class="_ _2c"> </span>ST<span class="_ _1"></span>RO<span class="_ _1"></span>NAMI<span class="_ _1"></span> </div><div class="t m0 x11 h8 yd3 ff4 fs3 fc0 sc0 ls0 ws0">POWIĄZANY<span class="_ _1"></span>MI<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y487 ff5 fs0 fc0 sc0 ls0 ws0">Nie wystąpiły takie <span class="_ _0"></span>tra<span class="_ _1"></span>nsakcje.<span class="_ _0"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x7a y19 w1b h86" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">77<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h8 y2fa ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">13.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _2e"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _2e"> </span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0">AR</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _2e"> </span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2e"> </span><span class="fc2 sc0">CE</span><span class="fc2 sc0">LU </span><span class="_ _2f"> </span><span class="fc2 sc0">GO</span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DA</span><span class="fc2 sc0">R</span><span class="fc2 sc0">C</span><span class="fc2 sc0">ZYM</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 yb5 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ZAW</span><span class="fc2 sc0">AR</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _7c"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">Z</span><span class="fc2 sc0"> </span><span class="_ _7c"> </span><span class="fc2 sc0">E</span><span class="fc2 sc0">MI</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="fc2 sc0">A </span><span class="_ _7c"> </span><span class="fc2 sc0">UMÓ</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="ff2"><span class="fc2 sc0"> </span></span></div><div class="t m0 x11 h8 y6 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">UW</span><span class="fc2 sc0">ZG</span><span class="fc2 sc0">LĘ</span><span class="_ _1"></span><span class="fc2 sc0">D</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">NY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">LAN</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">ZAK</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">S</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1c"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6b2 ff4 fs3 fc0 sc0 ls0 ws0">NIEZBĘDNY<span class="_ _1"></span>M <span class="_ _3f"> </span>DO <span class="_ _4a"> </span>OCENY <span class="_ _3f"> </span>IC<span class="_ _1"></span>H <span class="_ _3f"> </span>WPŁYW<span class="_ _1"></span>U <span class="_ _3f"> </span>NA <span class="_ _3f"> </span>SYT<span class="_ _1"></span>UACJĘ<span class="_ _1"></span> </div><div class="t m0 x11 h8 y388 ff4 fs3 fc0 sc0 ls0 ws0">MAJĄTK<span class="_ _1"></span>OWĄ, FI<span class="_ _1"></span>NANSO<span class="_ _1"></span>WĄ I<span class="_ _1"></span> WYNI<span class="_ _1"></span>K FINANS<span class="_ _1"></span>O<span class="_ _1"></span>WY<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6b3 ff5 fs0 fc0 sc0 ls0 ws0">Nie wystąpiły. <span class="_ _0"></span><span class="ff3 fc3"> </span></div><div class="t m0 x74 h8 y3d5 ff2 fs3 fc0 sc0 ls3 ws0">14.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">INF<span class="_ _1"></span>ORMAC<span class="_ _1"></span>JE O <span class="_ _1"></span>WSPÓLNYCH<span class="_ _1"></span> P<span class="_ _1"></span>RZED<span class="_ _1"></span>SIĘW<span class="_ _1"></span>ZIĘCIACH<span class="_ _1"></span> <span class="_ _1c"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h6 y6b4 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x74 h8 y405 ff2 fs3 fc0 sc0 ls3 ws0">15.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">INF<span class="_ _1"></span>ORMAC<span class="_ _1"></span>JE O PR<span class="_ _1"></span>ZECIĘ<span class="_ _1"></span>TNYM <span class="_ _1"></span>ZATRU<span class="_ _1"></span>DNIENIU <span class="_ _1d"></span><span class="ff2"> </span></span></span></div></div><div class="c x1 y6b5 wa7 h1d"><div class="t m0 x21 h1a y1c5 ff4 fs4 fc0 sc0 ls0 ws0">Przec<span class="_ _0"></span>iętne <span class="_ _0"></span>z<span class="_ _1"></span>atru<span class="_ _0"></span>dnienie<span class="_ _0"></span> etat<span class="_ _0"></span>owo<span class="ff3"> </span></div></div><div class="c xc9 y6b5 wa8 h1d"><div class="t m0 x5f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x5f h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xca y6b5 wa9 h1d"><div class="t m0 x5f h1a y1c3 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x5f h1a y73 ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y6b6 wa7 h1c"><div class="t m0 x21 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">Pracowni<span class="_ _0"></span>cy n<span class="_ _0"></span>a stano<span class="_ _0"></span>wiskach <span class="_ _0"></span>robotnic<span class="_ _0"></span>zych </div></div><div class="c xc9 y6b6 wa8 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">20<span class="ls0"> </span></div></div><div class="c xca y6b6 wa9 h1c"><div class="t m0 x28 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c x1 y6b7 wa7 h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">Pracowni<span class="_ _0"></span>cy n<span class="_ _0"></span>a stano<span class="_ _0"></span>wiskach <span class="_ _0"></span>nierobo<span class="_ _0"></span>tniczy<span class="_ _0"></span>ch </div></div><div class="c xc9 y6b7 wa8 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">63<span class="ls0"> </span></div></div><div class="c xca y6b7 wa9 h1f"><div class="t m0 x28 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">60<span class="ls0"> </span></div></div><div class="c x1 y9e wa7 h20"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">Zatrud<span class="_ _0"></span>nienie<span class="_ _0"></span> razem<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xc9 y9e wa8 h20"><div class="t m0 x78 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">83<span class="ff3 ls0"> </span></div></div><div class="c xca y9e wa9 h20"><div class="t m0 x78 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">79<span class="ff3 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x74 h8 y309 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">16.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _2c"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">ĄC</span><span class="fc2 sc0">ZN</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _3d"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">AR</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">NAG</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">E</span><span class="fc2 sc0">Ń,</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y64f ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NAG</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">D </span><span class="_ _1"></span><span class="fc2 sc0">LU</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0"> </span><span class="_ _1c"></span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZY</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="_ _1"></span><span class="fc2 sc0">ACO</span><span class="fc2 sc0">NY</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0">, </span><span class="_ _1c"></span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0">LE</span><span class="fc2 sc0">ŻN</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="fc2 sc0">L</span><span class="_ _1"></span><span class="fc2 sc0">UB</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y661 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="fc2 sc0">NCJ</span><span class="fc2 sc0">AL</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _4c"> </span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0">LE</span><span class="fc2 sc0">ŻN</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1c"></span><span class="fc2 sc0"> </span><span class="_ _4c"> </span><span class="fc2 sc0">DLA</span><span class="fc2 sc0"> </span><span class="_ _4c"> </span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">AŻ</span><span class="fc2 sc0">DE</span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _6b"> </span><span class="fc2 sc0">Z </span><span class="_ _4b"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6b8 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ZAR</span><span class="fc2 sc0">ZĄD</span><span class="_ _1"></span><span class="fc2 sc0">ZAJ</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _7d"> </span><span class="fc2 sc0">NA</span><span class="fc2 sc0">DZ</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">UJ</span><span class="_ _1"></span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _5e"> </span><span class="fc2 sc0">E</span><span class="fc2 sc0">MI</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="fc2 sc0">A </span><span class="_ _5e"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y263 ff4 fs3 fc0 sc0 ls0 ws0">PRZEDSIĘ<span class="_ _1"></span>BIO<span class="_ _1"></span>RSTWIE<span class="_ _1"></span> EMIT<span class="_ _1"></span>ENTA<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x1 y142 waa h25"><div class="t m0 x21 h1a y202 ff4 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">y</span><span class="fc2 sc0">na</span><span class="_ _0"></span><span class="fc2 sc0">g</span><span class="fc2 sc0">ro</span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="_ _0"></span><span class="fc2 sc0">nia</span><span class="fc2 sc0"> </span><span class="fc2 sc0">w</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">p</span><span class="fc2 sc0">ł</span><span class="fc2 sc0">a</span><span class="fc2 sc0">c</span><span class="fc2 sc0">on</span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">l</span><span class="_ _0"></span><span class="fc2 sc0">u</span><span class="_ _0"></span><span class="fc2 sc0">b</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="fc2 sc0">na</span><span class="fc2 sc0">le</span><span class="_ _0"></span><span class="fc2 sc0">ż</span><span class="fc2 sc0">ne</span><span class="fc2 sc0"> </span><span class="fc2 sc0">os</span><span class="_ _0"></span><span class="fc2 sc0">ob</span><span class="fc2 sc0">om</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">w</span><span class="fc2 sc0">c</span><span class="fc2 sc0">ho</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="_ _1"></span><span class="fc2 sc0">ą</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">m</span><span class="fc2 sc0"> </span></div><div class="t m0 x21 h1a y1cf ff4 fs4 fc0 sc0 ls0 ws0">w skła<span class="_ _0"></span>d organ<span class="_ _0"></span>ów <span class="_ _0"></span>zarządza<span class="_ _0"></span>jącyc<span class="_ _0"></span>h lub <span class="_ _0"></span>nadzo<span class="_ _0"></span>rując<span class="_ _0"></span>ych<span class="ff3"> </span></div></div><div class="c x5c y142 wab h25"><div class="t m0 x66 h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">4</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x66 h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xcb y142 w8b h25"><div class="t m0 x6a h1a y202 ff2 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">01.</span><span class="fc2 sc0">0</span><span class="fc2 sc0">1.</span><span class="_ _0"></span><span class="fc2 sc0">202</span><span class="fc2 sc0">3</span><span class="_ _0"></span><span class="fc2 sc0"> </span></div><div class="t m0 x6a h1a y1cf ff2 fs4 fc0 sc0 ls0 ws0">31.12.<span class="_ _0"></span>2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 y6b9 waa h1f"><div class="t m0 x21 h73 y6ba ff4 fs7 fc0 sc0 ls0 ws0">Wynagrodzen<span class="_ _1c"></span>ia wypłacon<span class="_ _1"></span>e<span class="_ _1"></span> Człon<span class="_ _1"></span>kom Za<span class="_ _1"></span>rządu z<span class="_ _1"></span> tyt. pe<span class="_ _1"></span>łnien<span class="_ _1"></span>ia </div><div class="t m0 x21 h1a y6bb ff4 fs7 fc0 sc0 ls0 ws0">funkcji Czł<span class="_ _1"></span>onka Za<span class="_ _1"></span>rządu<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6b9 wab h1f"><div class="t m0 x29 h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c xcb y6b9 w8b h1f"><div class="t m0 x28 h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c x1 y6bc waa h28"><div class="t m0 x21 h1a y428 ff4 fs7 fc0 sc0 ls0 ws0">Wynagrodzen<span class="_ _1c"></span>ia Członkó<span class="_ _1"></span>w Za<span class="_ _1"></span>rządu z<span class="_ _1"></span> tyt. umo<span class="_ _1c"></span>wy o pra<span class="_ _1"></span>cę:<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6bc wab h28"><div class="t m0 x4e h1a y428 ff2 fs7 fc0 sc0 ls0 ws0">1 43<span class="_ _1"></span>2<span class="ff3 fs4"> </span></div></div><div class="c xcb y6bc w8b h28"><div class="t m0 x2a h1a y428 ff2 fs7 fc0 sc0 ls0 ws0">1 56<span class="_ _1"></span>8<span class="ff3 fs4"> </span></div></div><div class="c x1 y6bd waa h1f"><div class="t m0 x21 h1a y6be ffd fs7 fc0 sc0 ls0 ws0">∙<span class="ffa"> </span>Piotr Si<span class="_ _1"></span>kora − raze<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff2 fs4"> </span></div></div><div class="c x5c y6bd wab h1f"><div class="t m0 x28 h1a y1c4 ff2 fs7 fc0 sc0 ls25 ws0">643<span class="fs4 ls0"> </span></div></div><div class="c xcb y6bd w8b h1f"><div class="t m0 x81 h1a y1c4 ff2 fs7 fc0 sc0 ls25 ws0">594<span class="fs4 ls0"> </span></div></div><div class="c x1 y2b5 waa h1f"><div class="t m0 x21 h1a y1c4 ff5 fs7 fc0 sc0 ls0 ws0">wynagrod<span class="_ _1"></span>zenie na<span class="_ _1"></span>leżne za rok<span class="_ _1"></span> bie<span class="_ _1"></span>żący<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y2b5 wab h1f"><div class="t m0 x57 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">556<span class="fs4 ls0"> </span></div></div><div class="c xcb y2b5 w8b h1f"><div class="t m0 x1b h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">548<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y6bf waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6bf wab h1c"><div class="t m0 x57 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">510<span class="fs4 ls0"> </span></div></div><div class="c xcb y6bf w8b h1c"><div class="t m0 x1b h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">479<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y6c0 waa h20"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku na<span class="_ _1"></span>stęp<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6c0 wab h20"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">46<span class="fs4 ls0"> </span></div></div><div class="c xcb y6c0 w8b h20"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">46<span class="fs4 ls0"> </span></div></div><div class="c x1 y217 waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>do wy<span class="_ _1"></span>płaty<span class="_ _1"></span> w roku nastę<span class="_ _1"></span>pnym<span class="_ _1d"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y217 wab h1c"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y217 w8b h1c"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">23<span class="fs4 ls0"> </span></div></div><div class="c x1 y521 waa h1f"><div class="t m0 x21 h1a y428 ff5 fs7 fc0 sc0 ls0 ws0">pozostałe <span class="_ _1"></span>składnik<span class="_ _1"></span>i wyp<span class="_ _1"></span>łacone i p<span class="_ _1"></span>otrą<span class="_ _1"></span>cone w rok<span class="_ _1"></span>u bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y521 wab h1f"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">87<span class="fs4 ls0"> </span></div></div><div class="c xcb y521 w8b h1f"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">46<span class="fs4 ls0"> </span></div></div><div class="c x1 y5a3 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>z roku <span class="_ _1"></span>poprzed<span class="_ _1"></span>niego <span class="_ _1"></span>wypłacone<span class="_ _1"></span> w<span class="_ _1"></span> roku bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y5a3 wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">87<span class="fs4 ls0"> </span></div></div><div class="c xcb y5a3 w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">73<span class="fs4 ls0"> </span></div></div><div class="c x1 y365 waa h28"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły wy<span class="_ _1"></span>płacona w <span class="_ _1"></span>ro<span class="_ _1"></span>ku bieżącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y365 wab h28"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y365 w8b h28"><div class="t m0 x28 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y6c1 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok bieżą<span class="_ _1"></span>cy d<span class="_ _1"></span>o rozliczenia <span class="_ _1"></span>w ro<span class="_ _1"></span>ku następ<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6c1 wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y6c1 w8b h1f"><div class="t m0 x28 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y1a9 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły p<span class="_ _1"></span>otrącona w ro<span class="_ _1"></span>ku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y1a9 wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y1a9 w8b h1f"><div class="t m0 x87 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="ls1f">27</span><span class="fs4"> </span></div></div><div class="c x1 y3fd waa h1c"><div class="t m0 x21 h1a y6be ffd fs7 fc0 sc0 ls0 ws0">∙<span class="ffa"> Mariusz Si<span class="_ _1"></span>kora - r<span class="_ _1"></span>aze<span class="_ _1"></span>m<span class="ff2 fs4"> </span></span></div></div><div class="c x5c y3fd wab h1c"><div class="t m0 x28 h1a y428 ff2 fs7 fc0 sc0 ls25 ws0">310<span class="fs4 ls0"> </span></div></div><div class="c xcb y3fd w8b h1c"><div class="t m0 x81 h1a y428 ff2 fs7 fc0 sc0 ls25 ws0">322<span class="fs4 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x40 y19 w5 h14" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAABCAIAAACJysCJAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAHUlEQVRIx+3BMQEAAAjAIO2fcG0s4QlsNQAAwIcD/eECjTMdSrkAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">78<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 waa h1c"><div class="t m0 x21 h1a y428 ff5 fs7 fc0 sc0 ls0 ws0">wynagrod<span class="_ _1"></span>zenie na<span class="_ _1"></span>leżne za rok<span class="_ _1"></span> bie<span class="_ _1"></span>żący<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y419 wab h1c"><div class="t m0 x57 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">266<span class="fs4 ls0"> </span></div></div><div class="c xcb y419 w8b h1c"><div class="t m0 x1b h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">297<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y41a waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y41a wab h1f"><div class="t m0 x57 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">241<span class="fs4 ls0"> </span></div></div><div class="c xcb y41a w8b h1f"><div class="t m0 x1b h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">263<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y41b waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku na<span class="_ _1"></span>stęp<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y41b wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c xcb y41b w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">22<span class="fs4 ls0"> </span></div></div><div class="c x1 y3bd waa h28"><div class="t m0 x21 h1a y5ea ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>do wy<span class="_ _1"></span>płaty<span class="_ _1"></span> w roku nastę<span class="_ _1"></span>pnym<span class="_ _1d"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y3bd wab h28"><div class="t m0 x29 h1a y5ea ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y3bd w8b h28"><div class="t m0 x7a h1a y5ea ff3 fs7 fc0 sc0 ls1f ws0">12<span class="fs4 ls0"> </span></div></div><div class="c x1 y1c0 waa h1f"><div class="t m0 x21 h1a y1c4 ff5 fs7 fc0 sc0 ls0 ws0">pozostałe <span class="_ _1"></span>składnik<span class="_ _1"></span>i wyp<span class="_ _1"></span>łacone i p<span class="_ _1"></span>otrą<span class="_ _1"></span>cone w rok<span class="_ _1"></span>u bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y1c0 wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">44<span class="fs4 ls0"> </span></div></div><div class="c xcb y1c0 w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c x1 y45d waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>z roku <span class="_ _1"></span>poprzed<span class="_ _1"></span>niego <span class="_ _1"></span>wypłacone<span class="_ _1"></span> w<span class="_ _1"></span> roku bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y45d wab h1c"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">44<span class="fs4 ls0"> </span></div></div><div class="c xcb y45d w8b h1c"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">43<span class="fs4 ls0"> </span></div></div><div class="c x1 y161 waa h1f"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły wy<span class="_ _1"></span>płacona w <span class="_ _1"></span>ro<span class="_ _1"></span>ku bieżącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y161 wab h1f"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y161 w8b h1f"><div class="t m0 x28 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y50b waa h20"><div class="t m0 x21 h1a y41e ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok bieżą<span class="_ _1"></span>cy d<span class="_ _1"></span>o rozliczenia <span class="_ _1"></span>w ro<span class="_ _1"></span>ku następ<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y50b wab h20"><div class="t m0 x29 h1a y41e ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y50b w8b h20"><div class="t m0 x28 h1a y41e ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y50c waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły p<span class="_ _1"></span>otrącona w ro<span class="_ _1"></span>ku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y50c wab h1c"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y50c w8b h1c"><div class="t m0 x87 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="ls1f">18</span><span class="fs4"> </span></div></div><div class="c x1 ybd waa h1f"><div class="t m0 x21 h1a y6be ffd fs7 fc0 sc0 ls0 ws0">∙<span class="ffa"> Kajetan <span class="_ _1"></span>Zaziemski<span class="_ _1"></span> - r<span class="_ _1"></span>azem<span class="ff2 fs4"> </span></span></div></div><div class="c x5c ybd wab h1f"><div class="t m0 x28 h1a y1c4 ff2 fs7 fc0 sc0 ls25 ws0">141<span class="fs4 ls0"> </span></div></div><div class="c xcb ybd w8b h1f"><div class="t m0 x81 h1a y1c4 ff2 fs7 fc0 sc0 ls25 ws0">326<span class="fs4 ls0"> </span></div></div><div class="c x1 y50d waa h1f"><div class="t m0 x21 h1a y1c4 ff5 fs7 fc0 sc0 ls0 ws0">wynagrod<span class="_ _1"></span>zenie na<span class="_ _1"></span>leżne za rok<span class="_ _1"></span> bie<span class="_ _1"></span>żący<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y50d wab h1f"><div class="t m0 x57 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">100<span class="fs4 ls0"> </span></div></div><div class="c xcb y50d w8b h1f"><div class="t m0 x1b h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">301<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y50e waa h28"><div class="t m0 x21 h1a y5ea ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y50e wab h28"><div class="t m0 x57 h1a y5ea ff3 fs7 fc0 sc0 ls1f ws0">100<span class="fs4 ls0"> </span></div></div><div class="c xcb y50e w8b h28"><div class="t m0 x1b h1a y5ea ff3 fs7 fc0 sc0 ls1f ws0">264<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 yfe waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku na<span class="_ _1"></span>stęp<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c yfe wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb yfe w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c x1 y421 waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>do wy<span class="_ _1"></span>płaty<span class="_ _1"></span> w roku nastę<span class="_ _1"></span>pnym<span class="_ _1d"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y421 wab h1c"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y421 w8b h1c"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">12<span class="fs4 ls0"> </span></div></div><div class="c x1 y422 waa h1f"><div class="t m0 x21 h1a y428 ff5 fs7 fc0 sc0 ls0 ws0">pozostałe <span class="_ _1"></span>składnik<span class="_ _1"></span>i wyp<span class="_ _1"></span>łacone i p<span class="_ _1"></span>otrą<span class="_ _1"></span>cone w rok<span class="_ _1"></span>u bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y422 wab h1f"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">41<span class="fs4 ls0"> </span></div></div><div class="c xcb y422 w8b h1f"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c x1 y423 waa h20"><div class="t m0 x21 h1a y41e ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>z roku <span class="_ _1"></span>poprzed<span class="_ _1"></span>niego <span class="_ _1"></span>wypłacone<span class="_ _1"></span> w<span class="_ _1"></span> roku bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y423 wab h20"><div class="t m0 x22 h1a y41e ff3 fs7 fc0 sc0 ls1f ws0">41<span class="fs4 ls0"> </span></div></div><div class="c xcb y423 w8b h20"><div class="t m0 x7a h1a y41e ff3 fs7 fc0 sc0 ls1f ws0">43<span class="fs4 ls0"> </span></div></div><div class="c x1 y2b0 waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły wy<span class="_ _1"></span>płacona w <span class="_ _1"></span>ro<span class="_ _1"></span>ku bieżącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y2b0 wab h1c"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y2b0 w8b h1c"><div class="t m0 x28 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y424 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok bieżą<span class="_ _1"></span>cy d<span class="_ _1"></span>o rozliczenia <span class="_ _1"></span>w ro<span class="_ _1"></span>ku następ<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y424 wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y424 w8b h1f"><div class="t m0 x28 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y425 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły p<span class="_ _1"></span>otrącona w ro<span class="_ _1"></span>ku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y425 wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y425 w8b h1f"><div class="t m0 x87 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="ls1f">18</span><span class="fs4"> </span></div></div><div class="c x1 y224 waa h28"><div class="t m0 x21 h1a y6c2 ffd fs7 fc0 sc0 ls0 ws0">∙<span class="ffa"> Kasper Z<span class="_ _1"></span>aziemski -<span class="_ _1"></span> raze<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff2 fs4"> </span></span></div></div><div class="c x5c y224 wab h28"><div class="t m0 x28 h1a y4a9 ff2 fs7 fc0 sc0 ls25 ws0">338<span class="fs4 ls0"> </span></div></div><div class="c xcb y224 w8b h28"><div class="t m0 x81 h1a y4a9 ff2 fs7 fc0 sc0 ls25 ws0">326<span class="fs4 ls0"> </span></div></div><div class="c x1 y426 waa h1f"><div class="t m0 x21 h1a y1c4 ff5 fs7 fc0 sc0 ls0 ws0">wynagrod<span class="_ _1"></span>zenie na<span class="_ _1"></span>leżne za rok<span class="_ _1"></span> bie<span class="_ _1"></span>żący<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y426 wab h1f"><div class="t m0 x57 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">297<span class="fs4 ls0"> </span></div></div><div class="c xcb y426 w8b h1f"><div class="t m0 x1b h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">301<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y427 waa h1c"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y427 wab h1c"><div class="t m0 x57 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">272<span class="fs4 ls0"> </span></div></div><div class="c xcb y427 w8b h1c"><div class="t m0 x1b h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">264<span class="_ _1"></span><span class="fs4 ls0"> </span></div></div><div class="c x1 y4a waa h1f"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie wy<span class="_ _1"></span>płacone <span class="_ _1"></span>w roku na<span class="_ _1"></span>stęp<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y4a wab h1f"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c xcb y4a w8b h1f"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c x1 yab waa h20"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>do wy<span class="_ _1"></span>płaty<span class="_ _1"></span> w roku nastę<span class="_ _1"></span>pnym<span class="_ _1d"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c yab wab h20"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb yab w8b h20"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">12<span class="fs4 ls0"> </span></div></div><div class="c x1 y6c3 waa h1c"><div class="t m0 x21 h1a y428 ff5 fs7 fc0 sc0 ls0 ws0">pozostałe <span class="_ _1"></span>składnik<span class="_ _1"></span>i wyp<span class="_ _1"></span>łacone i p<span class="_ _1"></span>otrą<span class="_ _1"></span>cone w rok<span class="_ _1"></span>u bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6c3 wab h1c"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">41<span class="fs4 ls0"> </span></div></div><div class="c xcb y6c3 w8b h1c"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c x1 y667 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">wynag<span class="_ _1"></span>rodzenie od<span class="_ _1"></span>roczone <span class="_ _1"></span>z roku <span class="_ _1"></span>poprzed<span class="_ _1"></span>niego <span class="_ _1"></span>wypłacone<span class="_ _1"></span> w<span class="_ _1"></span> roku bie<span class="_ _1"></span>żącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y667 wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">41<span class="fs4 ls0"> </span></div></div><div class="c xcb y667 w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">43<span class="fs4 ls0"> </span></div></div><div class="c x1 yf0 waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły wy<span class="_ _1"></span>płacona w <span class="_ _1"></span>ro<span class="_ _1"></span>ku bieżącym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c yf0 wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb yf0 w8b h1f"><div class="t m0 x28 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y6c4 waa h28"><div class="t m0 x21 h1a y428 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok bieżą<span class="_ _1"></span>cy d<span class="_ _1"></span>o rozliczenia <span class="_ _1"></span>w ro<span class="_ _1"></span>ku następ<span class="_ _1"></span>nym<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6c4 wab h28"><div class="t m0 x29 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y6c4 w8b h28"><div class="t m0 x28 h1a y428 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c x1 y6e waa h1f"><div class="t m0 x21 h1a y1c4 ff8 fs7 fc0 sc0 ls0 ws0">premia za <span class="_ _1"></span>rok ubieg<span class="_ _1"></span>ły p<span class="_ _1"></span>otrącona w ro<span class="_ _1"></span>ku bie<span class="_ _1"></span>żący<span class="_ _1"></span>m<span class="_ _1c"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6e wab h1f"><div class="t m0 x29 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="fs4"> </span></div></div><div class="c xcb y6e w8b h1f"><div class="t m0 x87 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">-<span class="ls1f">18</span><span class="fs4"> </span></div></div><div class="c x1 y6c5 waa h1c"><div class="t m0 x21 h73 y5ee ff4 fs7 fc0 sc0 ls0 ws0">Wynagrodzen<span class="_ _1c"></span>ia należn<span class="_ _1"></span>e Czło<span class="_ _1"></span>nkom Ra<span class="_ _1"></span>dy Na<span class="_ _1"></span>dzor<span class="_ _1"></span>czej z<span class="_ _1"></span> ty<span class="_ _1"></span>t. pełnienia<span class="_ _1"></span> </div><div class="t m0 x21 h1a y1cf ff4 fs7 fc0 sc0 ls0 ws0">funkcji Czł<span class="_ _1"></span>onka Ra<span class="_ _1"></span>dy Na<span class="_ _1"></span>dzor<span class="_ _1"></span>czej:<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6c5 wab h1c"><div class="t m0 x28 h1a y428 ff2 fs7 fc0 sc0 ls25 ws0">113<span class="ff3 fs4 ls0"> </span></div></div><div class="c xcb y6c5 w8b h1c"><div class="t m0 x81 h1a y428 ff2 fs7 fc0 sc0 ls25 ws0">102<span class="ff3 fs4 ls0"> </span></div></div><div class="c x1 y6c6 waa h1f"><div class="t m0 x21 h1a y6c7 ff6 fs7 fc0 sc0 ls0 ws0">∙<span class="ff7"> Artur Gibas<span class="_ _1"></span><span class="ff3 fs4"> </span></span></div></div><div class="c x5c y6c6 wab h1f"><div class="t m0 x22 h1a y6c8 ff3 fs7 fc0 sc0 ls1f ws0">24<span class="fs4 ls0"> </span></div></div><div class="c xcb y6c6 w8b h1f"><div class="t m0 x7a h1a y6c8 ff3 fs7 fc0 sc0 ls1f ws0">22<span class="fs4 ls0"> </span></div></div><div class="c x1 y6c9 waa h20"><div class="t m0 x21 h1a y6be ff6 fs7 fc0 sc0 ls0 ws0">∙<span class="ff7"> Iwona Kow<span class="_ _1"></span>alczyk<span class="_ _1"></span><span class="ff3 fs4"> </span></span></div></div><div class="c x5c y6c9 wab h20"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">24<span class="fs4 ls0"> </span></div></div><div class="c xcb y6c9 w8b h20"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">22<span class="fs4 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x7a y19 w1b h87" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls4 ws0">79<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y419 waa h1c"><div class="t m0 x21 h1a y6ca ff6 fs7 fc0 sc0 ls0 ws0">∙<span class="ff7"> Adam Kr<span class="_ _1"></span>awiec<span class="ff3 fs4"> </span></span></div></div><div class="c x5c y419 wab h1c"><div class="t m0 x22 h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">25<span class="fs4 ls0"> </span></div></div><div class="c xcb y419 w8b h1c"><div class="t m0 x7a h1a y428 ff3 fs7 fc0 sc0 ls1f ws0">22<span class="fs4 ls0"> </span></div></div><div class="c x1 y41a waa h1f"><div class="t m0 x21 h1a y6be ff6 fs7 fc0 sc0 ls0 ws0">∙<span class="ff7"> Andrzej Mal<span class="_ _1"></span>ec<span class="_ _1"></span><span class="ff3 fs4"> </span></span></div></div><div class="c x5c y41a wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">30<span class="fs4 ls0"> </span></div></div><div class="c xcb y41a w8b h1f"><div class="t m0 x7a h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">27<span class="fs4 ls0"> </span></div></div><div class="c x1 y41b waa h1f"><div class="t m0 x21 h1a y6be ff6 fs7 fc0 sc0 ls0 ws0">∙<span class="ff7"> Arkadius<span class="_ _1"></span>z Mielczar<span class="_ _1"></span>ek<span class="ff3 fs4"> </span></span></div></div><div class="c x5c y41b wab h1f"><div class="t m0 x22 h1a y1c4 ff3 fs7 fc0 sc0 ls1f ws0">10<span class="fs4 ls0"> </span></div></div><div class="c xcb y41b w8b h1f"><div class="t m0 x28 h1a y1c4 ff3 fs7 fc0 sc0 ls0 ws0">9<span class="fs4"> </span></div></div><div class="c x1 y3bd waa h28"><div class="t m0 x21 h1a y5ea ff4 fs7 fc0 sc0 ls0 ws0">Dywidenda<span class="_ _1"></span> wypła<span class="_ _1"></span>con<span class="_ _1"></span>a akcjon<span class="_ _1"></span>ariu<span class="_ _1"></span>szom będą<span class="_ _1"></span>cym <span class="_ _1"></span>Czł<span class="_ _1"></span>onkami<span class="_ _1"></span> Zarządu<span class="_ _1d"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y3bd wab h28"><div class="t m0 x29 h1a y5ea ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c xcb y3bd w8b h28"><div class="t m0 x28 h1a y5ea ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c x1 y1c0 waa h1f"><div class="t m0 x21 h73 y5ee ff4 fs7 fc0 sc0 ls0 ws0">Dywidenda<span class="_ _1"></span> wypła<span class="_ _1"></span>con<span class="_ _1"></span>a akcjon<span class="_ _1"></span>ariu<span class="_ _1"></span>szom będą<span class="_ _1"></span>cym <span class="_ _1"></span>Czł<span class="_ _1"></span>onkami<span class="_ _1"></span> Rady </div><div class="t m0 x21 h1a y6bb ff2 fs7 fc0 sc0 ls0 ws0">Nadzor<span class="_ _1"></span>czej<span class="ff3 fs4"> </span></div></div><div class="c x5c y1c0 wab h1f"><div class="t m0 x29 h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c xcb y1c0 w8b h1f"><div class="t m0 x28 h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">-<span class="ff3 fs4"> </span></div></div><div class="c x1 y6cb waa h1f"><div class="t m0 x21 h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">Razem <span class="_ _1"></span>wynagrodzen<span class="_ _1c"></span>ia<span class="_ _1"></span><span class="ff3 fs4"> </span></div></div><div class="c x5c y6cb wab h1f"><div class="t m0 x4e h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">1 54<span class="_ _1"></span>5<span class="ff3 fs4"> </span></div></div><div class="c xcb y6cb w8b h1f"><div class="t m0 x2a h1a y1c4 ff2 fs7 fc0 sc0 ls0 ws0">1 67<span class="_ _1"></span>0<span class="ff3 fs4"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6cc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h8 y6cd ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">17.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _19"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _19"></span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ą</span><span class="fc2 sc0">ZAN</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">ACH</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">E</span><span class="fc2 sc0">C </span><span class="_ _19"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _19"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6ce ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">ZAR</span><span class="fc2 sc0">ZĄD</span><span class="_ _1"></span><span class="fc2 sc0">ZAJ</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0">, </span><span class="_ _42"> </span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0">DZ</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">UJ</span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _41"> </span><span class="fc2 sc0">AL</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="_ _1c"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6cf ff4 fs3 fc0 sc0 ls0 ws0">CZŁONK<span class="_ _1"></span>ÓW ORGAN<span class="_ _1"></span>Ó<span class="_ _1"></span>W ADMI<span class="_ _1"></span>NI<span class="_ _1"></span>STRUJĄCYCH<span class="_ _1d"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6d0 ff5 fs0 fc0 sc0 ls0 ws0">Nie wystąpiły.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x74 h8 y6d1 ff2 fs3 fc0 sc0 ls3 ws0">18.<span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4">INF<span class="_ _1"></span>ORMAC<span class="_ _1"></span>JE <span class="_ _2e"> </span>O <span class="_ _2f"> </span>WART<span class="_ _1"></span>OŚCI <span class="_ _2f"> </span>NIE<span class="_ _1"></span>SPŁACONYCH<span class="_ _1"></span> <span class="_ _2e"> </span>ZA<span class="_ _1"></span>LICZEK,<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y6d2 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">K</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">DYT</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">, </span><span class="_ _2c"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">ŻYCZE</span><span class="fc2 sc0">K</span><span class="fc2 sc0">, </span><span class="_ _3d"> </span><span class="fc2 sc0">G</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">AR</span><span class="fc2 sc0">A</span><span class="fc2 sc0">NCJ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">, </span><span class="_ _3d"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">CZE</span><span class="_ _1"></span><span class="fc2 sc0">Ń </span><span class="_ _3d"> </span><span class="fc2 sc0">LU</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6d3 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">I</span><span class="fc2 sc0">NN</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">UM</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">ĄZU</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0">ĄCY</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">Ś</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">AD</span><span class="fc2 sc0">CZE</span><span class="_ _1"></span><span class="fc2 sc0">Ń </span><span class="_ _3b"> </span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y3ab ff2 fs3 fc0 sc0 ls0 ws0">RZECZ EMITE<span class="_ _1"></span>NTA<span class="_ _1"></span> </div><div class="t m0 x1 h6 y679 ff5 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _2e"> </span>wystąpiły. <span class="_ _2e"> </span>Na <span class="_ _2e"> </span>dzień <span class="_ _2e"> </span>bilanso<span class="_ _0"></span>wy <span class="_ _2e"> </span>Emi<span class="_ _1"></span>te<span class="_ _0"></span>nt <span class="_ _2e"> </span>nie <span class="_ _2e"> </span>spełnia<span class="_ _1"></span> <span class="_ _2e"> </span>niektórych <span class="_ _2e"> </span>ko<span class="_ _0"></span>w<span class="_ _1"></span>enantów </div><div class="t m0 x1 h6 y63 ff5 fs0 fc0 sc0 ls0 ws0">zawartych <span class="_ _1"></span>w <span class="_ _1c"></span>umowach <span class="_ _1"></span>kredytowych, <span class="_ _1"></span>co <span class="_ _1c"></span>skutkować <span class="_ _1"></span>może <span class="_ _1c"></span>wypowiedzeniem <span class="_ _1"></span>wybranych </div><div class="t m0 x1 h6 y2b ff5 fs0 fc0 sc0 ls0 ws0">umów <span class="_ _1f"> </span>kredytowych<span class="ff3">, <span class="_ _20"> </span></span>a <span class="_ _1e"> </span>w <span class="_ _20"> </span>konsekwencji <span class="_ _1f"> </span>sk<span class="_ _0"></span>utkowa<span class="_ _1"></span>ć <span class="_ _1f"> </span>utrat<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _1f"> </span>płynności, <span class="_ _1f"> </span>jedn<span class="_ _0"></span>ak <span class="_ _1e"> </span>w<span class="_ _0"></span> <span class="_ _1e"> </span>op<span class="_ _0"></span>i<span class="_ _1"></span>nii </div><div class="t m0 x1 h6 y6d4 ff5 fs0 fc0 sc0 ls0 ws0">Emitenta <span class="_ _1f"> </span>ryzyko <span class="_ _1f"> </span>to <span class="_ _1e"> </span>jest <span class="_ _1f"> </span>zniko<span class="_ _0"></span>me <span class="_ _1e"> </span>i <span class="_ _1f"> </span>nie <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>traktowane <span class="_ _1f"> </span>jako <span class="_ _1f"> </span>zagrożenie <span class="_ _1f"> </span>kontynu<span class="_ _0"></span>a<span class="_ _1"></span>cji </div><div class="t m0 x1 h50 y6d5 ff5 fs0 fc0 sc0 ls0 ws0">działalności.<span class="ff3 fs6"> </span></div><div class="t m0 x74 h8 y67 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">19.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _1d"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">NAG</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">U </span><span class="_ _1d"></span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">E</span><span class="fc2 sc0">G</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _1c"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">DE</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 yf ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">LUB</span><span class="fc2 sc0"> </span><span class="fc2 sc0">F</span><span class="_ _1"></span><span class="fc2 sc0">I</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MY</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="fc2 sc0">AUD</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">ACO</span><span class="fc2 sc0">NYM </span><span class="_ _1"></span><span class="fc2 sc0">LU</span><span class="_ _1"></span><span class="fc2 sc0">B</span><span class="fc2 sc0"> </span><span class="_ _1"></span><span class="fc2 sc0">NALE</span><span class="_ _1"></span><span class="fc2 sc0">ŻN</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y6d6 ff2 fs3 fc0 sc0 ls0 ws0">ZA ROK O<span class="_ _1"></span>BROTO<span class="_ _1"></span>WY<span class="_ _1"></span> </div><div class="t m0 x1 h6 y6d7 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dni<span class="_ _1"></span>u <span class="_ _14"></span>24 <span class="_ _13"></span>marca <span class="_ _14"></span>2023 <span class="_ _13"></span>r.<span class="_ _1"></span> <span class="_ _14"></span>Rad<span class="_ _0"></span>a <span class="_ _14"></span>Nad<span class="_ _1"></span>zorcza <span class="_ _13"></span>Uchwałą <span class="_ _14"></span>nr <span class="_ _13"></span>2/03/2023/RN<span class="ff3">-</span>P <span class="_ _14"></span>dokonała <span class="_ _13"></span>w<span class="_ _1"></span>yboru </div><div class="t m0 x1 h6 y5c4 ff5 fs0 fc0 sc0 ls0 ws0">firmy <span class="_ _1d"></span>audytorskiej <span class="_ _1c"></span>HLB <span class="_ _1d"></span>M2 <span class="_ _1d"></span>Audit <span class="_ _1c"></span>PIE <span class="_ _1d"></span>Sp. <span class="_ _19"></span>z <span class="_ _1c"></span>o.o. <span class="_ _19"></span>z <span class="_ _1c"></span>wpisanej <span class="_ _1d"></span>na <span class="_ _1c"></span>l<span class="_ _1"></span>iście <span class="_ _1d"></span>firm <span class="_ _1c"></span>aud<span class="_ _1"></span>ytorsk<span class="_ _0"></span>i<span class="_ _1"></span>ch </div><div class="t m0 x1 h6 y6d8 ff5 fs0 fc0 sc0 ls0 ws0">prowadzonej <span class="_ _20"> </span>przez <span class="_ _20"> </span>Państwową <span class="_ _1f"> </span>Agencję <span class="_ _20"> </span>Na<span class="_ _0"></span>d<span class="_ _1"></span>zoru <span class="_ _20"> </span>Audytorskiego <span class="_ _20"> </span>PANA<span class="_ _0"></span> <span class="_ _1f"> </span>pod <span class="_ _1f"> </span>numerem </div><div class="t m0 x1 h6 y6d9 ff3 fs0 fc0 sc0 ls0 ws0">4123<span class="_ _0"></span> do b<span class="_ _1"></span>adania do badani<span class="_ _0"></span>a sp<span class="_ _1"></span>rawozdan<span class="_ _0"></span>ia<span class="_ _1"></span> f<span class="_ _0"></span>i<span class="_ _1"></span>nansowego na <span class="_ _0"></span>lata 2023-<span class="ff5">2024, a także<span class="_ _0"></span> do </span></div><div class="t m0 x1 h6 y667 ff3 fs0 fc0 sc0 ls0 ws0">wydania <span class="_ _1"></span>opinii <span class="_ _1c"></span>do <span class="_ _1c"></span>spr<span class="_ _0"></span>a<span class="_ _1"></span>wozdan<span class="_ _0"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>o <span class="_ _1c"></span>wynagro<span class="_ _0"></span>dzeniach <span class="_ _1c"></span>za <span class="_ _1c"></span>te <span class="_ _1"></span>same <span class="_ _1"></span>okresy<span class="_ _1"></span><span class="ff5">.<span class="_ _1"></span> <span class="_ _1"></span>Zarząd <span class="_ _1"></span>zawarł </span></div><div class="t m0 x1 h6 y668 ff5 fs0 fc0 sc0 ls0 ws0">umowy  nr  015<span class="_ _0"></span>/2023/PIE  or<span class="_ _0"></span>az  017/202<span class="_ _0"></span>3/PIE  z  ww.  firm<span class="_ _0"></span>ą  audytorską  n<span class="_ _0"></span>a  badanie </div><div class="t m0 x1 h6 y458 ff5 fs0 fc0 sc0 ls0 ws0">jednostkowego <span class="_ _1d"></span>sprawozdania <span class="_ _19"></span>finanso<span class="_ _0"></span>wego, <span class="_ _19"></span>sporządzonego <span class="_ _19"></span>za <span class="_ _1d"></span>r<span class="_ _1"></span>ok <span class="_ _19"></span>obroto<span class="_ _0"></span>wy <span class="_ _19"></span>kończący </div><div class="t m0 x1 h6 y6da ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _0"></span>31 <span class="_ _14"></span>grudnia <span class="_ _0"></span>2023 <span class="_ _14"></span>r. <span class="_ _0"></span>oraz <span class="_ _0"></span>31 <span class="_ _14"></span>grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> <span class="_ _0"></span>r., <span class="_ _0"></span>półrocznego <span class="_ _14"></span>skróconego <span class="_ _14"></span>jednostko<span class="_ _0"></span>wego </div><div class="t m0 x1 h6 y6db ff3 fs0 fc0 sc0 ls26 ws0">sp<span class="ff5 ls0">rawozdania <span class="_ _1d"></span>fi<span class="_ _1"></span>nansowego <span class="_ _1d"></span>sp<span class="_ _1"></span>orzą<span class="_ _0"></span>dzonego <span class="_ _19"></span>za <span class="_ _19"></span>okres <span class="_ _19"></span>kończący <span class="_ _19"></span>się <span class="_ _19"></span>30 <span class="_ _19"></span>czerwca <span class="_ _19"></span>2023 <span class="_ _19"></span>r.<span class="_ _1"></span> </span></div><div class="t m0 x1 h6 y2d9 ff5 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _1"></span>30 czerwca <span class="_ _1"></span>2024 r.,<span class="_ _1"></span> a ta<span class="_ _1"></span>kże opinii <span class="_ _1"></span>do <span class="_ _1"></span>sprawozd<span class="_ _0"></span>a<span class="_ _1"></span>nia o <span class="_ _1"></span>wynagrodzeniach Zarządu i </div><div class="t m0 x1 h6 y49f ff3 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej z<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _0"></span>l<span class="_ _1"></span>ata  <span class="ls2">2023</span>-2024<span class="_ _0"></span>.<span class="_ _1"></span>  </div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x4e y66d wac h86" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls27 ws0"><span class="fc2 sc0">80</span><span class="ls0"><span class="fc2 sc0"> </span><span class="ls1"><span class="fc2 sc0">| </span><span class="_ _0"></span><span class="fc1 ls0"><span class="fc2 sc0">S</span><span class="fc2 sc0">t</span><span class="fc2 sc0">r</span><span class="fc2 sc0">on</span><span class="fc2 sc0">a</span><span class="_ _0"></span><span class="fc0"><span class="fc2 sc0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y1c ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6dc wad h1f"><div class="t m0 x21 h1a y1c8 ff2 fs4 fc0 sc0 ls0 ws0">Informa<span class="_ _0"></span>cja o <span class="_ _0"></span>wyna<span class="_ _0"></span>grodze<span class="_ _0"></span>niu<span class="ff3"> </span></div></div><div class="c xcc y6dc w68 h1f"><div class="t m0 x87 h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">2024<span class="ff3 ls0"> </span></div></div><div class="c xcd y6dc wae h1f"><div class="t m0 x7a h1a y1c8 ff2 fs4 fc0 sc0 ls9 ws0">2023<span class="ff3 ls0"> </span></div></div><div class="c x1 y5d4 wad h1f"><div class="t m0 x21 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">Data z<span class="_ _0"></span>awarcia <span class="_ _0"></span>umo<span class="_ _0"></span>wy </div></div><div class="c xcc y5d4 w68 h1f"><div class="t m0 x6d h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">14.06.<span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xcd y5d4 wae h1f"><div class="t m0 x17 h1a y1c8 ff3 fs4 fc0 sc0 ls0 ws0">14.06.<span class="_ _0"></span>2023 </div></div><div class="c x1 y5d5 wad h28"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">Wynagro<span class="_ _0"></span>dzeni<span class="_ _0"></span>e biegł<span class="_ _0"></span>ego rewi<span class="_ _0"></span>denta <span class="_ _0"></span>za bada<span class="_ _0"></span>nie ro<span class="_ _0"></span>czne<span class="ff3"> </span></div></div><div class="c xcc y5d5 w68 h28"><div class="t m0 x75 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">45<span class="ls0"> </span></div></div><div class="c xcd y5d5 wae h28"><div class="t m0 x26 h1a y1c4 ff3 fs4 fc0 sc0 ls8 ws0">45<span class="ls0"> </span></div></div><div class="c x1 y78 wad h1f"><div class="t m0 x21 h1a y1c4 ff5 fs4 fc0 sc0 ls0 ws0">Pozosta<span class="_ _0"></span>łe usł<span class="_ _0"></span>ugi –<span class="ff3"> </span>zwr<span class="_ _0"></span>ot kosz<span class="_ _0"></span>tów świa<span class="_ _0"></span>dczeni<span class="_ _0"></span>a usług<span class="ff3"> </span></div></div><div class="c xcc y78 w68 h1f"><div class="t m0 x54 h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y78 wae h1f"><div class="t m0 x2c h1a y1c4 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y675 wad h1f"><div class="t m0 x21 h1a y1c8 ff5 fs4 fc0 sc0 ls0 ws0">Wynagro<span class="_ _0"></span>dzeni<span class="_ _0"></span>e biegł<span class="_ _0"></span>ego rewi<span class="_ _0"></span>denta <span class="_ _0"></span>za prz<span class="_ _0"></span>eg<span class="_ _1"></span>l<span class="_ _0"></span>ąd śródr<span class="_ _0"></span>oczn<span class="_ _0"></span>y<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xcc y675 w68 h1f"><div class="t m0 x75 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c xcd y675 wae h1f"><div class="t m0 x26 h1a y1c8 ff3 fs4 fc0 sc0 ls8 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y560 wad h1d"><div class="t m0 x21 h1a y1c3 ff5 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">y</span><span class="fc2 sc0">na</span><span class="fc2 sc0">g</span><span class="fc2 sc0">r</span><span class="fc2 sc0">o</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">z</span><span class="fc2 sc0">e</span><span class="fc2 sc0">ni</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0"> </span><span class="fc2 sc0">b</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">ł</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">g</span><span class="fc2 sc0">o </span><span class="fc2 sc0">r</span><span class="fc2 sc0">e</span><span class="fc2 sc0">wi</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">e</span><span class="fc2 sc0">nt</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">za</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o</span><span class="fc2 sc0">p</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">o </span><span class="fc2 sc0">s</span><span class="_ _0"></span><span class="fc2 sc0">p</span><span class="_ _1"></span><span class="fc2 sc0">r</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">wo</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">a</span><span class="fc2 sc0">ni</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">o </span></div><div class="t m0 x21 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">wyna<span class="_ _0"></span>grodzeni<span class="_ _0"></span>ach </div></div><div class="c xcc y560 w68 h1d"><div class="t m0 x26 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c xcd y560 wae h1d"><div class="t m0 x56 h1a y1c5 ff3 fs4 fc0 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h88 y6dd ff6 fs3 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _60"> </span><span class="ff5 fs0">Wynagrodze<span class="_ _0"></span>ni<span class="_ _1"></span>a <span class="_ _1c"></span>dotyczące <span class="_ _1c"></span>prac <span class="_ _1d"></span>z<span class="_ _0"></span>a <span class="_ _1d"></span>2024 <span class="_ _1"></span>r<span class="_ _1"></span>. <span class="_ _1"></span>p<span class="_ _1"></span>odlegają <span class="_ _1c"></span>indeksacj<span class="_ _0"></span>i<span class="_ _1"></span> <span class="_ _1c"></span>o <span class="_ _1d"></span>inflację <span class="_ _1c"></span>dóbr <span class="_ _1c"></span>i </span></span></div><div class="t m0 x1 h8 y6de ff5 fs0 fc0 sc0 ls0 ws0">usług konsum<span class="_ _0"></span>pcyjnych.<span class="ff2 fs3"> </span></div><div class="t m0 x74 h8 y6df ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">20.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _61"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _32"> </span><span class="fc2 sc0">ZN</span><span class="fc2 sc0">AC</span><span class="_ _1"></span><span class="fc2 sc0">ZĄCYCH</span><span class="fc2 sc0"> </span><span class="_ _61"> </span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0">,</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6e0 ff4 fs3 fc0 sc0 ls0 ws0">DOTYCZĄCY<span class="_ _1"></span>CH <span class="_ _56"> </span>LAT<span class="_ _1"></span> <span class="_ _56"> </span>UBIE<span class="_ _1"></span>GŁYCH, <span class="_ _56"> </span>UJĘ<span class="_ _1"></span>TYCH <span class="_ _7e"> </span>W </div><div class="t m0 x11 h8 y6e1 ff4 fs3 fc0 sc0 ls0 ws0">SPRAWO<span class="_ _1"></span>ZDANIU FI<span class="_ _1"></span>NANS<span class="_ _1"></span>O<span class="_ _1"></span>WYM <span class="_ _1"></span>ZA BIEŻ<span class="_ _1"></span>ĄCY OK<span class="_ _1"></span>RES<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6e2 ff5 fs0 fc0 sc0 ls0 ws0">Nie wystąpiły.<span class="_ _0"></span><span class="ff11"> </span></div><div class="t m0 x74 h8 y6e3 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">21.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _25"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _36"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">NAC</span><span class="_ _1"></span><span class="fc2 sc0">ZĄCYC</span><span class="_ _1"></span><span class="fc2 sc0">H</span><span class="fc2 sc0"> </span><span class="_ _25"> </span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">ACH</span><span class="fc2 sc0">, </span><span class="_ _5f"> </span><span class="fc2 sc0">J</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6e4 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NAS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">ĄP</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _7f"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _7f"> </span><span class="fc2 sc0">DN</span><span class="fc2 sc0">I</span><span class="fc2 sc0">U </span><span class="_ _7f"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">LAN</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M, </span><span class="_ _7f"> </span><span class="fc2 sc0">A </span><span class="_ _7f"> </span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y3ac ff4 fs3 fc0 sc0 ls0 ws0">UWZGLĘD<span class="_ _1"></span>NIONY<span class="_ _1"></span>CH W <span class="_ _1"></span>SPRA<span class="_ _1"></span>WOZDANI<span class="_ _1"></span>U FIN<span class="_ _1"></span>ANSO<span class="_ _1"></span>WYM<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6e5 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"> </span> <span class="_ _e"> </span>d<span class="_ _1"></span>niu <span class="_ _e"> </span>13 <span class="_ _e"></span>lutego <span class="_ _e"> </span>2025 <span class="_ _e"></span>r. <span class="_ _e"></span>została <span class="_ _19"></span>podpi<span class="_ _1"></span>sa<span class="_ _0"></span>na <span class="_ _e"> </span>umowa <span class="_ _e"> </span>o <span class="_ _e"> </span>M<span class="_ _1"></span>u<span class="_ _0"></span>l<span class="_ _1"></span>tiLinię <span class="_ _e"> </span>z <span class="_ _e"> </span>Santander <span class="_ _e"></span>Bank </div><div class="t m0 x1 h6 y6e6 ff5 fs0 fc0 sc0 ls0 ws0">Polska S.A.  w wysokości nieprzekracz<span class="_ _0"></span>aj<span class="_ _1"></span>ącej <span class="_ _0"></span>3 000 tys. zł, d<span class="_ _1"></span>o wykorzystania w PLN lub </div><div class="t m0 x1 h6 y6e7 ff5 fs0 fc0 sc0 ls0 ws0">EUR, <span class="_ _14"></span>z <span class="_ _14"></span>przeznaczenie<span class="_ _0"></span>m <span class="_ _14"></span>na <span class="_ _14"></span>finansowanie <span class="_ _13"></span>bieżące<span class="_ _0"></span>j <span class="_ _14"></span>d<span class="_ _1"></span>ziałalnośc<span class="_ _0"></span>i.W <span class="_ _14"></span>umowie <span class="_ _14"></span>tej <span class="_ _14"></span>zawa<span class="_ _0"></span>r<span class="_ _1"></span>ty <span class="_ _14"></span>jest </div><div class="t m0 x1 h6 y6e8 ff5 fs0 fc0 sc0 ls0 ws0">wymóg <span class="_ _20"> </span>obniżenia <span class="_ _e"> </span>l<span class="_ _1"></span>imitu <span class="_ _20"> </span>finansow<span class="_ _0"></span>a<span class="_ _1"></span>nia <span class="_ _20"> </span>obrotowego <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _20"> </span>drugim <span class="_ _e"> </span>fina<span class="_ _1"></span>nsu<span class="_ _0"></span>ją<span class="_ _1"></span>cym <span class="_ _e"></span>banku <span class="_ _20"> </span>do </div><div class="t m0 x1 h6 y6e9 ff5 fs0 fc0 sc0 ls0 ws0">łącznej <span class="_ _19"></span>kwoty <span class="_ _19"></span>nie <span class="_ _19"></span>wyższej <span class="_ _1d"></span>niż <span class="_ _19"></span>4 <span class="_ _19"></span>500 <span class="_ _19"></span>tys. <span class="_ _19"></span>zł<span class="_ _0"></span>. <span class="_ _19"></span>W<span class="_ _1"></span> <span class="_ _19"></span>przeciwnym <span class="_ _1d"></span>wypadku <span class="_ _1d"></span>l<span class="_ _1"></span>imit <span class="_ _19"></span>kredyto<span class="_ _0"></span>wy </div><div class="t m0 x1 h6 y6ea ff5 fs0 fc0 sc0 ls0 ws0">zostanie  obn<span class="_ _0"></span>i<span class="_ _1"></span>żony  do  1 <span class="_ _3b"> </span>000  ty<span class="_ _0"></span>s.  zł.  Poz<span class="_ _0"></span>ostałe  warunki  u<span class="_ _0"></span>mowy  nie  o<span class="_ _0"></span>dbiegają  o<span class="_ _0"></span>d </div><div class="t m0 x1 h6 y6eb ff5 fs0 fc0 sc0 ls0 ws0">warunków powsze<span class="_ _0"></span>chni<span class="_ _1"></span>e stosowanych <span class="_ _0"></span>dla tego ro<span class="_ _0"></span>dza<span class="_ _1"></span>ju u<span class="_ _0"></span>mów. <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x1 h6 y497 ff5 fs0 fc0 sc0 ls0 ws0">27 <span class="_ _0"></span>marca<span class="_ _1"></span> 2<span class="_ _0"></span>025 <span class="_ _0"></span>r. s<span class="_ _0"></span>półka<span class="_ _1"></span> <span class="_ _0"></span>otrzymał <span class="_ _0"></span>zwrot po<span class="_ _0"></span>datku <span class="_ _0"></span>CIT <span class="_ _0"></span>za 2<span class="_ _0"></span>018 <span class="_ _0"></span>r.<span class="_ _1"></span> <span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _0"></span>wysokości<span class="_ _1"></span> <span class="_ _0"></span>180 <span class="_ _0"></span>tys zł </div><div class="t m0 x1 h6 y4ac ff5 fs0 fc0 sc0 ls0 ws0">w r<span class="_ _0"></span>amach tz<span class="_ _0"></span>w. u<span class="_ _0"></span>lgi <span class="_ _0"></span>B <span class="_ _0"></span>+<span class="_ _1"></span> <span class="_ _0"></span>R <span class="_ _0"></span>(art. <span class="_ _0"></span>18d <span class="_ _14"></span>U<span class="_ _1"></span>stawy <span class="_ _0"></span>o <span class="_ _0"></span>podatku <span class="_ _0"></span>dochod<span class="_ _0"></span>ow<span class="_ _1"></span>ym <span class="_ _14"></span>od osó<span class="_ _0"></span>b p<span class="_ _0"></span>rawnych). </div><div class="t m0 x1 h6 yab ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1d"></span>rozpoznaje<span class="_ _0"></span> <span class="_ _19"></span>to <span class="_ _1d"></span>zdarzenie <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>momencie<span class="_ _0"></span> <span class="_ _1d"></span>otr<span class="_ _1"></span>zymania <span class="_ _1d"></span>środk<span class="_ _0"></span>ów<span class="_ _1"></span> <span class="_ _1c"></span>pi<span class="_ _1"></span>eniężnych <span class="_ _1c"></span>i <span class="_ _1d"></span>ujmie </div><div class="t m0 x1 h6 y6ec ff3 fs0 fc0 sc0 ls0 ws0">je <span class="_ _3b"> </span>w  spr<span class="ff5">awoz<span class="_ _0"></span>da<span class="_ _1"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>u <span class="_ _3b"> </span>finansowym <span class="_ _3b"> </span>za <span class="_ _3b"> </span>I <span class="_ _3b"> </span>kwartał <span class="_ _3b"> </span>2025 <span class="_ _1b"> </span>r.<span class="_ _1"></span> <span class="_ _3b"> </span>Jednocześnie <span class="_ _3b"> </span>planowane <span class="_ _1b"> </span>są </span></div><div class="t m0 x1 h6 y6ed ff5 fs0 fc0 sc0 ls0 ws0">działania mające na ce<span class="_ _0"></span>l<span class="_ _1"></span>u <span class="_ _0"></span>rozpoznanie możliwości sko<span class="_ _0"></span>rzystania z ww. ko<span class="_ _0"></span>lejnych latach. <span class="ff3"> </span></div><div class="t m0 x74 h8 y6ee ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">22.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _40"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _66"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">L</span><span class="_ _1"></span><span class="fc2 sc0">ACJ</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _40"> </span><span class="fc2 sc0">MI</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _40"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">NY</span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 x11 h8 y6ef ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZE</span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">M </span><span class="_ _4a"> </span><span class="fc2 sc0">A </span><span class="_ _4a"> </span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">MI</span><span class="fc2 sc0">T</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NT</span><span class="fc2 sc0">E</span><span class="fc2 sc0">M </span><span class="_ _4a"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="_ _1"></span><span class="fc2 sc0">AZ </span><span class="_ _4a"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _11"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _4a"> </span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 x11 h8 y42a ff4 fs3 fc0 sc0 ls0 ws0">ZAKRE<span class="_ _1"></span>SIE P<span class="_ _1"></span>RZEJĘCIA AKTY<span class="_ _1c"></span>WÓ<span class="_ _1"></span>W I PASY<span class="_ _1"></span>WÓW<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y33c ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x74 h8 y52f ff2 fs3 fc0 sc0 ls3 ws0">23.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">SPRA<span class="_ _1"></span>WOZD<span class="_ _1"></span>ANIE <span class="_ _2e"> </span>FINANS<span class="_ _1"></span>OWE <span class="_ _2e"> </span>I  DANE <span class="_ _2e"> </span>PORÓ<span class="_ _1"></span>WNY<span class="_ _1"></span>WALNE<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y4f7 ff4 fs3 fc0 sc0 ls0 ws0">SKORYGO<span class="_ _1"></span>WANE <span class="_ _1f"> </span>ODP<span class="_ _1"></span>OWIED<span class="_ _1"></span>NI<span class="_ _1"></span>M <span class="_ _1f"> </span>WSKAŹNIKI<span class="_ _1"></span>EM <span class="_ _1f"> </span>INFLACJI<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x40 y19 w5 h9" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAW3CAIAAAAXYR9GAAAACXBIWXMAABYlAAAWJQFJUiTwAAAYMUlEQVR42uzWMQEAAAjDMMC/580EZyKhVzfJAAAAH04CAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8lAAAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPZaAgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAAYK8BAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQAAew0AAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAADYawAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAAMBeAwCAvQYAAHsNAAD2GgAAsNcAAGCvAQDAXgMAAPYaAADsNQAA2GsAALDXAACAvQYAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAADsNQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAGCvJQAAAHsNAAD2GgAA7DUAAGCvAQDAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAAHsNAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA2GsAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAADAXgMAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAAD2GgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAALDXAABgrwEAwF4DAIC9BgAA7DUAANhrAACw1wAAgL0GAAB7DQAA9hoAAOw1AABgrwEAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAAB7DQAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AANhrAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAwF4DAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwAA9hoAAOw1AADYawAAsNcAAIC9BgAAew0AAPYaAACw1wAAYK8BAMBeAwCAvQYAAOw1AADYawAAsNcAAIC9BgAAe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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls27 ws0">81<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 y2fa ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _0"></span>PODANIE<span class="_ _1"></span>M <span class="_ _0"></span>Ź<span class="_ _1"></span>RÓDŁA WSKAŹN<span class="_ _1"></span>IKA <span class="_ _0"></span>JEŻE<span class="_ _1"></span>LI <span class="_ _0"></span>SKUM<span class="_ _1"></span>UL<span class="_ _1"></span>OWANA<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6f0 ff4 fs3 fc0 sc0 ls0 ws0">ŚREDNIO<span class="_ _1"></span>ROCZN<span class="_ _1"></span>A <span class="_ _1d"></span>ST<span class="_ _1"></span>OPA <span class="_ _1d"></span>INFL<span class="_ _1"></span>ACJI <span class="_ _1d"></span>Z <span class="_ _1d"></span>OK<span class="_ _1"></span>RESU<span class="_ _1"></span> <span class="_ _1d"></span>OSTAT<span class="_ _1"></span>NICH<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6b2 ff4 fs3 fc0 sc0 ls0 ws0">TRZECH <span class="_ _34"> </span>LAT <span class="_ _34"> </span>DZIA<span class="_ _1"></span>ŁALN<span class="_ _1"></span>OŚCI <span class="_ _22"> </span>O<span class="_ _0"></span>SIĄG<span class="_ _1"></span>NĘŁA <span class="_ _34"> </span>L<span class="_ _1"></span>UB </div><div class="t m0 x11 h8 y3bd ff4 fs3 fc0 sc0 ls0 ws0">PRZEKR<span class="_ _1"></span>OCZYŁA 1<span class="_ _1"></span>00%.<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6f1 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 x74 h8 y6f2 ff2 fs3 fc0 sc0 ls3 ws0">24.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">ZEST<span class="_ _1"></span>AWIE<span class="_ _1"></span>NIE <span class="_ _4a"> </span>ORAZ <span class="_ _4a"> </span>OBJAŚN<span class="_ _1"></span>IENI<span class="_ _1"></span>E <span class="_ _4a"> </span>RÓŻNIC <span class="_ _4a"> </span>POMIĘDZY<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y448 ff2 fs3 fc0 sc0 ls0 ws0">DANYMI <span class="_ _80"> </span>UJAW<span class="_ _1"></span>NIONYMI<span class="_ _1"></span> <span class="_ _80"> </span>W<span class="_ _0"></span> <span class="_ _80"> </span>SPRA<span class="_ _1"></span>WOZ<span class="_ _1"></span>DANIU<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6f3 ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYM <span class="_ _81"> </span>A <span class="_ _81"> </span>UPRZED<span class="_ _1"></span>NIO <span class="_ _81"> </span>SPORZ<span class="_ _1"></span>ĄDZONY<span class="_ _1"></span>MI <span class="_ _81"> </span>I </div><div class="t m0 x11 h8 y6f4 ff2 fs3 fc0 sc0 ls0 ws0">OPUBLIK<span class="_ _1"></span>OWANYMI <span class="_ _1"></span>SP<span class="_ _1"></span>RAW<span class="_ _1"></span>OZDANIAMI F<span class="_ _1"></span>IN<span class="_ _1"></span>AN<span class="_ _1"></span>SOWYMI<span class="_ _1d"></span> </div><div class="t m0 x1 h6 y6f5 ff5 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1f"> </span>związku <span class="_ _1e"> </span>ze<span class="_ _0"></span> <span class="_ _1e"> </span>zm<span class="_ _0"></span>ia<span class="_ _1"></span>ną <span class="_ _1f"> </span>zasady <span class="_ _20"> </span>pr<span class="_ _1"></span>ezent<span class="_ _0"></span>a<span class="_ _1"></span>cji <span class="_ _20"> </span>środ<span class="_ _1"></span>ków <span class="_ _1f"> </span>trwałych<span class="_ _0"></span> <span class="_ _1f"> </span>za<span class="_ _1"></span>liczonych <span class="_ _20"> </span>do <span class="_ _1e"> </span>grupy <span class="_ _1f"> </span>8<span class="_ _0"></span> </div><div class="t m0 x1 h6 y6f6 ff5 fs0 fc0 sc0 ls0 ws0">klasyfikacji <span class="_ _e"></span>ś<span class="_ _0"></span>rod<span class="_ _1"></span>k<span class="_ _0"></span>ów<span class="_ _1"></span> <span class="_ _e"></span>tr<span class="_ _0"></span>wałych <span class="_ _19"></span>skorygowano<span class="_ _0"></span> <span class="_ _e"></span>dane <span class="_ _19"></span>za<span class="_ _1"></span> <span class="_ _e"></span>ok<span class="_ _0"></span>res <span class="_ _19"></span>p<span class="_ _1"></span>orówn<span class="_ _0"></span>aw<span class="_ _1"></span>czy <span class="_ _19"></span>wykazane <span class="_ _19"></span>w </div><div class="t m0 x1 h6 y6f7 ff5 fs0 fc0 sc0 ls0 ws0">nocie nr 2.1. Istotn<span class="_ _0"></span>e zmiany obejmu<span class="_ _0"></span>ją:<span class="ff3"> </span></div><div class="t m0 xf h6 y2ea ff5 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span></span>wartość <span class="_ _19"></span>bilansow<span class="_ _0"></span>ą<span class="_ _1"></span> <span class="_ _19"></span>maszyn <span class="_ _19"></span>i <span class="_ _19"></span>urządzeń <span class="_ _19"></span>na <span class="_ _19"></span>k<span class="_ _0"></span>oni<span class="_ _1"></span>ec <span class="_ _19"></span>okresu <span class="_ _1d"></span>p<span class="_ _1"></span>orówn<span class="_ _0"></span>a<span class="_ _1"></span>wczego <span class="_ _19"></span>8 <span class="_ _19"></span>576 </div><div class="t m0 xa h6 y6f8 ff5 fs0 fc0 sc0 ls0 ws0">tys. zł (było 9 <span class="_ _0"></span>474 tys. zł)<span class="ff3"> </span></div><div class="t m0 xf h6 y20c ff5 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span></span>wartość bi<span class="_ _1"></span>lansową i<span class="_ _1"></span>nnych <span class="_ _1"></span>środk<span class="_ _0"></span>ów <span class="_ _1c"></span>trwałych<span class="_ _0"></span> <span class="_ _1"></span>na <span class="_ _1c"></span>koniec okresu <span class="_ _1"></span>porównawczeg<span class="_ _0"></span>o <span class="_ _1c"></span>1 </div><div class="t m0 xa h6 y5f7 ff5 fs0 fc0 sc0 ls0 ws0">244 (było 3<span class="_ _0"></span>34 tys. zł)<span class="ff3"> </span></div><div class="t m0 x1 h6 y5c1 ff5 fs0 fc0 sc0 ls0 ws0">Stosownie <span class="_ _14"></span>skor<span class="_ _1"></span>ygowano <span class="_ _14"></span>dane <span class="_ _14"></span>noty <span class="_ _0"></span>2.2 <span class="_ _14"></span>doty<span class="_ _1"></span>czące <span class="_ _0"></span>war<span class="_ _1"></span>tości <span class="_ _14"></span>początkowej <span class="_ _14"></span>i<span class="_ _1"></span> <span class="_ _0"></span>skumulowanej<span class="_ _0"></span> </div><div class="t m0 x1 h6 y28d ff5 fs0 fc0 sc0 ls0 ws0">amortyzacj<span class="_ _0"></span>i<span class="_ _1"></span> dla okresu p<span class="_ _0"></span>orównawczego. <span class="ff3"> </span></div><div class="t m0 x74 h8 y14e ff2 fs3 fc0 sc0 ls3 ws0">25.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff2">ZMIANY <span class="_ _82"> </span>STOSO<span class="_ _1"></span>WANYCH<span class="_ _1c"></span> <span class="_ _82"> </span>ZAS<span class="_ _0"></span>AD <span class="_ _82"> </span>(POLITY<span class="_ _1"></span>KI) </span></span></div><div class="t m0 x11 h8 y6f9 ff4 fs3 fc0 sc0 ls0 ws0">RACHUNKO<span class="_ _1"></span>W<span class="_ _1"></span>OŚCI <span class="_ _83"> </span>I <span class="_ _83"> </span>SP<span class="_ _1"></span>OSOBU <span class="_ _84"> </span>SPORZĄ<span class="_ _1"></span>DZANI<span class="_ _1"></span>A </div><div class="t m0 x11 h8 y411 ff2 fs3 fc0 sc0 ls0 ws0">SPRAWO<span class="_ _1"></span>ZDANIA <span class="_ _78"> </span>FINANS<span class="_ _1"></span>OW<span class="_ _1"></span>EGO, <span class="_ _78"> </span>DOKONANY<span class="_ _1"></span>CH <span class="_ _78"> </span>W </div><div class="t m0 x11 h8 y6fa ff2 fs3 fc0 sc0 ls0 ws0">STOSUNKU <span class="_ _1d"></span>DO <span class="_ _1"></span>P<span class="_ _1c"></span>OPRZE<span class="_ _1"></span>DNIEG<span class="_ _1"></span>O <span class="_ _1"></span>R<span class="_ _1"></span>OKU <span class="_ _1d"></span>OBROT<span class="_ _1"></span>OWEGO <span class="_ _1c"></span>(LAT<span class="_ _1c"></span> </div><div class="t m0 x11 h8 y6fb ff4 fs3 fc0 sc0 ls0 ws0">OBROT<span class="_ _1"></span>OWYCH<span class="_ _1"></span>) <span class="_ _3e"> </span>ICH<span class="_ _1"></span> <span class="_ _3e"> </span>PRZYCZY<span class="_ _1"></span>NY, <span class="_ _3e"> </span>TY<span class="_ _1"></span>TUŁY <span class="_ _3e"> </span>ORAZ  WPŁYW<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6fc ff4 fs3 fc0 sc0 ls0 ws0">WYWO<span class="_ _1"></span>ŁANYCH<span class="_ _1"></span> <span class="_ _38"> </span>TYM <span class="_ _68"> </span>SKUT<span class="_ _1"></span>KÓW<span class="_ _1"></span> <span class="_ _38"> </span>FINA<span class="_ _1"></span>NS<span class="_ _1"></span>OWYCH <span class="_ _68"> </span>NA </div><div class="t m0 x11 h8 y6fd ff4 fs3 fc0 sc0 ls0 ws0">SYTUACJĘ <span class="_ _1a"> </span>M<span class="_ _1"></span>AJĄTK<span class="_ _1c"></span>OWĄ <span class="_ _1a"> </span>I <span class="_ _1a"> </span>F<span class="_ _1"></span>INANSOW<span class="_ _1"></span>Ą, <span class="_ _1a"> </span>PŁYN<span class="_ _1"></span>NOŚĆ <span class="_ _1a"> </span>O<span class="_ _1"></span>RAZ<span class="_ _1"></span> </div><div class="t m0 x11 h8 yd0 ff4 fs3 fc0 sc0 ls0 ws0">WYNIK FINA<span class="_ _1"></span>NS<span class="_ _1"></span>OWY I RE<span class="_ _1"></span>NTOWN<span class="_ _1"></span>OŚĆ<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y6fe ff5 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _20"> </span>zmieniła <span class="_ _e"> </span>sposób <span class="_ _e"> </span>prezentacji <span class="_ _e"></span>środków <span class="_ _e"> </span>trwałych <span class="_ _20"> </span>z<span class="_ _0"></span>akw<span class="_ _1"></span>alifikow<span class="_ _0"></span>anych <span class="_ _20"> </span>do <span class="_ _20"> </span>grupy <span class="_ _e"> </span>8 </div><div class="t m0 x1 h6 y6ff ff5 fs0 fc0 sc0 ls0 ws0">klasyfikacji <span class="_ _1f"> </span>środków <span class="_ _1f"> </span>trwałych <span class="_ _1f"> </span><span class="ff3">- <span class="_ _1e"> </span></span>w <span class="_ _20"> </span>poprzednich <span class="_ _1f"> </span>okresach <span class="_ _1f"> </span>część <span class="_ _1f"> </span>ujętych <span class="_ _1f"> </span>w <span class="_ _1f"> </span>tej <span class="_ _1f"> </span>grupie </div><div class="t m0 x1 h6 y700 ff5 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _1d"></span>trwałych<span class="_ _0"></span> <span class="_ _19"></span>prez<span class="_ _0"></span>entowano <span class="_ _1d"></span>jako <span class="_ _1d"></span>masz<span class="_ _0"></span>yny <span class="_ _1d"></span>i <span class="_ _1d"></span>ur<span class="_ _1"></span>z<span class="_ _0"></span>ą<span class="_ _1"></span>dzenia. <span class="_ _1c"></span>Począwszy <span class="_ _1d"></span>od <span class="_ _1c"></span>roku <span class="_ _1d"></span>2024 </div><div class="t m0 x1 h6 y52f ff3 fs0 fc0 sc0 ls0 ws0">uznano, <span class="_ _20"> </span>ki<span class="_ _1"></span>eru<span class="ff5">jąc <span class="_ _20"> </span>si<span class="_ _1"></span>ę <span class="_ _20"> </span>względami <span class="_ _1f"> </span>praktyczn<span class="_ _0"></span>ymi <span class="_ _1f"> </span>i <span class="_ _1f"> </span>wymogami <span class="_ _20"> </span>kontroli <span class="_ _20"> </span>wewnętrznej, <span class="_ _1f"> </span>że </span></div><div class="t m0 x1 h6 y701 ff5 fs0 fc0 sc0 ls0 ws0">wszystkie środki <span class="_ _1"></span>trwałe zakwalifikowane do grupy <span class="_ _1"></span>8 KŚT b<span class="_ _1"></span>ędą prezentowane<span class="_ _0"></span> <span class="_ _1"></span>w <span class="_ _1"></span>pozycji </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x81 y19 waf h9" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls27 ws0">82<span class="ls0"> <span class="ls1">| <span class="_ _14"></span><span class="fc1 ls0">St<span class="_ _1"></span>rona<span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">&quot;inne <span class="_ _e"> </span>śr<span class="_ _1"></span>odki <span class="_ _e"> </span>trwałe&quot;. <span class="_ _e"></span>Wobec <span class="_ _e"></span>tej <span class="_ _20"> </span>zmiany <span class="_ _e"> </span>skorygo<span class="_ _0"></span>w<span class="_ _1"></span>ano <span class="_ _e"> </span>dane <span class="_ _e"> </span>p<span class="_ _1"></span>orówn<span class="_ _0"></span>awcze <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _20"> </span>zakresie<span class="_ _0"></span> </div><div class="t m0 x1 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">dodatkowych <span class="_ _0"></span>not o<span class="_ _0"></span>bjaśniających <span class="_ _14"></span>dotyczących <span class="_ _0"></span>środ<span class="_ _1"></span>kó<span class="_ _0"></span>w<span class="_ _1"></span> <span class="_ _0"></span>trwałych. <span class="_ _0"></span>Zmiana <span class="_ _0"></span>nie w<span class="_ _0"></span>pływa <span class="_ _0"></span>na </div><div class="t m0 x1 h6 yb6 ff5 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _14"></span>kapit<span class="_ _0"></span>ałów <span class="_ _14"></span>własnych <span class="_ _13"></span>a<span class="_ _1"></span>ni <span class="_ _13"></span>wyniku <span class="_ _14"></span>finan<span class="_ _0"></span>sowego <span class="_ _14"></span>ani <span class="_ _13"></span>wartości <span class="_ _14"></span>wskaźników <span class="_ _13"></span>płynności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x74 h8 y1f ff2 fs3 fc0 sc0 ls3 ws0">26.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">DOK<span class="_ _1"></span>ONANE <span class="_ _1f"> </span>K<span class="_ _1"></span>OREKTY <span class="_ _1f"> </span>B<span class="_ _1"></span>ŁĘD<span class="_ _1"></span>ÓW, <span class="_ _1f"> </span>ICH <span class="_ _1f"> </span>P<span class="_ _1"></span>RZYCZYNY<span class="_ _1"></span>, <span class="_ _1f"> </span>TYTUŁY<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y344 ff4 fs3 fc0 sc0 ls0 ws0">ORAZ <span class="_ _34"> </span>WPŁYW <span class="_ _34"> </span>WYWO<span class="_ _1"></span>ŁANYCH<span class="_ _1"></span> <span class="_ _63"> </span>TYM <span class="_ _34"> </span>SKUTK<span class="_ _1"></span>ÓW<span class="_ _1"></span> </div><div class="t m0 x11 h8 yd9 ff4 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWYCH NA SYTUA<span class="_ _1"></span>CJĘ MAJĄTK<span class="_ _1"></span>OWĄ I FINANS<span class="_ _1"></span>OWĄ,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y702 ff4 fs3 fc0 sc0 ls0 ws0">PŁYNN<span class="_ _1"></span>OŚĆ ORAZ <span class="_ _1"></span>WYNIK F<span class="_ _1"></span>INA<span class="_ _1"></span>NSOWY I <span class="_ _1"></span>RENT<span class="_ _1"></span>OWN<span class="_ _1"></span>OŚĆ<span class="_ _1c"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y703 ff5 fs0 fc0 sc0 ls0 ws0">Spółka wykazała błąd za 2023 rok pol<span class="_ _1"></span>egaj<span class="_ _0"></span>ący na <span class="_ _1"></span>zmniejsze<span class="_ _0"></span>niu <span class="_ _1"></span>straty netto o <span class="_ _1"></span>18 tys. zł </div><div class="t m0 x1 h6 y57e ff5 fs0 fc0 sc0 ls0 ws0">wskutek <span class="_ _f"> </span>korekty <span class="_ _10"> </span>wyli<span class="_ _1"></span>czeni<span class="_ _0"></span>a <span class="_ _2e"> </span>na<span class="_ _0"></span>leżnego <span class="_ _10"> </span>podatku <span class="_ _10"> </span>CIT <span class="_ _f"> </span>ora<span class="_ _1"></span>z <span class="_ _f"> </span>rozliczenia <span class="_ _10"> </span>przychodów </div><div class="t m0 x1 h6 y7d ff5 fs0 fc0 sc0 ls0 ws0">międzyokresowych <span class="_ _1d"></span>z <span class="_ _19"></span>tytułu <span class="_ _19"></span>otrzym<span class="_ _0"></span>a<span class="_ _1"></span>nych <span class="_ _1d"></span>dotacji<span class="_ _1"></span> <span class="_ _1d"></span>w <span class="_ _19"></span>kw<span class="_ _1"></span>ocie <span class="_ _1d"></span>104 <span class="_ _19"></span>tys. <span class="_ _19"></span>zł. <span class="_ _19"></span> <span class="_ _19"></span>Nie <span class="_ _1d"></span>w<span class="_ _1"></span>ystąpiły<span class="_ _0"></span> </div><div class="t m0 x1 h6 y5e ff3 fs0 fc0 sc0 ls0 ws0">inne <span class="_ _e"> </span>kor<span class="_ _1"></span>ek<span class="ff5">ty <span class="_ _e"> </span>błędów <span class="_ _20"> </span>poprzedn<span class="_ _0"></span>ich <span class="_ _20"> </span>okresów. <span class="_ _e"> </span>Pow<span class="_ _1"></span>yższe <span class="_ _e"></span>oznacza <span class="_ _e"> </span>zwiększenie <span class="_ _e"></span>kapitałów<span class="_ _0"></span> </span></div><div class="t m0 x1 h6 y704 ff5 fs0 fc0 sc0 ls0 ws0">własnych <span class="_ _20"> </span>o <span class="_ _20"> </span>k<span class="_ _0"></span>w<span class="_ _1"></span>otę <span class="_ _e"> </span>121 <span class="_ _20"> </span>tys. <span class="_ _e"> </span>zł, <span class="_ _20"> </span>b<span class="_ _1"></span>ez <span class="_ _e"> </span>wpływu <span class="_ _e"> </span>na <span class="_ _20"> </span>wyni<span class="_ _1"></span>k <span class="_ _e"></span>bieżącego <span class="_ _e"> </span>okresu. <span class="_ _e"> </span>Ki<span class="_ _1"></span>erując <span class="_ _e"> </span>się </div><div class="t m0 x1 h6 y168 ff5 fs0 fc0 sc0 ls0 ws0">zasadą istotności n<span class="_ _0"></span>ie dokonywano zm<span class="_ _0"></span>ia<span class="_ _1"></span>n w danych po<span class="_ _0"></span>równawczych.<span class="ff3"> </span></div><div class="t m0 xe h8 y3c5 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">27.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _3a"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYP</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">DKU </span><span class="_ _35"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ę</span><span class="_ _1"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A </span><span class="_ _35"> </span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">E</span><span class="fc2 sc0">W</span><span class="fc2 sc0">N</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _35"> </span><span class="fc2 sc0">C</span><span class="fc2 sc0">O</span><span class="fc2 sc0"> </span><span class="_ _35"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 xf h8 y705 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">MO</span><span class="fc2 sc0">ŻLI</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _3d"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">NT</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">NU</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">A </span><span class="_ _3d"> </span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">I</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">ALN</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="fc2 sc0">, </span><span class="_ _3d"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">P</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y40c ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">P</span><span class="fc2 sc0">E</span><span class="fc2 sc0">W</span><span class="fc2 sc0">NO</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">CI</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AZ </span><span class="_ _2d"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">DZ</span><span class="fc2 sc0">E</span><span class="fc2 sc0">NI</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">, </span><span class="_ _2d"> </span><span class="fc2 sc0">ŻE</span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">AK</span><span class="_ _1"></span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y706 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">P</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">NO</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">Ć </span><span class="_ _68"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Ę</span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">UJ</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _68"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">Z </span><span class="_ _68"> </span><span class="fc2 sc0">W</span><span class="_ _0"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">AZA</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">, </span><span class="_ _68"> </span><span class="fc2 sc0">CZ</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y28d ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">NA</span><span class="fc2 sc0">NS</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _29"> </span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">M</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y1eb ff4 fs3 fc0 sc0 ls0 ws0">ZWIĄZANE<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1 h6 y583 ff5 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _39"> </span>finansowe <span class="_ _39"> </span>zostało <span class="_ _39"> </span>sporz<span class="_ _0"></span>ądzone <span class="_ _2d"> </span>przy <span class="_ _39"> </span>założeniu <span class="_ _39"> </span>kontynuowani<span class="_ _0"></span>a </div><div class="t m0 x1 h6 y6bc ff5 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _6a"> </span>gospodarczej.  Zarząd <span class="_ _6a"> </span>pr<span class="_ _1"></span>zean<span class="_ _0"></span>al<span class="_ _1"></span>izował  otoczenie <span class="_ _6a"> </span>w<span class="_ _1"></span> <span class="_ _3e"> </span>który<span class="_ _0"></span>m <span class="_ _3e"> </span>funkcjonuje<span class="_ _0"></span> </div><div class="t m0 x1 h6 y1ef ff5 fs0 fc0 sc0 ls0 ws0">spółka <span class="_ _1c"></span>i <span class="_ _1c"></span>st<span class="_ _0"></span>w<span class="_ _1"></span>ierdza, <span class="_ _1"></span>i<span class="_ _1"></span>ż <span class="_ _1"></span>ni<span class="_ _1"></span>e <span class="_ _1"></span>istnieją <span class="_ _1"></span>przesłanki d<span class="_ _1"></span>o <span class="_ _1"></span>stw<span class="_ _1"></span>ierdzenia <span class="_ _1"></span>aby <span class="_ _1"></span>działalność <span class="_ _1"></span>Spółki <span class="_ _1c"></span>nie </div><div class="t m0 x1 h6 y707 ff5 fs0 fc0 sc0 ls0 ws0">była  kontynuow<span class="_ _0"></span>ana<span class="_ _1"></span> <span class="_ _3b"> </span>w  dającej  s<span class="_ _0"></span>i<span class="_ _1"></span>ę  przew<span class="_ _0"></span>idzieć  przyszło<span class="_ _0"></span>ści<span class="_ _1"></span>.  Je<span class="_ _0"></span>dna<span class="_ _1"></span>kże <span class="_ _3b"> </span>w  związku  z </div><div class="t m0 x1 h6 y2b6 ff5 fs0 fc0 sc0 ls0 ws0">trwającym od <span class="_ _1"></span>maja 2022 r.<span class="_ _1"></span> oraz <span class="_ _1"></span>przez cały 2023<span class="_ _0"></span> <span class="_ _1"></span>r. <span class="_ _1"></span>i<span class="_ _1"></span> częściow<span class="_ _1"></span>o 2024 r.<span class="_ _1"></span> spowolnienie<span class="_ _0"></span>m </div><div class="t m0 x1 h6 y708 ff5 fs0 fc0 sc0 ls0 ws0">koniunktury <span class="_ _20"> </span>na <span class="_ _20"> </span>krajowym <span class="_ _e"> </span>r<span class="_ _1"></span>ynku <span class="_ _20"> </span>nierucho<span class="_ _0"></span>mości <span class="_ _20"> </span>w<span class="_ _1"></span> <span class="_ _20"> </span>ogólności, <span class="_ _20"> </span>a <span class="_ _1f"> </span>na<span class="_ _0"></span> <span class="_ _1f"> </span>rynku <span class="_ _20"> </span>materiałów </div><div class="t m0 x1 h6 y709 ff5 fs0 fc0 sc0 ls0 ws0">budowlanych  i  w<span class="_ _1"></span>ykończenio<span class="_ _0"></span>wych<span class="_ _1"></span><span class="ff3">  </span>w <span class="_ _6a"> </span>szczególnośc<span class="_ _0"></span>i<span class="_ _1"></span>,  dokonano  weryfikacji  procesów </div><div class="t m0 x1 h6 y70a ff5 fs0 fc0 sc0 ls0 ws0">wewnętrznych f<span class="_ _0"></span>unkcjonujących w S<span class="_ _0"></span>półce. <span class="_ _0"></span>Zarówno bliższe j<span class="_ _0"></span>ak i dalsze otoczen<span class="_ _0"></span>ie Spółki </div><div class="t m0 x1 h6 y70b ff5 fs0 fc0 sc0 ls0 ws0">uznawane jest <span class="_ _1c"></span>przez Zarząd <span class="_ _1"></span>nadal <span class="_ _1"></span>za <span class="_ _1"></span>niestabilne, w <span class="_ _1"></span>związku <span class="_ _1"></span>z <span class="_ _1"></span>czym <span class="_ _1"></span>Spółka <span class="_ _1"></span>spodziewa<span class="_ _0"></span> </div><div class="t m0 x1 h6 y70c ff5 fs0 fc0 sc0 ls0 ws0">się <span class="_ _19"></span>nasilenia <span class="_ _1d"></span>zjawisk <span class="_ _19"></span>mogących<span class="_ _0"></span> <span class="_ _19"></span>wywrzeć <span class="_ _19"></span>negatywny <span class="_ _1d"></span>wpływ <span class="_ _19"></span>na <span class="_ _1d"></span>jej <span class="_ _1d"></span>dzi<span class="_ _1"></span>ałalność <span class="_ _1d"></span>po <span class="_ _19"></span>dniu </div><div class="t m0 x1 h6 y42a ff5 fs0 fc0 sc0 ls0 ws0">bilansowym, <span class="_ _1e"> </span>w<span class="_ _1"></span> <span class="_ _1a"> </span>szczególności <span class="_ _1a"> </span>wzrostu <span class="_ _1b"> </span>z<span class="_ _0"></span>adłużenia <span class="_ _1a"> </span>krótkoterminowego <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>dalszego </div><div class="t m0 x1 h6 y17 ff5 fs0 fc0 sc0 ls0 ws0">pogarszania <span class="_ _15"> </span>się <span class="_ _15"> </span>p<span class="_ _1"></span>odstawowych <span class="_ _15"> </span>wskaź<span class="_ _0"></span>ników <span class="_ _16"> </span>finansowych <span class="_ _15"> </span>Spółki, <span class="_ _15"> </span>a <span class="_ _16"> </span>także </div><div class="t m0 x1 h6 y70d ff5 fs0 fc0 sc0 ls0 ws0">nieprzestrzegani<span class="_ _0"></span>a <span class="_ _0"></span>niektórych <span class="_ _0"></span>kowenantó<span class="_ _0"></span>w <span class="_ _0"></span>wyszczególnionych <span class="_ _14"></span>w<span class="_ _1"></span> <span class="_ _0"></span>u<span class="_ _0"></span>mowach<span class="_ _1"></span><span class="ff3"> <span class="_ _0"></span>kredytowych </span></div><div class="t m0 x1 h6 y70e ff5 fs0 fc0 sc0 ls0 ws0">Spółki, <span class="_ _3b"> </span>co  skut<span class="_ _0"></span>kować <span class="_ _1b"> </span>m<span class="_ _1"></span>oże <span class="_ _1b"> </span>w<span class="_ _1"></span>ypow<span class="_ _0"></span>i<span class="_ _1"></span>edzeni<span class="_ _0"></span>em <span class="_ _3b"> </span>wyb<span class="_ _1"></span>ranych <span class="_ _1b"> </span>umów <span class="_ _3b"> </span>kredytowych, <span class="_ _1b"> </span>a <span class="_ _1b"> </span>w<span class="_ _1"></span> </div><div class="t m0 x1 h6 y70f ff5 fs0 fc0 sc0 ls0 ws0">konsekwencji <span class="_ _20"> </span>utratą <span class="_ _1f"> </span>płynn<span class="_ _0"></span>ości. <span class="_ _1f"> </span>Zarząd <span class="_ _20"> </span>ocenia <span class="_ _20"> </span>jednak <span class="_ _20"> </span>ryzyko <span class="_ _1f"> </span>wy<span class="_ _0"></span>powiedzenia <span class="_ _1f"> </span>umo<span class="_ _0"></span>wy </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x81 y19 wb0 h89" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls27 ws0">83<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _1f"> </span>ba<span class="_ _1"></span>nk <span class="_ _1f"> </span>jako <span class="_ _1e"> </span>znikome <span class="_ _1f"> </span>i <span class="_ _1f"> </span>ni<span class="_ _1"></span>estanowiące <span class="_ _1f"> </span>rzeczywistego <span class="_ _1f"> </span>zagrożenia <span class="_ _1f"> </span>dl<span class="_ _1"></span>a <span class="_ _1f"> </span>kontynuacji </div><div class="t m0 x1 h6 yb5 ff5 fs0 fc0 sc0 ls0 ws0">działalności.<span class="ff3">  <span class="_ _3c"> </span></span>Pozostałe <span class="_ _35"> </span>efekty <span class="_ _3c"> </span>tej <span class="_ _3c"> </span>weryfi<span class="_ _1"></span>kacji <span class="_ _3c"> </span>zostały <span class="_ _3c"> </span>przedstawione <span class="_ _35"> </span>w<span class="_ _1"></span> <span class="_ _3c"> </span>pkt <span class="_ _3c"> </span>8 </div><div class="t m0 x1 h6 yb6 ff3 fs0 fc0 sc0 ls0 ws0">wprowadzeni<span class="_ _0"></span>a d<span class="_ _1"></span>o spra<span class="_ _0"></span>w<span class="_ _1"></span>ozdania.  <span class="fc3"> </span></div><div class="t m0 xe h8 y135 ff2 fs3 fc0 sc0 ls3 ws0">28.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff2">SPRAWOZD<span class="_ _1"></span>ANIA FI<span class="_ _1"></span>NANS<span class="_ _1"></span>OWE <span class="_ _1c"></span><span class="ff4">–</span> <span class="ff4">ŁĄCZENIE<span class="_ _1"></span> POD<span class="_ _1"></span>MIOTÓ<span class="_ _1"></span>W<span class="_ _1"></span></span> </span></span></div><div class="t m0 x1 h6 y710 ff5 fs0 fc0 sc0 ls0 ws0">Nie wystąpiło łączenie <span class="_ _0"></span>spółek.<span class="ff3"> </span></div><div class="t m0 xe h8 y5ac ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">29.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _17"> </span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">ZYP</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">DKU </span><span class="_ _18"> </span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">A </span><span class="_ _18"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _18"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">DAN</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 xf h8 y711 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NAN</span><span class="fc2 sc0">S</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">M </span><span class="_ _37"> </span><span class="fc2 sc0">DO</span><span class="_ _0"></span><span class="fc2 sc0"> </span><span class="_ _37"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NY</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _37"> </span><span class="fc2 sc0">UD</span><span class="fc2 sc0">ZI</span><span class="fc2 sc0">AŁ</span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _37"> </span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _16"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">CJ</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _37"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y4cd ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0">DN</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">ACH</span><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">DP</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">ĄDK</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">ANY</span><span class="fc2 sc0">CH</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _3b"> </span><span class="fc2 sc0">–</span><span class="ff2"><span class="fc2 sc0"> </span><span class="_ _1b"> </span><span class="fc2 sc0">ME</span><span class="_ _1"></span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">DY </span><span class="_ _1b"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span></span></div><div class="t m0 xf h8 y17d ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">AS</span><span class="fc2 sc0">N</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="_ _1"></span><span class="fc2 sc0">CI</span><span class="fc2 sc0"> </span><span class="_ _53"> </span><span class="fc2 sc0">–</span><span class="ff2"><span class="fc2 sc0"> </span><span class="_ _53"> </span></span><span class="fc2 sc0">NALE</span><span class="fc2 sc0">ŻY </span><span class="_ _53"> </span><span class="fc2 sc0">P</span><span class="_ _1"></span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">E</span><span class="fc2 sc0">DS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ć </span><span class="_ _53"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">UT</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">, </span><span class="_ _53"> </span><span class="fc2 sc0">J</span><span class="fc2 sc0">AK</span><span class="fc2 sc0">I</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y5ae ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">DO</span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">Y</span><span class="fc2 sc0"> </span><span class="_ _19"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">E</span><span class="fc2 sc0">J</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">ZA</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">AZ </span><span class="_ _e"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">P</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _e"></span><span class="fc2 sc0">N</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y306 ff2 fs3 fc0 sc0 ls0 ws0">WYNIK FINA<span class="_ _1"></span>NS<span class="_ _1"></span>OWY<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y712 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 xe h8 y5be ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">30.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff2"><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="fc2 sc0">O</span><span class="fc2 sc0">N</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">LI</span><span class="fc2 sc0">DO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">NE</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _75"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">R</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">ZD</span><span class="fc2 sc0">ANI</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _75"> </span><span class="fc2 sc0">F</span><span class="fc2 sc0">I</span><span class="fc2 sc0">NA</span><span class="_ _1"></span><span class="fc2 sc0">NS</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span><span class="_ _81"> </span><span class="ff4"><span class="fc2 sc0">–</span><span class="_ _1"></span></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 xf h8 y392 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">O</span><span class="fc2 sc0">DMI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">N</span><span class="_ _1"></span><span class="fc2 sc0">NY </span><span class="_ _2d"> </span><span class="fc2 sc0">D</span><span class="_ _1"></span><span class="fc2 sc0">ZI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">Ń </span><span class="_ _2c"> </span><span class="fc2 sc0">B</span><span class="fc2 sc0">I</span><span class="fc2 sc0">LAN</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">, </span><span class="_ _2c"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">DMI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0">NN</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ś</span><span class="fc2 sc0">Ć</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _2d"> </span><span class="fc2 sc0">ZA</span><span class="_ _1"></span><span class="fc2 sc0">S</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">D</span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y713 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CE</span><span class="fc2 sc0">NY,</span><span class="fc2 sc0"> </span><span class="_ _85"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">UT</span><span class="fc2 sc0">K</span><span class="fc2 sc0">I</span><span class="fc2 sc0"> </span><span class="_ _85"> </span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _85"> </span><span class="fc2 sc0">S</span><span class="fc2 sc0">P</span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">Z</span><span class="fc2 sc0">ĄDZ</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y714 ff2 fs3 fc0 sc0 ls0 ws0">SKONSO<span class="_ _1"></span>LIDOWA<span class="_ _1"></span>NEG<span class="_ _1"></span>O SPRAW<span class="_ _1"></span>OZDANIA F<span class="_ _1"></span>IN<span class="_ _1"></span>ANSO<span class="_ _1"></span>WEGO<span class="_ _1c"></span> </div><div class="t m0 x1 h6 y715 ff5 fs0 fc0 sc0 ls0 ws0">Nie dotyczy <span class="_ _0"></span>Spółki.<span class="ff3"> </span></div><div class="t m0 xe h8 y716 ff2 fs3 fc0 sc0 ls3 ws0"><span class="fc2 sc0">31.</span><span class="_ _1"></span><span class="ffa ls0"><span class="fc2 sc0"> </span><span class="_ _42"> </span><span class="ff4"><span class="fc2 sc0">I</span><span class="fc2 sc0">NF</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">R</span><span class="fc2 sc0">MAC</span><span class="_ _1"></span><span class="fc2 sc0">J</span><span class="fc2 sc0">A </span><span class="_ _7e"> </span><span class="fc2 sc0">D</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0">CZ</span><span class="fc2 sc0">ĄCA</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _7e"> </span><span class="fc2 sc0">ZMI</span><span class="fc2 sc0">AN</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _7e"> </span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">I</span><span class="_ _1"></span><span class="fc2 sc0">ĄZA</span><span class="fc2 sc0">Ń</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></span></div><div class="t m0 xf h8 y663 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">UN</span><span class="fc2 sc0">K</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">L</span><span class="fc2 sc0">UB</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">AK</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Y</span><span class="fc2 sc0">W</span><span class="fc2 sc0">Ó</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">W</span><span class="fc2 sc0">A</span><span class="fc2 sc0">R</span><span class="fc2 sc0">U</span><span class="fc2 sc0">NKO</span><span class="_ _1"></span><span class="fc2 sc0">W</span><span class="fc2 sc0">Y</span><span class="fc2 sc0">CH</span><span class="fc2 sc0">, </span><span class="_ _1f"> </span><span class="fc2 sc0">K</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">Ó</span><span class="fc2 sc0">R</span><span class="fc2 sc0">E</span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y494 ff4 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">NAS</span><span class="fc2 sc0">T</span><span class="fc2 sc0">ĄP</span><span class="fc2 sc0">I</span><span class="fc2 sc0">Ł</span><span class="fc2 sc0">Y</span><span class="_ _1"></span><span class="fc2 sc0"> </span><span class="_ _20"> </span><span class="fc2 sc0">O</span><span class="_ _1"></span><span class="fc2 sc0">D </span><span class="_ _20"></span><span class="fc2 sc0">C</span><span class="_ _1"></span><span class="fc2 sc0">ZAS</span><span class="_ _1"></span><span class="fc2 sc0">U </span><span class="_ _20"></span><span class="fc2 sc0">Z</span><span class="_ _1"></span><span class="fc2 sc0">AK</span><span class="fc2 sc0">O</span><span class="fc2 sc0">Ń</span><span class="_ _1"></span><span class="fc2 sc0">CZE</span><span class="fc2 sc0">NI</span><span class="fc2 sc0">A </span><span class="_ _1f"> </span><span class="fc2 sc0">O</span><span class="fc2 sc0">S</span><span class="fc2 sc0">T</span><span class="fc2 sc0">AT</span><span class="_ _1c"></span><span class="fc2 sc0">NI</span><span class="fc2 sc0">E</span><span class="fc2 sc0">GO</span><span class="fc2 sc0"> </span><span class="_ _1f"> </span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">K</span><span class="fc2 sc0">U</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y377 ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0">O</span><span class="fc2 sc0">B</span><span class="fc2 sc0">R</span><span class="fc2 sc0">O</span><span class="fc2 sc0">T</span><span class="_ _1"></span><span class="fc2 sc0">O</span><span class="fc2 sc0">W</span><span class="fc2 sc0">E</span><span class="fc2 sc0">GO</span><span class="_ _1"></span><span class="fc2 sc0"> </span></div><div class="t m0 xf h8 y717 ff2 fs3 fc0 sc0 ls0 ws0"><span class="fc2 sc0"> </span></div></div><div class="c x48 y718 wb1 h2c"><div class="t m0 xce h24 y221 ff2 fs7 fc0 sc0 ls0 ws0">POZYCJE <span class="_ _1"></span>POZABI<span class="_ _1"></span>LANS<span class="_ _1"></span>OWE<span class="_ _1"></span><span class="ffc fs5"> </span></div></div><div class="c x5 y718 wb2 h2c"><div class="t m0 x78 h24 y221 ff2 fs7 fc0 sc0 ls0 ws0">31.1<span class="_ _1"></span>2.20<span class="_ _1"></span>24<span class="ffc fs5"> </span></div></div><div class="c xcf y718 w83 h2c"><div class="t m0 x2a h24 y221 ff2 fs7 fc0 sc0 ls0 ws0">31.1<span class="_ _1"></span>2.20<span class="_ _1"></span>23<span class="ffc fs5"> </span></div></div><div class="c x1 y4ef wb3 h2c"><div class="t m0 x21 h1a y222 ff4 fs4 fc0 sc0 ls0 ws0">I.Nale<span class="_ _0"></span>żnośc<span class="_ _0"></span>i warun<span class="_ _0"></span>kowe<span class="ff3"> </span></div></div><div class="c x5 y4ef wb4 h2c"><div class="t m0 x2e h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">1 79<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c xcf y4ef wb5 h2c"><div class="t m0 x28 h1a y222 ff2 fs4 fc0 sc0 ls0 ws0">1 53<span class="_ _0"></span>0<span class="ff3"> </span></div></div><div class="c x1 y719 wb3 h2f"><div class="t m0 x21 h1a y221 ff5 fs4 fc0 sc0 ls0 ws0">1.Od po<span class="_ _0"></span>został<span class="_ _0"></span>ych j<span class="_ _0"></span>ed<span class="_ _1"></span>nost<span class="_ _0"></span>ek (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5 y719 wb4 h2f"><div class="t m0 x2b h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c xcf y719 wb5 h2f"><div class="t m0 x75 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">1 530 </div></div><div class="c x1 y71a wb3 h2c"><div class="t m0 x21 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">należ<span class="_ _0"></span>ności do<span class="_ _0"></span>chodzo<span class="_ _0"></span>ne na dr<span class="_ _0"></span>odze <span class="_ _0"></span>sądow<span class="_ _0"></span>ej<span class="ff3"> </span></span></div></div><div class="c x5 y71a wb4 h2c"><div class="t m0 x2b h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">1 094 </div></div><div class="c xcf y71a wb5 h2c"><div class="t m0 x75 h1a y221 ff3 fs4 fc0 sc0 ls0 ws0">1 094 </div></div><div class="c x1 y18d wb3 h1e"><div class="t m0 x21 h1a y1c3 ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">nal</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">żno</span><span class="_ _0"></span><span class="fc2 sc0">ś</span><span class="fc2 sc0">c</span><span class="_ _1"></span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">d</span><span class="_ _0"></span><span class="fc2 sc0">oc</span><span class="fc2 sc0">h</span><span class="fc2 sc0">od</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">on</span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="_ _0"></span><span class="fc2 sc0">na </span><span class="fc2 sc0">d</span><span class="fc2 sc0">r</span><span class="fc2 sc0">od</span><span class="_ _0"></span><span class="fc2 sc0">ze</span><span class="_ _1"></span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y73 ff5 fs4 fc0 sc0 ls0 ws0">sądow<span class="_ _0"></span>ej<span class="ff3"> </span></div></div><div class="c x5 y18d wb4 h1e"><div class="t m0 x52 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">696<span class="ls0"> </span></div></div><div class="c xcf y18d wb5 h1e"><div class="t m0 x29 h1a y1c5 ff3 fs4 fc0 sc0 ls8 ws0">436<span class="ls0"> </span></div></div><div class="c x1 y5fc wb3 h3c"><div class="t m0 x21 h1a y200 ff4 fs4 fc0 sc0 ls0 ws0">I.Zobo<span class="_ _0"></span>wiąza<span class="_ _0"></span>nia wa<span class="_ _0"></span>runko<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x5 y5fc wb4 h3c"><div class="t m0 x25 h1a y1cf ff2 fs4 fc0 sc0 ls9 ws0">138<span class="ff3 ls0"> </span></div></div><div class="c xcf y5fc wb5 h3c"><div class="t m0 x2b h1a y200 ff2 fs4 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y71b wb3 h3d"><div class="t m0 x21 h1a y2cf ff5 fs4 fc0 sc0 ls0 ws0">1.Od po<span class="_ _0"></span>został<span class="_ _0"></span>ych j<span class="_ _0"></span>ed<span class="_ _1"></span>nost<span class="_ _0"></span>ek (z <span class="_ _0"></span>tytułu)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5 y71b wb4 h3d"><div class="t m0 x52 h1a y73 ff3 fs4 fc0 sc0 ls8 ws0">138<span class="ls0"> </span></div></div><div class="c xcf y71b wb5 h3d"><div class="t m0 x2b h1a y2cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y71c wb3 h3c"><div class="t m0 x21 h1a y200 ff3 fs4 fc0 sc0 ls0 ws0">-<span class="ff5">zobo<span class="_ _0"></span>wiązania s<span class="_ _0"></span>kierow<span class="_ _0"></span>ane na <span class="_ _14"></span>d<span class="_ _1"></span>ro<span class="_ _0"></span>g<span class="_ _1"></span>ę są<span class="_ _0"></span>dową<span class="ff3"> </span></span></div></div><div class="c x5 y71c wb4 h3c"><div class="t m0 xc1 h1a y1cf ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c xcf y71c wb5 h3c"><div class="t m0 x2b h1a y200 ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y458 wb3 h1e"><div class="t m0 x21 h1a y1dc ff3 fs4 fc0 sc0 ls0 ws0"><span class="fc2 sc0">-</span><span class="ff5"><span class="fc2 sc0">od</span><span class="fc2 sc0">s</span><span class="fc2 sc0">e</span><span class="fc2 sc0">t</span><span class="_ _0"></span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="fc2 sc0"> </span><span class="fc2 sc0">od</span><span class="fc2 sc0"> </span><span class="fc2 sc0">zob</span><span class="_ _0"></span><span class="fc2 sc0">ow</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ą</span><span class="fc2 sc0">z</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0">ń </span><span class="fc2 sc0">s</span><span class="fc2 sc0">k</span><span class="fc2 sc0">i</span><span class="_ _0"></span><span class="fc2 sc0">e</span><span class="fc2 sc0">r</span><span class="fc2 sc0">ow</span><span class="fc2 sc0">a</span><span class="fc2 sc0">n</span><span class="_ _0"></span><span class="fc2 sc0">y</span><span class="fc2 sc0">c</span><span class="fc2 sc0">h </span><span class="fc2 sc0">na </span><span class="_ _0"></span><span class="fc2 sc0">d</span><span class="fc2 sc0">r</span><span class="fc2 sc0">og</span><span class="fc2 sc0">ę</span><span class="fc2 sc0"> </span></span></div><div class="t m0 x21 h1a y2f3 ff5 fs4 fc0 sc0 ls0 ws0">sądow<span class="_ _0"></span>ą<span class="ff3"> </span></div></div><div class="c x5 y458 wb4 h1e"><div class="t m0 x52 h1a y2f3 ff3 fs4 fc0 sc0 ls8 ws0">138<span class="ls0"> </span></div></div><div class="c xcf y458 wb5 h1e"><div class="t m0 x2b h1a y3de ff3 fs4 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y16 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y71d ff5 fs0 fc0 sc0 ls0 ws0">W okresie objęty<span class="_ _0"></span>m raportem finan<span class="_ _0"></span>sowym nastąpiła z<span class="_ _0"></span>mi<span class="_ _1"></span>ana na<span class="_ _0"></span>l<span class="_ _1"></span>eżności <span class="_ _0"></span>w<span class="_ _1"></span>arunkowych:<span class="ff3"> </span></div><div class="t m0 xf h6 y58a ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">zwiększenie <span class="_ _e"> </span>części <span class="_ _20"> </span>dotyczącej <span class="_ _e"> </span>odsetek <span class="_ _20"> </span>od <span class="_ _e"> </span>nal<span class="_ _1"></span>eżności <span class="_ _e"></span>dochodzonych <span class="_ _e"></span>na <span class="_ _e"> </span>dr<span class="_ _1"></span>odze </span></span></div><div class="t m0 xa h6 y5ce ff5 fs0 fc0 sc0 ls0 ws0">sądowej.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x25 y19 wb6 h8a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a ff1 fs0 fc0 sc0 ls27 ws0">84<span class="ls0"> <span class="ls1">| <span class="_ _0"></span><span class="fc1 ls0">Strona<span class="_ _0"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 yb4 ff5 fs0 fc0 sc0 ls0 ws0">W okresie objęty<span class="_ _0"></span>m raportem fin<span class="_ _0"></span>ansowym n<span class="_ _0"></span>astą<span class="_ _1"></span>piła z<span class="_ _0"></span>miana  zobowiąz<span class="_ _0"></span>ań warunkowych:<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h6 yf6 ff6 fs0 fc0 sc0 ls0 ws0">●<span class="ff7"> <span class="_ _11"> </span><span class="ff5">zwiększenie czę<span class="_ _0"></span>ści d<span class="_ _1"></span>otyczące<span class="_ _0"></span>j odsetek od re<span class="_ _0"></span>zerw na spór s<span class="_ _0"></span>ą<span class="_ _1"></span>dowy z dosta<span class="_ _0"></span>wcą.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h6 y698 ff5 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _1e"> </span>z <span class="_ _1e"> </span>informacja <span class="_ _1e"> </span>zawartą <span class="_ _1e"> </span>w <span class="_ _1e"> </span>pkt. <span class="_ _1a"> </span>34,<span class="_ _0"></span> <span class="_ _1a"> </span>spółka <span class="_ _1e"> </span>planuje <span class="_ _1a"> </span>dział<span class="_ _0"></span>ania <span class="_ _1a"> </span>mające <span class="_ _1e"> </span>na <span class="_ _1e"> </span>celu </div><div class="t m0 x1 h6 y71e ff5 fs0 fc0 sc0 ls0 ws0">rozpoznanie <span class="_ _e"></span>możli<span class="_ _0"></span>w<span class="_ _1"></span>ości <span class="_ _e"></span>skorzyst<span class="_ _0"></span>ania <span class="_ _e"> </span>z <span class="_ _e"></span>ww. <span class="_ _e"></span>ulgi <span class="_ _e"></span>w <span class="_ _e"> </span>kolejnych <span class="_ _e"></span>l<span class="_ _0"></span>ata<span class="_ _1"></span>ch<span class="_ _0"></span>,<span class="_ _1"></span> <span class="_ _e"></span>jednak <span class="_ _e"></span>na<span class="_ _0"></span> <span class="_ _e"> </span>dzi<span class="_ _1"></span>eń<span class="_ _0"></span> </div><div class="t m0 x1 h6 y71f ff5 fs0 fc0 sc0 ls0 ws0">sporządzeni<span class="_ _0"></span>a<span class="_ _1"></span> <span class="_ _f"> </span>niniejszego <span class="_ _f"> </span>sprawoz<span class="_ _0"></span>da<span class="_ _1"></span>nia <span class="_ _f"> </span>ni<span class="_ _0"></span>e <span class="_ _f"> </span>jest <span class="_ _10"> </span>możliwe <span class="_ _f"> </span>ustalenie <span class="_ _3e"> </span>wysokości <span class="_ _f"> </span>ulg </div><div class="t m0 x1 h6 y720 ff5 fs0 fc0 sc0 ls0 ws0">możliwych do u<span class="ff3">zysk<span class="_ _0"></span>ani<span class="_ _1"></span>a za kolejne<span class="_ _0"></span> okresy.  </span></div><div class="t m0 xe h8 y259 ff2 fs3 fc0 sc0 ls3 ws0">32.<span class="_ _1"></span><span class="ffa ls0"> <span class="_ _42"> </span><span class="ff4">INNE<span class="_ _1"></span>  INFO<span class="_ _1"></span>RMACJE<span class="_ _1"></span> <span class="_ _10"> </span>NIŻ <span class="_ _2e"> </span>W<span class="_ _0"></span>YM<span class="_ _1"></span>IE<span class="_ _1"></span>NIONE  PO<span class="_ _1"></span>WYŻE<span class="_ _1"></span>J,  KT<span class="_ _1"></span>ÓRE<span class="_ _1"></span> </span></span></div><div class="t m0 xf h8 y6cd ff4 fs3 fc0 sc0 ls0 ws0">MOGŁYBY <span class="_ _67"> </span>W <span class="_ _54"> </span>ISTOTNY <span class="_ _67"> </span>SPO<span class="_ _1"></span>SÓB <span class="_ _53"> </span>WPŁY<span class="_ _1"></span>NĄĆ <span class="_ _53"> </span>NA <span class="_ _53"> </span>O<span class="_ _1"></span>CENĘ<span class="_ _1"></span> </div><div class="t m0 xf h8 y721 ff4 fs3 fc0 sc0 ls0 ws0">SYTUACJI <span class="_ _16"> </span>M<span class="_ _1"></span>AJĄTK<span class="_ _1"></span>OWE<span class="_ _1"></span>J, <span class="_ _16"> </span>FINANS<span class="_ _1"></span>OWEJ <span class="_ _16"> </span>ORA<span class="_ _1"></span>Z <span class="_ _16"> </span>WY<span class="_ _1"></span>NIK<span class="_ _1"></span> </div><div class="t m0 xf h8 y722 ff2 fs3 fc0 sc0 ls0 ws0">FINANS<span class="_ _1"></span>OWY JED<span class="_ _1"></span>NOST<span class="_ _1"></span>KI<span class="_ _1"></span> </div><div class="t m0 x1 h6 y3da ff5 fs0 fc0 sc0 ls0 ws0">13 <span class="_ _0"></span>lutego 2<span class="_ _0"></span>025 <span class="_ _0"></span>r.<span class="_ _1"></span> <span class="_ _0"></span>pom<span class="_ _1"></span>iędzy MEGA<span class="_ _0"></span>RON S<span class="_ _0"></span>.A. a <span class="_ _0"></span>Santander B<span class="_ _0"></span>ank Polsk<span class="_ _0"></span>a S. <span class="_ _0"></span>A. <span class="_ _0"></span>z siedzibą <span class="_ _0"></span>w </div><div class="t m0 x1 h6 y408 ff5 fs0 fc0 sc0 ls0 ws0">Warszawie <span class="_ _1e"> </span>został<span class="_ _0"></span>a <span class="_ _1e"> </span>zawarta <span class="_ _1e"> </span>umow<span class="_ _0"></span>a <span class="_ _1e"> </span>kredytu <span class="_ _1f"> </span>w <span class="_ _1e"> </span>ra<span class="_ _1"></span>chunku <span class="_ _1f"> </span>bieżącym <span class="_ _1e"> </span>w <span class="_ _1f"> </span>wysokości <span class="_ _1e"> </span>nie </div><div class="t m0 x1 h6 y23e ff5 fs0 fc0 sc0 ls0 ws0">przekraczaj<span class="_ _0"></span>ą<span class="_ _1"></span>cej <span class="_ _1d"></span>3 <span class="_ _1d"></span>000 <span class="_ _1d"></span>000,00<span class="_ _0"></span> <span class="_ _1d"></span>P<span class="_ _1"></span>LN, <span class="_ _1c"></span>w<span class="_ _1"></span> <span class="_ _1d"></span>walucie <span class="_ _1d"></span>wykorzyst<span class="_ _0"></span>ania <span class="_ _19"></span>PLN<span class="_ _0"></span> <span class="_ _19"></span>lub <span class="_ _1d"></span>EUR, <span class="_ _1d"></span>z <span class="_ _1d"></span>okresem<span class="_ _0"></span> </div><div class="t m0 x1 h6 y559 ff3 fs0 fc0 sc0 ls0 ws0">wykorzystania d<span class="_ _0"></span>o<span class="_ _1"></span> dnia 15 lute<span class="_ _0"></span>go 2027 r. </div><div class="t m0 x1 h6 y723 ff5 fs0 fc0 sc0 ls0 ws0">27 marca 20<span class="_ _0"></span>25 r. sp<span class="_ _0"></span>ółka otrzymał<span class="_ _0"></span>a zwrot p<span class="_ _0"></span>odatku CIT za 20<span class="_ _0"></span>18 <span class="_ _0"></span>r<span class="_ _1"></span>. w wys<span class="_ _0"></span>okości 18<span class="_ _0"></span>0 tys. </div><div class="t m0 x1 h6 y724 ff5 fs0 fc0 sc0 ls0 ws0">zł <span class="_ _1a"> </span>w <span class="_ _1b"> </span>ram<span class="_ _1"></span>ach <span class="_ _1a"> </span>tzw. <span class="_ _1a"> </span>ul<span class="_ _1"></span>gi <span class="_ _1b"> </span>B <span class="_ _1b"> </span>+ <span class="_ _1b"> </span>R <span class="_ _1a"> </span>(art. <span class="_ _1b"> </span>18d <span class="_ _1a"> </span>U<span class="_ _1"></span>stawy <span class="_ _1a"> </span>o <span class="_ _1a"> </span>pod<span class="_ _1"></span>atku <span class="_ _1a"> </span>d<span class="_ _1"></span>ochodo<span class="_ _0"></span>wym <span class="_ _1b"> </span>od <span class="_ _1b"> </span>osób </div><div class="t m0 x1 h6 y28c ff5 fs0 fc0 sc0 ls0 ws0">prawnych). <span class="_ _35"> </span>Spółka <span class="_ _3a"> </span>r<span class="_ _1"></span>ozpoznaje <span class="_ _35"> </span>to <span class="_ _35"> </span>z<span class="_ _0"></span>d<span class="_ _1"></span>arz<span class="_ _0"></span>enie <span class="_ _35"> </span>w <span class="_ _3c"> </span>mo<span class="_ _0"></span>mencie <span class="_ _3c"> </span>otrzy<span class="_ _0"></span>mania <span class="_ _35"> </span>środków </div><div class="t m0 x1 h6 y725 ff5 fs0 fc0 sc0 ls0 ws0">pieniężnych <span class="_ _1c"></span>i <span class="_ _1d"></span>ujmie <span class="_ _1c"></span>je <span class="_ _1c"></span>w <span class="_ _1d"></span>sprawozdaniu <span class="_ _1c"></span>finansowym <span class="_ _1"></span>za<span class="_ _1"></span> <span class="_ _1c"></span>I <span class="_ _1c"></span>kwartał <span class="_ _1c"></span>2025 <span class="_ _1c"></span>r. <span class="_ _1d"></span>Jednocześn<span class="_ _0"></span>ie </div><div class="t m0 x1 h6 y726 ff5 fs0 fc0 sc0 ls0 ws0">pla<span class="_ _1"></span>n<span class="_ _0"></span>owane są działania mające na ce<span class="_ _0"></span>lu rozpoznanie możliwości skorzyst<span class="_ _0"></span>ania z ww. ulgi </div><div class="t m0 x1 h6 y727 ff3 fs0 fc0 sc0 ls0 ws0">w kolejnych latach. <span class="_ _0"></span> </div><div class="t m0 x1 h6 y728 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y331 ff9 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2f6 ff9 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y729 w1c h2a"><div class="t m0 x82 h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">S</span><span class="fc2 sc0">z</span><span class="fc2 sc0">cze</span><span class="_ _0"></span><span class="fc2 sc0">ci</span><span class="_ _1"></span><span class="fc2 sc0">n,</span><span class="fc2 sc0"> </span></div></div><div class="c x2f y729 wb7 h2a"><div class="t m0 xd0 h6 y21b ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">2</span><span class="fc2 sc0">3</span><span class="fc2 sc0"> </span><span class="fc2 sc0">k</span><span class="fc2 sc0">w</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">tn</span><span class="fc2 sc0">i</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">2</span><span class="fc2 sc0">0</span><span class="fc2 sc0">2</span><span class="_ _0"></span><span class="fc2 sc0">5</span><span class="fc2 sc0"> </span><span class="fc2 sc0">r</span><span class="fc2 sc0">.</span><span class="fc2 sc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 he y72a ff9 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h6 y72b ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4ad w6 h8b"><div class="t m0 x44 h6 y72c ff3 fs0 fc0 sc0 ls0 ws0">Piotr Sikora <span class="ff5">–</span> <span class="ff5">Prez<span class="_ _0"></span>es Zarządu<span class="ff3"> </span></span></div><div class="t m0 x44 h6 y1d8 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y4ad w6 h8b"><div class="t m0 x44 h6 y72c ff3 fs0 fc0 sc0 ls0 ws0">Kasper Zaziemski <span class="ff5">–</span> <span class="ff5">Człone<span class="_ _0"></span>k Zarządu<span class="ff3"> </span></span></div></div><div class="c x1 yf2 w6 h8c"><div class="t m0 x44 h6 y632 ff3 fs0 fc0 sc0 ls0 ws0">Mariusz Sikora <span class="ff5">–</span> <span class="ff5">Cz<span class="_ _0"></span>łonek Zarządu<span class="ff3"> </span></span></div></div><div class="c x2 yf2 w6 h8c"><div class="t m0 x44 h6 y464 ff5 fs0 fc0 sc0 ls0 ws0"><span class="fc2 sc0">A</span><span class="fc2 sc0">nn</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">Z</span><span class="fc2 sc0">i</span><span class="fc2 sc0">e</span><span class="fc2 sc0">l</span><span class="fc2 sc0">i</span><span class="fc2 sc0">ńsk</span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="ff3"><span class="fc2 sc0">-</span><span class="fc2 sc0"> </span></span><span class="fc2 sc0">Z</span><span class="fc2 sc0">a</span><span class="fc2 sc0">stę</span><span class="fc2 sc0">p</span><span class="fc2 sc0">c</span><span class="_ _0"></span><span class="fc2 sc0">a</span><span class="fc2 sc0"> </span><span class="fc2 sc0">G</span><span class="fc2 sc0">łó</span><span class="fc2 sc0">w</span><span class="fc2 sc0">ne</span><span class="fc2 sc0">j</span><span class="fc2 sc0"> </span></div><div class="t m0 x44 h6 y72d ff5 fs0 fc0 sc0 ls0 ws0">Księgowej<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6 y1f3 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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