<?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>IFC_Raport_roczny-2025-06-30-0-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");}.ff1{font-family:ff1;line-height:1.104004;font-style:normal;font-weight:normal;visibility:visible;}
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/*]]>*/</style><style type="text/css">/*<![CDATA[*/#page-container {background-color:#9e9e9e;background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4="); -webkit-transition:left 500ms;transition:left 500ms;}/*]]>*/</style></head><body><div id="sidebar"><div id="outline"><ul><li><a class="l" href="#pf4" >I.LIST ZARZĄDU</a></li><li><a class="l" href="#pf5" >II.SPRAWOZDANIE Z DZIAŁALNOŚCI ZARZĄDU</a></li><li><a class="l" href="#pf5" >GŁÓWNE POLA DZIAŁALNOŚCI, GRUPY PRODUKTÓW I USŁUG.</a></li><li><a class="l" href="#pf5" >OGÓLNY (MAKROEKONOMICZNY) ROZWÓJ </a></li><li><a class="l" href="#pf5" >INSTRUMENTY FINANSOWE, POLITYKA I ZASADY ZARZĄDZAN</a></li><li><a class="l" href="#pf6" >STRUKTURA KAPITAŁU ZAKŁADOWEGO </a></li><li><a class="l" href="#pf6" >INFORMACJE O SPÓŁCE I AKCJONARIUSZACH</a></li><li><a class="l" href="#pf7" >AKCJE POSIADANE PRZEZ ZARZĄD I RADĘ NADZORCZĄ</a></li><li><a class="l" href="#pf8" >UCHWAŁY I ZASADY WPROWADZANIA ZMIAN W STATUCIE SPÓ</a></li><li><a class="l" href="#pf8" >CHARAKTERYSTYKA ZEWNĘTRZNYCH I WEWNĘTRZNYCH CZYNNI</a></li><li><a class="l" href="#pf9" >INFORMACJE O PRZECIĘTNYM ZATRUDNIENIU</a></li><li><a class="l" href="#pf9" >INFORMACJE DOTYCZĄCE UMOWY I  PODMIOTU UPRAWNIONEG</a><ul><li><a class="l" href="#pf9" >INNE ISTOTNE INFORMACJE</a></li><li><a class="l" href="#pf9" >ZDARZENIA, KTÓRE MIAŁY MIEJSCE W TRAKCIE ROKU OBRO</a><ul><li><a class="l" href="#pfc" >Oświadczenie Spółki w zakresie przestrzegania Dobr</a></li><li><a class="l" href="#pf10" >Posiadacze papierów wartościowych, które dają spec</a></li><li><a class="l" href="#pf10" >Akcje Investment Friends Capital SE nie dają żadny</a></li><li><a class="l" href="#pf10" >Ograniczenia prawa głosu.</a></li><li><a class="l" href="#pf10" >Takie ograniczenia nie dotyczą akcji Spółki.</a></li><li><a class="l" href="#pf10" >Ograniczenia dotyczące przenoszenia prawa własnośc</a></li><li><a class="l" href="#pf10" >Zgodnie ze Statutem Investment Friends Capital SE </a></li><li><a class="l" href="#pf10" >Zasady powoływania i odwoływania członków kadry za</a></li><li><a class="l" href="#pf10" >Spółka giełdowa Investment Friends Capital SE jest</a></li><li><a class="l" href="#pf10" >Zmiany Statut Spółki</a></li><li><a class="l" href="#pf10" >Zmiany Statutu wymagają uchwały Walnego Zgromadzen</a></li><li><a class="l" href="#pf11" >Obrady Walnych Zgromadzeń i jego uprawnienia</a></li><li><a class="l" href="#pf11" >Walne Zgromadzenia Spółki odbywają się zgodnie z z</a></li><li><a class="l" href="#pf11" >Skład osobowy Zarządu oraz opis działania organów </a></li><li><a class="l" href="#pf11" >Zarząd:</a></li><li><a class="l" href="#pf11" >Damian Patrowicz</a></li><li><a class="l" href="#pf11" >Rada Nadzorcza:</a></li><li><a class="l" href="#pf11" >Wojciech Hetkowski</a></li><li><a class="l" href="#pf11" >Jacek Koralewski</a></li><li><a class="l" href="#pf11" >Małgorzata Patrowicz</a></li><li><a class="l" href="#pf11" >Martyna Patrowicz</a></li><li><a class="l" href="#pf11" >Głównym zadaniem Zarządu jest prowadzenie spraw sp</a></li><li><a class="l" href="#pf11" >Opis systemów kontroli wewnętrznej firmy i zarządz</a></li></ul></li></ul></li><li><a class="l" href="#pf18" >NOTY DO SPRAWOZDANIA FINANSOWEGO</a><ul><li><a class="l" href="#pf21" >Profesjonalny osąd</a></li></ul></li><li><a class="l" href="#pf30" >Informacje o aktywach krótkoterminowych znajdują s</a></li><li><a class="l" href="#pf31" >Brak wynagrodzenia dla członków zarządu i rady nad</a></li><li><a class="l" href="#pf31" >W dniu 08.07.2025r. sąd zarejestrował obniżenie ka</a></li></ul></div></div><div id="page-container"><div id="pf1" class="pf w0 h0" ><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">JEDNOSTKO<span class="_ _0"></span>WE<span class="_ _1"> </span>SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FRIENDS<span class="_ _1"> </span>CA<span class="_ _0"></span>PITAL<span class="_ _1"> </span>S.A.</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _2"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _3"> </span>EUR/</div><div class="t m0 x4 h3 y4 ff1 fs1 fc1 sc0 ls0 ws0">INVESTMENT<span class="_ _4"> </span>FRIENDS<span class="_ _4"> </span>CAPITAL<span class="_ _4"> </span>SE</div><div class="t m0 x5 h3 y5 ff1 fs1 fc1 sc0 ls0 ws0">RAPORT<span class="_ _4"> </span>ROCZNY</div><div class="t m0 x6 h3 y6 ff1 fs1 fc1 sc0 ls0 ws0">ZA<span class="_ _4"> </span>OKRES<span class="_ _4"> </span>OD<span class="_ _4"> </span>01<span class="_ _4"> </span>LIPCA<span class="_ _4"> </span>2024<span class="_ _4"> </span>DO<span class="_ _4"> </span>30<span class="_ _4"> </span>CZERWCA<span class="_ _4"> </span>2025</div><div class="t m0 x7 h3 y7 ff1 fs1 fc1 sc0 ls0 ws0">ORAZ<span class="_ _4"> </span>ZA<span class="_ _4"> </span>ROK<span class="_ _4"> </span>ZAKOŃCZONY<span class="_ _4"> </span>30<span class="_ _4"> </span>CZERWCA<span class="_ _4"> </span>2025</div><div class="t m0 x8 h3 y8 ff1 fs1 fc1 sc0 ls0 ws0">PRZYGOTOWANY<span class="_ _4"> </span>ZGODNIE<span class="_ _4"> </span>Z<span class="_ _4"> </span>MIĘDZYNARODOWYMI</div><div class="t m0 x9 h3 y9 ff1 fs1 fc1 sc0 ls0 ws0">STANDARDAMI<span class="_ _4"> </span>SPRAWOZDAWCZOŚCI<span class="_ _4"> </span>FINANSOWEJ<span class="_ _4"> </span>(UE)</div><div class="t m0 xa h4 ya ff1 fs2 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _5"> </span>31.10.2025</div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">2</div><div class="t m0 xf h7 y10 ff1 fs4 fc2 sc0 ls0 ws0">INVESTMENT<span class="_ _7"> </span>FRIENDS<span class="_ _7"> </span>CAPITAL<span class="_ _4"> </span>SE</div><div class="t m0 x10 h7 y11 ff1 fs4 fc2 sc0 ls0 ws0">INFORMAC<span class="_ _0"></span>JE<span class="_ _4"> </span>OG<span class="_ _0"></span>ÓLNE</div><div class="t m0 x11 h4 y12 ff2 fs2 fc2 sc0 ls0 ws0">Nazwa<span class="_ _5"> </span>Spółki:<span class="_ _5"> </span><span class="ff1">INVESTMENT<span class="_ _5"> </span>FRIENDS<span class="_ _5"> </span>CAPITAL<span class="_ _5"> </span>SE</span></div><div class="t m0 x11 h8 y13 ff2 fs2 fc2 sc0 ls0 ws0">Kod<span class="_ _5"> </span>w<span class="_ _5"> </span>re<span class="_ _8"></span>jestrze:<span class="_ _5"> </span>14618005</div><div class="t m0 x11 h8 y14 ff2 fs2 fc2 sc0 ls0 ws0">Kod<span class="_ _5"> </span>LEI:<span class="_ _5"> </span>259400IJV1V3TF45Q<span class="_ _0"></span>C25</div><div class="t m0 x11 h8 y15 ff2 fs2 fc2 sc0 ls0 ws0">Adres:<span class="_ _5"> </span>Estonia,<span class="_ _5"> </span>Harju<span class="_ _5"> </span>county,<span class="_ _5"> </span>Tallinn,<span class="_ _5"> </span>Tornimäe<span class="_ _5"> </span>5,<span class="_ _7"> </span>101<span class="_ _0"></span>45</div><div class="t m0 x11 h8 y16 ff2 fs2 fc2 sc0 ls0 ws0">Nr<span class="_ _5"> </span>tel:<span class="_ _9"> </span>+48-796-<span class="_ _0"></span>118-929</div><div class="t m0 x11 h4 y17 ff2 fs2 fc2 sc0 ls0 ws0">Adres<span class="_ _5"> </span>e-mail:<span class="_ _5"> </span><span class="ff1 fc3">biuro@ifcapital.pl</span></div><div class="t m0 x11 h4 y18 ff2 fs2 fc2 sc0 ls0 ws0">Strona<span class="_ _5"> </span>internetowa:<span class="_ _5"> </span><span class="ff1 fc3">www.ifcapita<span class="_ _0"></span>l.pl</span></div><div class="t m0 x11 h8 y19 ff2 fs2 fc2 sc0 ls0 ws0">Rok<span class="_ _5"> </span>obrotowy:<span class="_ _5"> </span>01/07/2024<span class="_ _5"> </span>-<span class="_ _5"> </span>30/06/2025</div><div class="t m0 x11 h8 y1a ff2 fs2 fc2 sc0 ls0 ws0">Audytor:<span class="_ _5"> </span>KPMG<span class="_ _5"> </span>Baltics<span class="_ _5"> </span>OÜ,<span class="_ _5"> </span>l<span class="_ _8"></span>icencja<span class="_ _5"> </span>num<span class="_ _0"></span>er:<span class="_ _9"> </span>17</div><div class="t m0 x11 h8 y1b ff2 fs2 fc2 sc0 ls0 ws0">Członkowie<span class="_ _5"> </span>Rady<span class="_ _5"> </span>Nadzorczej:</div><div class="t m0 x12 h8 y1c ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs2">Wojciech<span class="_ _5"> </span>Hetkowsk<span class="_ _0"></span>i</span></div><div class="t m0 x12 h8 y1d ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs2">Jacek<span class="_ _5"> </span>Koralewski</span></div><div class="t m0 x12 h8 y1e ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs2">Małgorzata<span class="_ _5"> </span>Patrowicz</span></div><div class="t m0 x12 h8 y1f ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs2">Martyna<span class="_ _5"> </span>Patrowicz</span></div><div class="t m0 x11 h8 y20 ff2 fs2 fc2 sc0 ls0 ws0">Członkowie<span class="_ _5"> </span>Zarządu:</div><div class="t m0 x12 h8 y21 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs2">Damian<span class="_ _5"> </span>Patrowicz</span></div><span class="d m1" style="border-style:none;position:absolute;left:239.200000px;bottom:1128.800000px;width:86.300000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:291.700000px;bottom:1099.700000px;width:77.000000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">3</div><div class="t m0 x11 h7 y22 ff1 fs4 fc2 sc0 ls0 ws0">SPIS<span class="_ _b"> </span>TREŚC<span class="_ _0"></span>I</div><div class="t m0 x11 h8 y23 ff2 fs2 fc2 sc0 ls0 ws0">I.<span class="_ _5"> </span>LIST<span class="_ _5"> </span>ZARZĄDU…….………<span class="_ _0"></span>………………<span class="_ _0"></span>………............<span class="_ _0"></span>.................………<span class="_ _0"></span>……….…<span class="_ _0"></span>.……..4</div><div class="t m0 x11 h8 y24 ff2 fs2 fc2 sc0 ls0 ws0">II.<span class="_ _5"> </span>SPRAWOZDAN<span class="_ _0"></span>IE<span class="_ _5"> </span>Z<span class="_ _9"> </span>DZIAŁALNOŚCI<span class="_ _5"> </span>ZARZĄDU<span class="_ _0"></span>…….....….……<span class="_ _0"></span>………………<span class="_ _0"></span>…………..<span class="_ _0"></span>5</div><div class="t m0 x11 h8 y25 ff2 fs2 fc2 sc0 ls0 ws0">III.<span class="_ _5"> </span>ZASADY<span class="_ _5"> </span>ŁADU<span class="_ _5"> </span>KORPORAC<span class="_ _0"></span>YJNEGO……............<span class="_ _0"></span>...........….………<span class="_ _0"></span>……………<span class="_ _0"></span>…….........1<span class="_ _0"></span>2</div><div class="t m0 x11 h8 y26 ff2 fs2 fc2 sc0 ls0 ws0">IV.<span class="_ _5"> </span>RAPORT<span class="_ _5"> </span>O<span class="_ _5"> </span>WYNAGRODZE<span class="_ _0"></span>NIACH..........................<span class="_ _0"></span>........................<span class="_ _0"></span>......................<span class="_ _0"></span>.................19</div><div class="t m0 x11 h8 y27 ff2 fs2 fc2 sc0 ls0 ws0">V.<span class="_ _5"> </span>SPRAWOZDAN<span class="_ _0"></span>IE<span class="_ _5"> </span>FINANSOWE……....………<span class="_ _0"></span>………………<span class="_ _0"></span>…...…..………<span class="_ _0"></span>…..……..…<span class="_ _0"></span>...20</div><div class="t m0 x11 h8 y28 ff2 fs2 fc2 sc0 ls0 ws0">1.<span class="_ _c"> </span>Sprawozdanie<span class="_ _5"> </span>z<span class="_ _5"> </span>sytuacji<span class="_ _5"> </span>finansowej.…………<span class="_ _0"></span>…….........…<span class="_ _0"></span>…….……….<span class="_ _0"></span>…..........…...<span class="_ _0"></span>......20</div><div class="t m0 x11 h8 y29 ff2 fs2 fc2 sc0 ls0 ws0">2.<span class="_ _c"> </span>Rachunek<span class="_ _5"> </span>zysków<span class="_ _5"> </span>i<span class="_ _5"> </span>strat…......................<span class="_ _0"></span>........................<span class="_ _0"></span>........................<span class="_ _0"></span>........................<span class="_ _0"></span>.......21</div><div class="t m0 x11 h8 y2a ff2 fs2 fc2 sc0 ls0 ws0">3.<span class="_ _c"> </span>Zestawienie<span class="_ _9"> </span>z<span class="_ _5"> </span>całkowitych<span class="_ _5"> </span>dochodów...............<span class="_ _0"></span>........................<span class="_ _0"></span>........................<span class="_ _0"></span>.....................<span class="_ _0"></span>22</div><div class="t m0 x11 h8 y2b ff2 fs2 fc2 sc0 ls0 ws0">4.<span class="_ _c"> </span>Zestawienie<span class="_ _9"> </span>zmian<span class="_ _5"> </span>w<span class="_ _5"> </span>kapitale<span class="_ _5"> </span>własnym…….………...…<span class="_ _0"></span>……..…....…<span class="_ _0"></span>…..............<span class="_ _0"></span>.....…....22</div><div class="t m0 x11 h8 y2c ff2 fs2 fc2 sc0 ls0 ws0">5.<span class="_ _c"> </span>Rachunek<span class="_ _5"> </span>przepływów<span class="_ _5"> </span>pi<span class="_ _8"></span>eniężny<span class="_ _0"></span>ch…….………<span class="_ _0"></span>...………..…....<span class="_ _0"></span>…….....................<span class="_ _0"></span>............23</div><div class="t m0 x11 h8 y2d ff2 fs2 fc2 sc0 ls0 ws0">6.<span class="_ _c"> </span>Noty<span class="_ _9"> </span>do<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansowego……<span class="_ _0"></span>.………...………<span class="_ _0"></span>..…....……........<span class="_ _0"></span>.................…<span class="_ _0"></span>....24</div><div class="t m0 x11 h8 y2e ff2 fs2 fc2 sc0 ls0 ws0">VI.<span class="_ _5"> </span>ZATWIERDZENI<span class="_ _0"></span>E<span class="_ _5"> </span>RAPORTU<span class="_ _5"> </span>ROCZNEGO<span class="_ _5"> </span>PRZEZ<span class="_ _5"> </span>ZARZĄD...............<span class="_ _0"></span>........................<span class="_ _0"></span>......50</div><div class="t m0 x11 h8 y2f ff2 fs2 fc2 sc0 ls0 ws0">VII.<span class="_ _5"> </span>PROPOZYC<span class="_ _0"></span>JA<span class="_ _9"> </span>ZARZĄDU<span class="_ _5"> </span>DOTYC<span class="_ _0"></span>ZĄCA<span class="_ _5"> </span>PODZIAŁU<span class="_ _5"> </span>ZYSKU...................<span class="_ _0"></span>......................<span class="_ _0"></span>..51</div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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Qg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3caZflZH3b+9zz/e29VdXW3ulvqltTaFyQksWOMEBiBRggbbLPYEA5O7OCxJ7ZziB1mOPGQFxPHc5JM5jjOjGdsPMs5HI/NeIbgeLwlJgFig2XAQSChXaBGIKlRS713bff+/89vXtyqVksWizE+w8Sfz6tSqbrq6tbtc+5Xz/Jr/XwcSra+tVlEvzCavvS67k2v2Pn66/cstlGWIc4Yh/LnPXgw3/Nbp37j1nrgyLhbGFZn01/6Dxuv+x+P7T9rYZxt1K0ePTX+Pz5yaufiZDQ/qLLZNu2hw/nRe1o3WTh8aojoa5bjJ+LjD00fOjLdGEallbN2j/7pu8/52Z/aURa7u0797E0/8MvL27fv3LX79pXrHjjYP+ODObL7JX/04Ik/v+NrbTr7n/7k5Gte/4aFhafMY3neS17+uXbD8qT8+q//+vwz+/Zf/KnVF9z28LG7Pn/X7Xd+4q7bP3v3Hbf/i5//bx544AF/LwAAvjnla7+h5GuVyTB88d+/aG3t2N/+mbWFxW4yWSjj+mf3HnrLd2z/ubftyhIRdTTEbYfP/dzhcxZHi6Nxjkfj0Whcau1qNyql60rXdV1X51PYS7Ros9KGyGEzBnKINiuRNbKL/p9+4PbW1j7wX17RStfqcP/BhYNHlz740bv/hx87byjrC7N++AYedpYyydkf3xP79i4965x+KFEiI2pE+9N7R/ce2z6OEmVywe5TL758dtZoo0WUbly7rsRC1kl0XZZSSy05H/Neaut/908e+9Q9/axfm82G1lprLTNbZma2jPkHQ0TNlllmWTfWc9qyG+X28ahmRgx9LdnX9VnWSVtq0dc2P/peMobSRWtrszrq2qTGEO3UtDs5HdrQlrLecOPyT//I4u6zRg8dv27X1f/t1dc878nSWFs7cODAJZdcsrz8DLNf7r//gd27d+3du/fMT/Z9f//99+/fv3/Xrl1P+/rW2r333rdnz+7zzjvv9Bc/8sgjp/8iZZSIvOSSS/zVAAD4ZsqkFNu6vnl33vEf949P3nrb0CIjMku9+6FjV+3r3vOWvZGtZLQ6TMvi5x9frmV+m3DXIlpkF7G1IlLOqMQSUeeRUKKWqBk1YihRorQupx+68+in73/sN9/zwqGUiCytxlAnOX3Jteffet/qd121MZTJfCvU11ajzWq54ryFP7575YqzJ13JFlFjemR94YuHa60ZpZbSHzyx/KHP9S+5LC7evV5aZoyitsi+tYxaM8o8OiJzKLNXv3jv3Q9+6WhfIr5qH9UskV1kjiPHi5vpETFkZER0LbK05Um0yKHm1qVc0SJKtiixbdSylo2hnVpr09gYlTh391k/+XdGr37xrtXS7jz+o6983bsmk6eMVlxaWrr22mu/2uO56qpn/flPjkajr/ZHaq3XXnvN075YigAAfAvZ1vXNe/zhT2XUO+9qJbJF98XHjm+snvrnP3L+Ure5lajLeuDYtlNDNx8GEk+ZW/LkDbyZUUrJrXfr8wuyNsfHz8edZH7+if5//d3bfuYNlz//0ijRbQVNZuku27t036MxtKWIb2gFrGS0KLt35cbG7GN3T6e5WKKtDUu33jtMc6lEn5vfvJ1q3R9//qxPHdgzzYyyltln9CX6mn1pfWl9bX1pfRlieTK74QXbo/QRNcpfyULcrMSJteHYqX6aZVRGP3DLub/ySzte+eJdD5y6ZPXc//vmN/7s08oEAID/37Fy8pewcaDtGB56qEb0x0+Ug0dO/sIPX3rVuaMWGbVFRM184NC2jHzyMuCtLoknb+DKJ3Nl/pkS3Xz9o9T5fJOTa8M/e/+f3XDNzp/4nn2RQ8SQZb7A0lrpSvSXnL/v0184+B1XtCglcvS05YsamfNTHPNrgUvWiFqHfXvGnz84PrJy7OJ92x4+PD2yslTrLHPzCP4QtWtdluH+QwsnVxdfdlXdvjgtQ5bsWzeO0mpGi8zMbwRv8QAAIABJREFUEjUivvPZuz52x9Ejh+cXan0L+iRLF9lKZEau9bm2PlvPcSmTa59V3/mj5151xdpGP75j5Sde9T1/1wF0AABx8tfdUv3ikN2BR44dn3YPHzrx7jec/6bv6FrLeXtkxP1Hz3pkZXEy6uZZcOYWrjP+Keb38kacnikSkbE1fTGnbfwv/tWfXnzu+Jf/iytLzCKjldrlkG08ndUSrZSYdLExnH3oxPo5Z62UMi2te+q7/Igyra1r8xEl0UVGRFtcGEfm4RPjYyciR6NSh4hSos7bIqNllPkf/vKp3Y/dtv7s/fXqC/vdo3EtOZQ2RCklIzJjyIhxN7vpxXs/+KFHa9Yhhm/BSzNnLep6ayvT2OgjY3L5eeWH/8aOG69fnJXhzsNvv+76n3rNBRd5HQIAiBNi58LBU6fy2Go+cvjUW1+5+ydvXprFpIu+ZM5yuO/xsz/5he2x0Ep0W3dPlTMGw0eUsrVsMk+XMxYcSmSUEq1E/Orv3Laysvr+f/jshYVRiVlEZGRm+cLjk9X1USktopbIvo7uemzH7hPlir399sWVml3J2tdSsnWtPjbknffnq7YOU5Qya2356NFjURai5FCHElE29/jl6XuyTrfNqM1mrX7uy9vufqjtP3d29Xmx/5xSS5SMGq3FKMqQ2X3nFds+uqc7fLh9k2myFW2ZEaWuD+3U+rAxlNLGZ+/a+JtvOef1r5p0k7jvyHde8sKfe81NV3oFAgCIEzYtj44+cXT2yPHpd16+9J63nhXDYu2mEaVEufeJ+uE7to23lUkrLYZRdk++089aspTcPO+TmWXrw/kqRET2NWu2yP63P/aFT9x94P3/4AVnLWUffckWETVqZtsYclazZMwnwpfMEnlkZXJ4Jfctnrd319Edi9PM/qEn4o/uXr3n0eGdr9ke0UXMiyIfODQ9vFozh4hSstSoJWtGiZiviNSStT15n2/NaBnZannwsfLgwZiU2Z5ds50Lk7W28frnR2RpJWppN75gzwc+fGh+jv0v+HRu3s2VpQ0ZK2vD+qwMJceTfMMtyz/0hgt37jh6cO38E/VdN775rV57AADihKeYtR3/5FeP7Ns+/MKP7V/OUd/1o9ZadK20R5/Y2ZfZKCLiKcchnnGGemydPMktXUbN8vG7Dv2f/+Gz/93fvvLF++drLFupkLOujffuWD+xun044zB9RIuMzMWDK9NHVratre/4pT+4d2N9+k/efsFPfs9q5nizOzIefGLy6fvWI0Zbgz7yqQ9mvoizuT9tvlJz+nFGq9lyJcrJQ3WY9fc+cvJFly7s3zGJbiOje/5V5/zbjx88vvYXLZP5ndYxzW5lrV+fzYaIXFj6/htHb3/jzn17yhP96M71n3vFf/a3njZ+BAAAcUJExHs/OPnIJ1fe/zNXnr+9tehrtoxR1sioDz+WQ92IthjPNEZm8wBKzu/b2jqjkllyMxNqi1mO7n3g4Xe/6bK3vHjbtKs1o8t+vrQQMZRhsrwwK087d541IyJazdpy9L6P3F+G9d9894UXn1Vz2NllRsnW4tMH2j0Pt1mbRMy2Bt3Mv20rWaPV6CLn0dLq1lazcjpOMjIj61Bb6zLWL967/BsfPfJfvXFPyZKlLI6mz7n6nI/ffiTy6xyLz/m4ycj5aknf8tTGcGK23kq3UBdf/V2L73jTtv3njlZz6bPH3viSV//9a3fv9pIDABAnPIPf+/3f+5Vf+4///G9d/qIL+750pZWILkqrMRw5NXnsZIy2ldLyq7wv3zz6vrlgsvW+f378fH48fhTtx9/w0scf//SBJ2aX7R210mJ+OiUzYjyMjp9a3ZlRz5xxntHm37i2+Hd3PHLg4aO/8Z5LL9++NCsrETGUmM0mf3J//9jhUWTtsg1RnzyDX+Y/NkuWEiUzS7QyvywsskWJzBabSzQZ2UpmZGY3rsMdB04dObFr186FiCEyvuPa7bfedryVr3PwpG4+8roeZWW9rU77FqNxxI0v3fW2HxhdfkG3HqPPHv7+593wM7fsv9DrDQBAnPDM7rvvvh/5mz/yozfufeNL5oMFT+9iai26zz3S9ZGjVocybW2UT97G9dREya1IidJai4g2f8Mf83HqMURM47K69HDEEHF671aUbKs5Onh4+5nf6swf8bmvrP3epx7++bef/7xzh75NS3ZD7demS5+4tz98clvG7OusaWyOXNn6iaWc+QPyz7lkz873fezou15/9vw2sEvOXrr0gnrg0a8TJxkxG8rJjWE6nQ0lRrW+6vrlH3jj5PILa+bk9iO3XPWiv//aV1/hxQYAIE74Wm699daXP3vnu968nGXoo9T5rb9Rhph0Of3Mg9MSpWRGlpJZ48zbgp/pXfrmzq5+vs+rtowsUYaMPO/sncfWL5r26+M61Mghog1t1tdT69EPXcYQsXndb0RXchZZHz++8r996PNvuWHPW1+6lK1GGUrWfrrwyfuGYyvbSvZfLUjK5tCSjJalROSQ0UopkbVmbRkxn2vSWmQp+eSB98Xx8Km7V1Zv2bM8iiwtol7//D0HHjn0tAQq0VopLWpEzoZ+ZT3XZ30OC+PF7rWvXHzT9y1fvK9ruXjP4Zdf9Ny/95qbnuNlBgAgTvj63vGOd1xyzsLal967FIdKZt/N92blyZP5h3e1w8fqZNvp7sjWnmF312aqlM0NVS2z1s1Vk81hiZubrNqs747322vJGm3WMjPb0EdrGZtDFVuWoYxK9hH1wa+c+tUPPfjiZ9V//IM7s0TJFlmitU8cmJxcnWyddd+8zviZ+mRrwspWT+TWbq9obfOETG62Vps/mNbqUPds737nttW3XL/cZRdRnnvFOf/PwsGTG0/+iNOn9jdm05X1fr0fDd2we9vke1+77Xtfu+2cHW0ok7sPv3z/tX/vppue5wUGACBO+Au46fvevrb6xi/81nfvXntsdbb02S+sf/zu6T0HN7pc2rM8jLO11tq8TM54Iz8PgNODFud3YrXMGtGiRebmjV2bx1JaRptPSi85RLS6dXFWi8ytb5KRozac6uO3//SRj37uoR986e6fe9O+HLfx0Fp0GfWOg6PjJyf5NQcjbh10z4gWmyNMto7yZ2a2eHLzWGZG26yjjIxpHc5ZXPjwnx168/XX1LKWMdrWTa+4dNft9x2frwFFlNbi5EY5tT6d5VCyO293++5bzvm+1yzuWlpdKUt3HHnlZc//uze9+hqvKwAAccI3Y2nbtoPbbtp3/vt+6/9a/+C/P74w3j6edGXUTqzn8nKbry5kDtn6yFG0PrJEK5GltIioWUtszieZ58YQLbMNJVtEi9IiWp4+hVKiRM6HjeQ8WiJLlpqZ2T9wcOV/+bf3lxh+8ccueN21yxkthuhL18Xs0eM7vnS4y3LGuZg48/bhpwRK5NBqqZvn4COf/HzLnK+6nLFDrW2uokSWmtNDR/LLh1au2Nv1NWrrrtg/ueO+bFHX+2FlY7o27Yc26YbRc69efN0ty9/1srIY3aksnz7+E8996Q8b9A4AgDj5y7ryBT+08aX3v+67R3/wR0dnMR23bSVKP7QT622yGDFfMNncBPXkx1v7tjJPb+KK+VmOqHH6C1pmmw9MzHlZlHL6kq/TldHn6N98+uAHPv7Azc/b8fNvu2DPcpcxzOcy1sjjs8W7DmaLhYjp6VH0X13Ot4rlmV9Wtu483vyKrVyKyDPWhSLiwrOW/uCzx3/65l3jFrWNtm8fn1gfTmy0jaGV1i0vTl5xw9Itr4lnX7itlv7Q9Lx717/3hTf8+Gv37vMqAgBAnHwLXHb5sz5y283Xnf1v3vQ9Oz/w+7OWfUbNyJWNfsd0tjSu0Vq2+R6vJ9VaskXUWrPlfHBiaZGtbF6U1Vq2EvOjHlHO3OK1dTIkWsnIjda/798duPWug//1my94xysXS3aRfcmulWEjJkeO1Qe+MlmfLpQy+9oDR+KMeYuROT8JszmKJTNbZLbMbFsrJ/MwyRwyhowhskUpu5f6W+849lM3nz/OlYxy/q7uyou233bfiWueNXnNK7e//GXdznEO3eTA0Ss3tr3t+hvf8pzFRa8fAADEybfSs1/2nrW7Pvbm7zv1Z7fnlw9ttDYqpbRsx0+tLkzGo3GMzsiSzdWGVuaDEjNO3+U1RBkyo0S2+RCRmF+f1TKHzRzZuuM3I0rrhxj/8u/ff89Dj733nRe+8vJtXRv6bijzYynD0qfuXTgVJbIrMWR+3TWT06GSMWR2LbOUWp7p3+dmqLShRbaMoWXJNmTZmPUPPrJ6YqPfNS5Z+v176nvedv7x3HP2latD6Vf7HZ878urzr/qhl934Eq8ZAACeUfUU/CXtv+DCA/GuxTr6Bz+xbdfieHOuYstpdodXZivT1tpTlk7O3Nx1+lPt9Jn5bBltXgBt84R6xOYSxub2sJbRl/bBW7907xcP/e/vvOhVl49qXWs1S279NsfrsRDDUw+WfPW7jLey5IwfFdmyPX2eyfzBx+lRJ620IWbT4fG1fPjI2qPH11vmg186kqWLiMwuI5d3tPuPPef+6T867/qP3/yD//K65ykTAAC+Kisn3wKvvuUdH/qtB1+w79f/4U/v/O9/de3kWs2ctjbuh3b01Fqrcc54PG5DDNPWldZqa/MszFGNrcmGrUSrOT/1nhFZs5UcWrQSbT7/JMvWQZTW1obR2sqpX/zxy66/aNZHRnYRQ435JVuRORrXrFm+sYc/P38/ekqoxBCxua4TGRllKNm1vkWJLH2braxNT61PT63mRj9k3+/cU264bscFX9x4/GRm9lnmd4jlg8df8eq/8yteIQAAfCNOnyLgL+sPP/juF+7+Vw8eyl98bxw5Nl4cD5PJ4nhxYTJZ2LbQ7Tlrx/btSwvjbjwej8ejrtZSyqhGKfPuGCL6Lks3D4HS5nESkV0MNUqpLWJz4WVoEdFPouxeXqvRZjnqss/MiDKfqNLn8PDhpX7oWvSnFz2GYWhDDFsys+/7zQMkESW6LCVKLTHaipoS8zWQyJalz7qxMZyczVY2phvrZZqtzfr952684PndC58zuvSiWOjLSowOPnT2hX2f85H20d+z6z+/5a3v9NoAAODrl8l8Ep84+ZbIzD/81//oxbt+89BK/ubvHL/t03vrUr+0MFoYLY0mC5NJ3b60uGfntu3bFsejWmspXdfVqFEis0YfOXQZtWQp81WUrTgprSslSivRhmHYPBsfrc8yxJCti6G1za1WpbXMiCGzRattGLL7GnEy9H2bx0mJkl1GiVpOL6ZlRMaoz9nqtF9Z71Y3ptPMyG4U65deOLrmuv451y6ed04/yo1ZWXr4yFUnRzdf+dzvvfSyK48cfmL+iposLOzYsdMLAwAAcfL/jQ/97i88f/l/rm3bZx468a9/e8cTx8d1cbww6hYmC+PxZDwe71jsduxY2rY4ntRWa3Sb1/S22oaulFIzc6iRNfv5nq8uWtSs0bporcWZZz/60+Pa23zMfMzPiQxZn3ZWZNMZcdJay35oJdv8+q/sokSW2kqdZV3bGNambWXa+tYNJSLa9qVy7eXt6mvXr7lix/K2lUlrQ46/cOx5q4uvefbzXnfhRZf41QMAIE6+7dz+mU+c+tI/vmLHA7My++Rt8dGPbz+xujxZmIxG4/mervFkNO7a8sJoeWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8g3EyXzmZf3BmnGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TXPLu/9OLadRvRtq208tCxG8pZNy+vnNx91g6/7m9nC9t37b74Gs8D8O1vx7n+JxcgTv7KtNY+9uH375m+d9+2x9ejfPau8W2fWTj4xNJkPOlG4/E4alez1HFGrbmw0C2NY/ukLHRdiVZjqJGjkpGt1OhKK6XUaDWGoQ1tPpe9RWYOmzNKokVprWXUoZXImC+wbF25FTm01oY2DEPmMOQw9LOhX1vPlbXZysbG6sZ0NistatZxlFHt8ry95corJldeMb380tGu5b6LOivx2Kn9h6Y37jn/xue+8BWLi4sR8d7vXvCLBgD4lrjyVX/j5p/9NXEiTv4Kra2u3vqRX9tf37dn4VAbxVceH939+dHnH9x17NSOWsuotFImWWZRWmbtclYyF8bdZFS3TYbFcZ10ddLVcclR6bvsS2Sfm6NP5nMRW4zmcVKyzq/+HbJFZN+2jqBkHYbYmA3r0+nG+sapvm2sz1ZXp+uzvm/TbCVz1FqZLPWXXdRdesnkskvi0ksmO7ZF6VYyc7Xf/tCxlw6LL7v86puuuPLqp/3XnXzsIb9i/ryv3P2nngTg299Dn/wDTwLfVs679mXP+f6fFCfi5K/cdDr95J/8bjvygWfv+kyUaav18PHRQ19e+uLDex4+VPpZKdll9hGlZSvZl9a3Ukrru2g1c2FURqOYjMqoRmlZu1rL/JhKtijzu4dbKW1o/VD6vgxtmA4tW/bDMO1bP8tZmy+5tD5zGKL1w9JkOHdvvfCCuPjCvOii2Ld3VKNE1qzTk9Mdj558/nT8kn0Xveza57xoPB77DQIAIE7+U/Poow/f85nfG69/+NJdd467aY2+ZffE0dFXHt926InJkSPjI8f71ZMt+3Hf9RG1ZNScRgwlSkTL1mfrIrM9Oe99c+piliyltIxotWY3ZEaZb/xqWdZ37uh2787du/s9e3LvnrZvb561c1RbycihxizqV45fdmL2gvGO6y687KWXX3lVrUZzAgAgTv56OHnyxJ2f/fjJQx/bM77tvO2PTMqp+WiRjG6j746emB0/2q2c7E6eqCfXYrpe19fG62v9bNZvTKO1FlHmXz8a53jclVq6Lkop43FZnAw7luvy4sbOXW3nrnLWWXX7zjqpQ8khylByNJTJ+jB+/OSFJ/ur6/J1+/a/4IqrnrO0tOSXAgCAOPnr7sSJ45+//44jj90zrN27XL68e9vDe5aeiJyUslGiz+yijYZumjVKdl3LsjmBJCIia2a0iFLbOEopUaL1pcyiRMtJi9pHHDl1/omNCzbi0rrtkp17Ljv3vMsvuvgyayMAAIgTvr6TJ0888uUDJ45/ZeXEwdn64WzHR/3xcZyIsjaq609u6Ypow2LmUotxlq5FDnWx1Z3d+PzR5Kyduy88Z9/FF1x4cdd1nlIAAMQJAADANxontvcAAADfFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4sRTAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnHgKAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwBPqrX4AAAOM0lEQVQAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIE08BAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAPy/7dchAQAAAICg/6+9YYAJNgHAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5kQAAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDmRAAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAAAAAANgL7gvl3OnjTLYAAAAASUVORK5CYII="/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">4</div><div class="t m0 x11 h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">I.<span class="_ _b"> </span>LIST<span class="_ _b"> </span>ZARZĄD<span class="_ _0"></span>U</div><div class="t m0 x11 h9 y31 ff4 fs3 fc2 sc0 ls0 ws0">Szanowni<span class="_ _9"> </span>Państ<span class="_ _8"></span>wo,</div><div class="t m0 x13 h9 y32 ff4 fs3 fc2 sc0 ls0 ws0">w<span class="_ _d"> </span>imieniu<span class="_ _d"> </span>Zarządu<span class="_ _d"> </span>Investment<span class="_ _d"> </span>Friends<span class="_ _d"> </span>Capital<span class="_ _d"> </span>SE<span class="_ _d"> </span>(dalej<span class="_ _d"> </span>„Spółka”),<span class="_ _d"> </span>przedstawiam</div><div class="t m0 x11 h9 y33 ff4 fs3 fc2 sc0 ls0 ws0">Państwu<span class="_ _9"> </span>Raport<span class="_ _7"> </span>Roczny<span class="_ _9"> </span>za<span class="_ _7"> </span>rok<span class="_ _9"> </span>obrotowy<span class="_ _7"> </span>od<span class="_ _9"> </span>1<span class="_ _7"> </span>lipca<span class="_ _9"> </span>2024<span class="_ _7"> </span>roku<span class="_ _9"> </span>do<span class="_ _7"> </span>30<span class="_ _9"> </span>czerwca<span class="_ _7"> </span>2025<span class="_ _9"> </span>roku.</div><div class="t m0 x13 h9 y34 ff4 fs3 fc2 sc0 ls0 ws0">Okres<span class="_ _e"> </span>ten<span class="_ _e"> </span>był<span class="_ _e"> </span>dla<span class="_ _e"> </span>Spół<span class="_ _0"></span>ki<span class="_ _e"> </span>okresem<span class="_ _e"> </span>kontynuacji<span class="_ _e"> </span>działalności<span class="_ _e"> </span>w<span class="_ _f"> </span>obszarze<span class="_ _e"> </span>usługowej</div><div class="t m0 x11 h9 y35 ff4 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _10"> </span>finansowej<span class="_ _10"> </span>tj.<span class="_ _10"> </span>działalności<span class="_ _10"> </span>pożyczkow<span class="_ _8"></span>ej,<span class="_ _10"> </span>która<span class="_ _10"> </span>stanowi<span class="_ _10"> </span>główną<span class="_ _10"> </span>część<span class="_ _10"> </span>osiąganych</div><div class="t m0 x11 h9 y36 ff4 fs3 fc2 sc0 ls0 ws0">przychodów<span class="_ _11"> </span>przez<span class="_ _11"> </span>Spółkę.<span class="_ _11"> </span>W<span class="_ _4"> </span>ocenie<span class="_ _11"> </span>Zarządu<span class="_ _11"> </span>sytuacja<span class="_ _11"> </span>Spółki<span class="_ _11"> </span>jest<span class="_ _4"> </span>st<span class="_ _8"></span>abilna<span class="_ _11"> </span>i<span class="_ _11"> </span>nie<span class="_ _4"> </span>występuj<span class="_ _8"></span>e<span class="_ _11"> </span>ryzyko</div><div class="t m0 x11 h9 y37 ff4 fs3 fc2 sc0 ls0 ws0">utraty<span class="_ _9"> </span>płynności<span class="_ _7"> </span>i<span class="_ _9"> </span>kontynuowania<span class="_ _7"> </span>działalności.</div><div class="t m0 x13 h9 y38 ff4 fs3 fc2 sc0 ls0 ws0">Działalność<span class="_ _12"> </span>Spółki<span class="_ _12"> </span>w<span class="_ _12"> </span>nowym<span class="_ _12"> </span>roku<span class="_ _12"> </span>obrachunkowym<span class="_ _12"> </span>będzie<span class="_ _12"> </span>nadal<span class="_ _12"> </span>koncentrowała<span class="_ _12"> </span>się<span class="_ _12"> </span>w</div><div class="t m0 x11 h9 y39 ff4 fs3 fc2 sc0 ls0 ws0">zakresie<span class="_ _13"> </span>usługowej<span class="_ _13"> </span>działalności<span class="_ _13"> </span>finansowej<span class="_ _13"> </span>w<span class="_ _13"> </span>szczególności<span class="_ _13"> </span>udzielaniu<span class="_ _13"> </span>poży<span class="_ _0"></span>czek<span class="_ _13"> </span>dla<span class="_ _13"> </span>podmiotów</div><div class="t m0 x11 h9 y3a ff4 fs3 fc2 sc0 ls0 ws0">gospodarczych.</div><div class="t m0 x14 h9 y3b ff4 fs3 fc2 sc0 ls0 ws0">Konsekwentne<span class="_ _14"> </span>dążenie<span class="_ _14"> </span>do<span class="_ _13"> </span>założonych<span class="_ _14"> </span>celów<span class="_ _14"> </span>gospodarczych<span class="_ _13"> </span>oraz<span class="_ _14"> </span>ograniczanie<span class="_ _14"> </span>kosztów,</div><div class="t m0 x11 h9 y3c ff4 fs3 fc2 sc0 ls0 ws0">pozwoli<span class="_ _11"> </span>nam<span class="_ _4"> </span>na<span class="_ _11"> </span>osiągnięcie<span class="_ _11"> </span>dodatnich<span class="_ _11"> </span>wyników<span class="_ _11"> </span>finansowych,<span class="_ _4"> </span>które<span class="_ _11"> </span>spełnią<span class="_ _11"> </span>oczekiwania<span class="_ _11"> </span>naszych</div><div class="t m0 x11 h9 y3d ff4 fs3 fc2 sc0 ls0 ws0">Akcjonariuszy.</div><div class="t m0 x13 h9 y3e ff4 fs3 fc2 sc0 ls0 ws0">Składam<span class="_ _14"> </span>również<span class="_ _13"> </span>podziękowania<span class="_ _14"> </span>wszystkim<span class="_ _13"> </span>Akcjonariuszom<span class="_ _14"> </span>za<span class="_ _13"> </span>zaufanie<span class="_ _14"> </span>jakim<span class="_ _13"> </span>obdarzyli</div><div class="t m0 x11 h9 y3f ff4 fs3 fc2 sc0 ls0 ws0">Spółkę<span class="_ _9"> </span>oraz<span class="_ _7"> </span>Kontrahentom<span class="_ _7"> </span>i<span class="_ _9"> </span>Kooperantom<span class="_ _9"> </span>życz<span class="_ _8"></span>ąc<span class="_ _9"> </span>dalszej,<span class="_ _7"> </span>wzajemnie<span class="_ _9"> </span>owocnej<span class="_ _7"> </span>współpracy.</div><div class="t m0 x15 h9 y40 ff4 fs3 fc2 sc0 ls0 ws0">Z<span class="_ _9"> </span>wyrazami<span class="_ _7"> </span>szacunku;</div><div class="t m0 x16 h9 y41 ff4 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _9"> </span>Patrowicz</div><div class="t m0 x17 h9 y42 ff4 fs3 fc2 sc0 ls0 ws0">Członek<span class="_ _9"> </span>Zarządu</div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">5</div><div class="t m0 x11 h7 y43 ff1 fs4 fc2 sc0 ls0 ws0">II.<span class="_ _b"> </span>SPRAWOZ<span class="_ _0"></span>DANIE<span class="_ _b"> </span>Z<span class="_ _b"> </span>DZIAŁA<span class="_ _0"></span>LNOŚCI<span class="_ _b"> </span>ZARZĄDU</div><div class="t m0 x11 ha y44 ff5 fs5 fc2 sc0 ls0 ws0">GŁÓWN<span class="_ _8"></span>E<span class="_ _5"> </span>POLA<span class="_ _5"> </span>DZIAŁALNO<span class="_ _8"></span>ŚCI,<span class="_ _5"> </span>GRUPY<span class="_ _5"> </span>PRODU<span class="_ _8"></span>KTÓW<span class="_ _5"> </span>I<span class="_ _5"> </span>USŁUG.</div><div class="t m0 x11 h6 y45 ff2 fs3 fc2 sc0 ls0 ws0">Główną<span class="_ _7"> </span>działalnością<span class="_ _7"> </span>spółki<span class="_ _7"> </span>j<span class="_ _8"></span>est<span class="_ _7"> </span>działalność<span class="_ _7"> </span>finansowa,<span class="_ _7"> </span>w<span class="_ _7"> </span>tym<span class="_ _7"> </span>usługowa<span class="_ _7"> </span>działalność<span class="_ _7"> </span>pożyczkowa.</div><div class="t m0 x11 h6 y46 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _15"> </span>prowadzi<span class="_ _15"> </span>jednorodną<span class="_ _15"> </span>działalność<span class="_ _15"> </span>polegającą<span class="_ _15"> </span>na<span class="_ _15"> </span>świadczeniu<span class="_ _15"> </span>pozost<span class="_ _8"></span>ały<span class="_ _0"></span>ch<span class="_ _15"> </span>usług</div><div class="t m0 x11 h6 y47 ff2 fs3 fc2 sc0 ls0 ws0">finansowych.<span class="_ _11"> </span>Udzielone<span class="_ _4"> </span>pożyczki<span class="_ _11"> </span>podmiotowi<span class="_ _11"> </span>powiązanemu<span class="_ _4"> </span>zostały<span class="_ _11"> </span>następnie<span class="_ _11"> </span>zainwestowane<span class="_ _4"> </span>w</div><div class="t m0 x11 h6 y48 ff2 fs3 fc2 sc0 ls0 ws0">zbywalne<span class="_ _e"> </span>papiery<span class="_ _16"> </span>wartościowe<span class="_ _e"> </span>w<span class="_ _16"> </span>celu<span class="_ _e"> </span>osią<span class="_ _8"></span>gnięcia<span class="_ _e"> </span>z<span class="_ _8"></span>ysku.<span class="_ _e"> </span>Spółka<span class="_ _16"> </span>zamierza<span class="_ _e"> </span>kont<span class="_ _8"></span>ynuować</div><div class="t m0 x11 h6 y49 ff2 fs3 fc2 sc0 ls0 ws0">działalność<span class="_ _9"> </span>w<span class="_ _7"> </span>zakresie<span class="_ _7"> </span>działalności<span class="_ _9"> </span>pożyczkowej.</div><div class="t m0 x11 h6 y4a ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _b"> </span>okresie<span class="_ _b"> </span>sprawozdawczym<span class="_ _b"> </span>Spółka<span class="_ _b"> </span>uzyskiwała<span class="_ _b"> </span>przychody<span class="_ _b"> </span>z<span class="_ _b"> </span>prowadzonej<span class="_ _b"> </span>usługowej<span class="_ _b"> </span>dz<span class="_ _8"></span>iałalności</div><div class="t m0 x11 h6 y4b ff2 fs3 fc2 sc0 ls0 ws0">finansowej<span class="_ _9"> </span>tj<span class="_ _8"></span>.<span class="_ _9"> </span>odsetek<span class="_ _7"> </span>od<span class="_ _9"> </span>udzielonych<span class="_ _7"> </span>poży<span class="_ _0"></span>cze<span class="_ _8"></span>k.</div><div class="t m0 x11 ha y4c ff5 fs5 fc2 sc0 ls0 ws0">OGÓLNY<span class="_ _5"> </span>(M<span class="_ _8"></span>AKROEKON<span class="_ _8"></span>OMICZNY<span class="_ _8"></span>)<span class="_ _5"> </span>ROZWÓJ</div><div class="t m0 x11 h6 y4d ff2 fs3 fc2 sc0 ls0 ws0">Spółka prowadzi dz<span class="_ _8"></span>iałalność finansową, w sz<span class="_ _8"></span>czególności związaną<span class="_ _17"> </span>z udzielaniem<span class="_ _17"> </span>poży<span class="_ _0"></span>cze<span class="_ _8"></span>k</div><div class="t m0 x11 h6 y4e ff2 fs3 fc2 sc0 ls0 ws0">podmiotom<span class="_ _18"> </span>gospodarczym,<span class="_ _18"> </span>głównie<span class="_ _18"> </span>podmiotom<span class="_ _18"> </span>powiązanym.<span class="_ _18"> </span>Przedsiębiorcy,<span class="_ _18"> </span>którzy<span class="_ _18"> </span>nie</div><div class="t m0 x11 h6 y4f ff2 fs3 fc2 sc0 ls0 ws0">pozyskali<span class="_ _11"> </span>finansowania<span class="_ _4"> </span>w<span class="_ _11"> </span>banku,<span class="_ _4"> </span>trafiają<span class="_ _11"> </span>często<span class="_ _4"> </span>do<span class="_ _11"> </span>firm<span class="_ _4"> </span>świadcz<span class="_ _8"></span>ących<span class="_ _11"> </span>usług<span class="_ _0"></span>i<span class="_ _11"> </span>poży<span class="_ _0"></span>czkowe,<span class="_ _11"> </span>które</div><div class="t m0 x11 h6 y50 ff2 fs3 fc2 sc0 ls0 ws0">deklarują<span class="_ _4"> </span>dużą<span class="_ _b"> </span>elastyczność<span class="_ _4"> </span>w<span class="_ _b"> </span>z<span class="_ _8"></span>ależności<span class="_ _b"> </span>od<span class="_ _4"> </span>potrzeb<span class="_ _b"> </span>konkretnego<span class="_ _4"> </span>klienta<span class="_ _4"> </span>i<span class="_ _b"> </span>możl<span class="_ _8"></span>iwości<span class="_ _b"> </span>udzielenia</div><div class="t m0 x11 h6 y51 ff2 fs3 fc2 sc0 ls0 ws0">stosownego<span class="_ _19"> </span>zabezpieczenia<span class="_ _19"> </span>poży<span class="_ _0"></span>czki.<span class="_ _19"> </span>S<span class="_ _8"></span>półka<span class="_ _19"> </span>dostrzega<span class="_ _19"> </span>potencjał<span class="_ _16"> </span>roz<span class="_ _8"></span>wojowy<span class="_ _19"> </span>w<span class="_ _19"> </span>zakresie</div><div class="t m0 x11 h6 y52 ff2 fs3 fc2 sc0 ls0 ws0">świadczenia<span class="_ _f"> </span>usług<span class="_ _f"> </span>finansowych<span class="_ _e"> </span>dla<span class="_ _f"> </span>tego<span class="_ _f"> </span>typu<span class="_ _f"> </span>podmiot<span class="_ _8"></span>ów<span class="_ _f"> </span>i<span class="_ _f"> </span>w<span class="_ _f"> </span>z<span class="_ _8"></span>wiązku<span class="_ _f"> </span>z<span class="_ _f"> </span>tym<span class="_ _f"> </span>zami<span class="_ _8"></span>erza</div><div class="t m0 x11 h6 y53 ff2 fs3 fc2 sc0 ls0 ws0">kontynuować<span class="_ _1a"> </span>działalność<span class="_ _1a"> </span>w<span class="_ _1a"> </span>ty<span class="_ _0"></span>m<span class="_ _12"> </span>segmencie.<span class="_ _1a"> </span>Na<span class="_ _1a"> </span>dzień<span class="_ _1a"> </span>publikacji<span class="_ _1a"> </span>raportu<span class="_ _1a"> </span>rocznego<span class="_ _1a"> </span>Investment</div><div class="t m0 x11 h6 y54 ff2 fs3 fc2 sc0 ls0 ws0">Friends<span class="_ _7"> </span>Capital<span class="_ _7"> </span>SE<span class="_ _7"> </span>posiada<span class="_ _9"> </span>j<span class="_ _8"></span>ednego<span class="_ _7"> </span>znaczącego<span class="_ _7"> </span>pożyczkobiorcę.<span class="_ _7"> </span>Działalność<span class="_ _7"> </span>operacyjna<span class="_ _7"> </span>jedynego</div><div class="t m0 x11 h6 y55 ff2 fs3 fc2 sc0 ls0 ws0">pożyczkobiorcy<span class="_ _11"> </span>ukierunkowana<span class="_ _11"> </span>jest<span class="_ _11"> </span>na<span class="_ _11"> </span>inwestycje<span class="_ _11"> </span>na<span class="_ _11"> </span>ry<span class="_ _0"></span>nku<span class="_ _11"> </span>kapitałowym.<span class="_ _11"> </span>A<span class="_ _11"> </span>zatem<span class="_ _11"> </span>na<span class="_ _4"> </span>real<span class="_ _8"></span>izację</div><div class="t m0 x11 h6 y56 ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań<span class="_ _13"> </span>do<span class="_ _14"> </span>spłaty<span class="_ _13"> </span>poży<span class="_ _0"></span>cze<span class="_ _8"></span>k<span class="_ _13"> </span>pośrednio<span class="_ _13"> </span>moż<span class="_ _8"></span>e<span class="_ _13"> </span>wpłynąć<span class="_ _14"> </span>poziom<span class="_ _13"> </span>stóp<span class="_ _13"> </span>procentowych,<span class="_ _13"> </span>co<span class="_ _14"> </span>może</div><div class="t m0 x11 h6 y57 ff2 fs3 fc2 sc0 ls0 ws0">mieć<span class="_ _14"> </span>wpł<span class="_ _8"></span>yw<span class="_ _14"> </span>na<span class="_ _1a"> </span>wy<span class="_ _0"></span>cenę<span class="_ _1a"> </span>aktywów<span class="_ _14"> </span>na<span class="_ _1a"> </span>giełdach.<span class="_ _1a"> </span>W<span class="_ _14"> </span>ciągu<span class="_ _14"> </span>ostatnich<span class="_ _1a"> </span>dwunastu<span class="_ _14"> </span>miesięcy<span class="_ _1a"> </span>dojrzałe</div><div class="t m0 x11 h6 y58 ff2 fs3 fc2 sc0 ls0 ws0">rynki<span class="_ _d"> </span>kapitałowe<span class="_ _d"> </span>nie<span class="_ _1b"> </span>doświadczyły<span class="_ _d"> </span>większy<span class="_ _0"></span>ch<span class="_ _d"> </span>zawirowań.<span class="_ _d"> </span>Wy<span class="_ _0"></span>ceny<span class="_ _d"> </span>głównych<span class="_ _d"> </span>giełd<span class="_ _1b"> </span>świata</div><div class="t m0 x11 h6 y59 ff2 fs3 fc2 sc0 ls0 ws0">wzrosły.</div><div class="t m0 x11 ha y5a ff5 fs5 fc2 sc0 ls0 ws0">INSTRUME<span class="_ _8"></span>NTY<span class="_ _5"> </span>FINANSOW<span class="_ _8"></span>E,<span class="_ _5"> </span>POLITYKA<span class="_ _5"> </span>I<span class="_ _5"> </span>Z<span class="_ _8"></span>ASADY<span class="_ _5"> </span>ZARZĄDZ<span class="_ _8"></span>ANIA<span class="_ _5"> </span>RYZYKI<span class="_ _8"></span>EM</div><div class="t m0 x11 h6 y5b ff2 fs3 fc2 sc0 ls0 ws0">Główne<span class="_ _7"> </span>rodzaje<span class="_ _7"> </span>ry<span class="_ _0"></span>zyka<span class="_ _7"> </span>wynikającego<span class="_ _7"> </span>z<span class="_ _7"> </span>instrumentów<span class="_ _7"> </span>finansowych<span class="_ _7"> </span>Spółki<span class="_ _9"> </span>obejm<span class="_ _8"></span>ują:<span class="_ _7"> </span>ryzyko<span class="_ _9"> </span>st<span class="_ _8"></span>opy</div><div class="t m0 x11 h6 y5c ff2 fs3 fc2 sc0 ls0 ws0">procentowej,<span class="_ _b"> </span>ryzyko<span class="_ _b"> </span>związ<span class="_ _8"></span>ane<span class="_ _b"> </span>z<span class="_ _b"> </span>płynnością<span class="_ _b"> </span>i<span class="_ _4"> </span>ry<span class="_ _0"></span>zyko<span class="_ _b"> </span>kredytowe.<span class="_ _4"> </span>Zarząd<span class="_ _b"> </span>ponosi<span class="_ _b"> </span>odpowiedzi<span class="_ _8"></span>alność</div><div class="t m0 x11 h6 y5d ff2 fs3 fc2 sc0 ls0 ws0">za<span class="_ _12"> </span>ustanowienie<span class="_ _12"> </span>zasad<span class="_ _12"> </span>zarządzania<span class="_ _12"> </span>ryzykiem<span class="_ _10"> </span>w<span class="_ _1a"> </span>Spółce<span class="_ _12"> </span>oraz<span class="_ _12"> </span>nadzór<span class="_ _12"> </span>nad<span class="_ _12"> </span>ich<span class="_ _12"> </span>przestrzeganiem.</div><div class="t m0 x11 h6 y5e ff2 fs3 fc2 sc0 ls0 ws0">Celem<span class="_ _11"> </span>polity<span class="_ _0"></span>ki<span class="_ _11"> </span>zarządzania<span class="_ _4"> </span>ryzykiem<span class="_ _11"> </span>w<span class="_ _4"> </span>spółce<span class="_ _4"> </span>jest<span class="_ _11"> </span>identy<span class="_ _0"></span>fikacja<span class="_ _11"> </span>i<span class="_ _4"> </span>analiza<span class="_ _11"> </span>ry<span class="_ _0"></span>zyk,<span class="_ _11"> </span>na<span class="_ _4"> </span>które<span class="_ _4"> </span>spółka</div><div class="t m0 x11 h6 y5f ff2 fs3 fc2 sc0 ls0 ws0">jest<span class="_ _7"> </span>narażona,<span class="_ _7"> </span>poprz<span class="_ _8"></span>ez<span class="_ _7"> </span>ustalanie<span class="_ _7"> </span>odpowiednich<span class="_ _b"> </span>ograniczeń<span class="_ _7"> </span>i<span class="_ _b"> </span>kontroli,<span class="_ _7"> </span>a<span class="_ _7"> </span>także<span class="_ _b"> </span>monitorowanie<span class="_ _7"> </span>ryzyk</div><div class="t m0 x11 h6 y60 ff2 fs3 fc2 sc0 ls0 ws0">i<span class="_ _b"> </span>odpowiednio<span class="_ _4"> </span>dostosowanych<span class="_ _b"> </span>limi<span class="_ _8"></span>tów.<span class="_ _7"> </span>Zarz<span class="_ _8"></span>ąd<span class="_ _b"> </span>i<span class="_ _8"></span>dentyfikuje<span class="_ _b"> </span>potencjalne<span class="_ _b"> </span>ryzyka<span class="_ _4"> </span>analizując<span class="_ _b"> </span>osobno</div><div class="t m0 x11 h6 y61 ff2 fs3 fc2 sc0 ls0 ws0">każdą<span class="_ _15"> </span>transakcję.<span class="_ _15"> </span>Dzi<span class="_ _8"></span>ęki<span class="_ _15"> </span>prostej<span class="_ _15"> </span>strukturze<span class="_ _15"> </span>firmy<span class="_ _1c"> </span>nie<span class="_ _15"> </span>ma<span class="_ _15"> </span>problemów<span class="_ _15"> </span>z<span class="_ _15"> </span>t<span class="_ _8"></span>erminowym</div><div class="t m0 x11 h6 y62 ff2 fs3 fc2 sc0 ls0 ws0">przekazywaniem<span class="_ _12"> </span>informacji.<span class="_ _10"> </span>Zarząd<span class="_ _12"> </span>j<span class="_ _8"></span>est<span class="_ _12"> </span>odpowiedzialny<span class="_ _10"> </span>za<span class="_ _12"> </span>zaprojektowanie,<span class="_ _10"> </span>wprowa<span class="_ _0"></span>dzenie<span class="_ _10"> </span>i</div><div class="t m0 x11 h6 y63 ff2 fs3 fc2 sc0 ls0 ws0">zapewnienie<span class="_ _12"> </span>adekwatnych<span class="_ _10"> </span>i<span class="_ _12"> </span>skutecznych<span class="_ _12"> </span>dz<span class="_ _8"></span>iałań<span class="_ _12"> </span>zmierzających<span class="_ _10"> </span>do<span class="_ _12"> </span>osiągnięcia<span class="_ _12"> </span>celu.<span class="_ _10"> </span>Również</div><div class="t m0 x11 h6 y64 ff2 fs3 fc2 sc0 ls0 ws0">odpowiednie<span class="_ _4"> </span>doświadczenie<span class="_ _11"> </span>i<span class="_ _b"> </span>wyksz<span class="_ _8"></span>tałcenie<span class="_ _4"> </span>zarządu<span class="_ _11"> </span>pozwalają<span class="_ _b"> </span>z<span class="_ _8"></span>minimalizować<span class="_ _4"> </span>wpływ<span class="_ _4"> </span>ryzyk<span class="_ _11"> </span>na</div><div class="t m0 x11 h6 y65 ff2 fs3 fc2 sc0 ls0 ws0">działalność oper<span class="_ _0"></span>acyjną. Zar<span class="_ _0"></span>ząd wy<span class="_ _0"></span>cenia i<span class="_ _10"> </span>identyfikuje każdą<span class="_ _10"> </span>transakcję<span class="_ _10"> </span>odrę<span class="_ _8"></span>bnie. Z<span class="_ _0"></span>arząd na</div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">6</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">bieżąco<span class="_ _7"> </span>moni<span class="_ _8"></span>toruje<span class="_ _7"> </span>zdarzenia,<span class="_ _7"> </span>które<span class="_ _7"> </span>m<span class="_ _8"></span>ogą<span class="_ _7"> </span>mieć<span class="_ _b"> </span>wpły<span class="_ _0"></span>w<span class="_ _b"> </span>na<span class="_ _7"> </span>powstanie<span class="_ _7"> </span>danego<span class="_ _7"> </span>ryzyka.<span class="_ _b"> </span>Identyfikacja</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">ryzyka<span class="_ _11"> </span>polega<span class="_ _11"> </span>na<span class="_ _11"> </span>identy<span class="_ _0"></span>fikacji<span class="_ _11"> </span>rzeczywistych<span class="_ _11"> </span>i<span class="_ _11"> </span>potencjalnych<span class="_ _11"> </span>źródeł<span class="_ _11"> </span>ryzyka,<span class="_ _11"> </span>a<span class="_ _11"> </span>następnie<span class="_ _11"> </span>analizie</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">pod<span class="_ _9"> </span>kąt<span class="_ _8"></span>em<span class="_ _9"> </span>istotności.</div><div class="t m0 x11 ha y69 ff5 fs5 fc2 sc0 ls0 ws0">STRUKTUR<span class="_ _8"></span>A<span class="_ _5"> </span>KAPITA<span class="_ _8"></span>ŁU<span class="_ _5"> </span>ZAKŁADOW<span class="_ _8"></span>EGO</div><div class="t m0 x11 h6 y6a ff2 fs3 fc2 sc0 ls0 ws0">Od<span class="_ _1b"> </span>28.05.2007r.<span class="_ _d"> </span>akcje<span class="_ _1b"> </span>Investment<span class="_ _1b"> </span>Friends<span class="_ _d"> </span>Capital<span class="_ _1b"> </span>S<span class="_ _8"></span>E<span class="_ _1b"> </span>są<span class="_ _d"> </span>notowane<span class="_ _1b"> </span>na<span class="_ _1b"> </span>Giełdzie<span class="_ _d"> </span>Papierów</div><div class="t m0 x11 h6 y6b ff2 fs3 fc2 sc0 ls0 ws0">Wartościowych<span class="_ _13"> </span>w<span class="_ _13"> </span>Warszawie.<span class="_ _13"> </span>N<span class="_ _0"></span>a<span class="_ _13"> </span>dzień<span class="_ _13"> </span>bilansowy<span class="_ _1d"> </span>30.06.2025r.<span class="_ _1d"> </span>Investment<span class="_ _13"> </span>Friends<span class="_ _1d"> </span>Capital<span class="_ _13"> </span>SE</div><div class="t m0 x11 h6 y6c ff2 fs3 fc2 sc0 ls0 ws0">posiada<span class="_ _9"> </span>wyemit<span class="_ _8"></span>owanych<span class="_ _9"> </span>4.506.000<span class="_ _7"> </span>akcji.</div><div class="t m0 x18 h6 y6d ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff2">Na<span class="_ _1d"> </span>dzień<span class="_ _1d"> </span>30.06.2025r.<span class="_ _11"> </span>kapitał<span class="_ _1d"> </span>zakładowy<span class="_ _1d"> </span>Spółki<span class="_ _11"> </span>wynosił:<span class="_ _1d"> </span>450.600,00<span class="_ _1d"> </span>EURO<span class="_ _11"> </span>oraz<span class="_ _1d"> </span>dzielił</span></div><div class="t m0 x11 h6 y6e ff2 fs3 fc2 sc0 ls0 ws0">się<span class="_ _9"> </span>na<span class="_ _7"> </span>4.506.000<span class="_ _9"> </span>akcji<span class="_ _7"> </span>na<span class="_ _7"> </span>okaziciela<span class="_ _9"> </span>bez<span class="_ _9"> </span>warto<span class="_ _8"></span>ści<span class="_ _9"> </span>nominalnej.</div><div class="t m0 x11 h6 y6f ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _1a"> </span>dniu<span class="_ _14"> </span>8.07.2025r.<span class="_ _1a"> </span>estoński<span class="_ _1a"> </span>Rejestr<span class="_ _14"> </span>Spółek<span class="_ _1a"> </span>Handlowych<span class="_ _1a"> </span>(Är<span class="_ _0"></span>iregister)<span class="_ _1a"> </span>zarejestrował<span class="_ _1a"> </span>obniżenie</div><div class="t m0 x11 h6 y70 ff2 fs3 fc2 sc0 ls0 ws0">kapitału<span class="_ _b"> </span>zakładowego<span class="_ _b"> </span>Spół<span class="_ _8"></span>ki<span class="_ _7"> </span>z<span class="_ _4"> </span>kwoty<span class="_ _b"> </span>450<span class="_ _b"> </span>600,00<span class="_ _b"> </span>EUR<span class="_ _b"> </span>do<span class="_ _4"> </span>300<span class="_ _b"> </span>000,00<span class="_ _7"> </span>EUR<span class="_ _4"> </span>w<span class="_ _b"> </span>wyniku<span class="_ _b"> </span>umorzenia</div><div class="t m0 x11 h6 y71 ff2 fs3 fc2 sc0 ls0 ws0">1<span class="_ _e"> </span>506<span class="_ _f"> </span>000<span class="_ _e"> </span>akcji.<span class="_ _e"> </span>Zmiana<span class="_ _e"> </span>ta<span class="_ _e"> </span>została<span class="_ _e"> </span>dokonana<span class="_ _e"> </span>na<span class="_ _e"> </span>podstawie<span class="_ _e"> </span>uchwał<span class="_ _f"> </span>podj<span class="_ _8"></span>ętych<span class="_ _f"> </span>podcz<span class="_ _8"></span>as</div><div class="t m0 x11 h6 y72 ff2 fs3 fc2 sc0 ls0 ws0">Zwyczajnego<span class="_ _9"> </span>W<span class="_ _8"></span>alnego<span class="_ _9"> </span>Zgromadzenia<span class="_ _7"> </span>Akcjonariuszy<span class="_ _9"> </span>w<span class="_ _7"> </span>dniu<span class="_ _9"> </span>31.03.2025r.</div><div class="t m0 x11 ha y73 ff5 fs5 fc2 sc0 ls0 ws0">INFORMAC<span class="_ _8"></span>JE<span class="_ _5"> </span>O<span class="_ _5"> </span>SPÓŁCE<span class="_ _5"> </span>I<span class="_ _5"> </span>AKCJONARI<span class="_ _8"></span>USZACH</div><div class="t m0 x11 h6 y74 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _11"> </span>dzień<span class="_ _1d"> </span>bilansowy<span class="_ _11"> </span>30.06.2025r.<span class="_ _11"> </span>Spółka<span class="_ _1d"> </span>Investment<span class="_ _11"> </span>Friends<span class="_ _11"> </span>C<span class="_ _8"></span>apital<span class="_ _11"> </span>SE<span class="_ _1d"> </span>nie<span class="_ _11"> </span>posiada<span class="_ _11"> </span>podm<span class="_ _8"></span>iotów</div><div class="t m0 x11 h6 y75 ff2 fs3 fc2 sc0 ls0 ws0">zależnych<span class="_ _11"> </span>i<span class="_ _1d"> </span>nie<span class="_ _11"> </span>tworzy<span class="_ _11"> </span>wł<span class="_ _8"></span>asnej<span class="_ _11"> </span>grupy<span class="_ _1d"> </span>kapitałowej.<span class="_ _11"> </span>Na<span class="_ _11"> </span>koniec<span class="_ _1d"> </span>poprzedniego<span class="_ _11"> </span>roku<span class="_ _1d"> </span>obrotowego<span class="_ _11"> </span>tj.</div><div class="t m0 x11 h6 y76 ff2 fs3 fc2 sc0 ls0 ws0">30.06.2024r.,<span class="_ _11"> </span>Investment<span class="_ _11"> </span>Friends<span class="_ _11"> </span>Capital<span class="_ _11"> </span>SE<span class="_ _11"> </span>także<span class="_ _11"> </span>nie<span class="_ _11"> </span>posiadała<span class="_ _1d"> </span>żadnych<span class="_ _11"> </span>spółek<span class="_ _11"> </span>zależnych<span class="_ _11"> </span>i<span class="_ _11"> </span>nie</div><div class="t m0 x11 h6 y77 ff2 fs3 fc2 sc0 ls0 ws0">tworzyła<span class="_ _9"> </span>ż<span class="_ _8"></span>adnej<span class="_ _9"> </span>grupy<span class="_ _9"> </span>konsol<span class="_ _8"></span>idacyjnej.</div><div class="t m0 x11 h6 y78 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _4"> </span>na<span class="_ _4"> </span>dzień<span class="_ _4"> </span>30.06.2025r.<span class="_ _4"> </span>oraz<span class="_ _4"> </span>30.06.2024r.<span class="_ _4"> </span>nie<span class="_ _4"> </span>posiadała<span class="_ _4"> </span>inwestycji<span class="_ _11"> </span>kapitałowy<span class="_ _0"></span>ch<span class="_ _1b"> </span>w<span class="_ _11"> </span>postaci</div><div class="t m0 x11 h6 y79 ff2 fs3 fc2 sc0 ls0 ws0">akcji<span class="_ _7"> </span>i<span class="_ _9"> </span>udziałów<span class="_ _9"> </span>i<span class="_ _8"></span>nnych<span class="_ _9"> </span>podmiotów.</div><div class="t m0 x11 h4 y7a ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>publikacji<span class="_ _5"> </span>raportu<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>oraz<span class="_ _5"> </span>na<span class="_ _9"> </span>dzień<span class="_ _5"> </span>30.06.2025</div><div class="c x19 y7b w2 hb"><div class="t m0 x1a h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y7b w3 hb"><div class="t m0 x1c h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">akcjonariusz</div></div><div class="c x1d y7b w4 hb"><div class="t m0 x1e h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y7b w5 hb"><div class="t m0 x20 h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y7b w6 hb"><div class="t m0 x22 h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y7b w7 hb"><div class="t m0 x24 h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y7d w2 hc"><div class="t m0 x25 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y7d w3 hc"><div class="t m0 x1c h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y7d w4 hc"><div class="t m0 x25 h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1f y7d w5 hc"><div class="t m0 x26 h6 y7f ff2 fs3 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x21 y7d w6 hc"><div class="t m0 x26 h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x23 y7d w7 hc"><div class="t m0 x27 h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x19 y80 w2 hd"><div class="t m0 x25 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x1b y80 w3 hd"><div class="t m0 x1c h8 y81 ff2 fs2 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x1d y80 w4 hd"><div class="t m0 x25 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1f y80 w5 hd"><div class="t m0 x28 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y80 w6 hd"><div class="t m0 x26 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x23 y80 w7 hd"><div class="t m0 x29 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 x11 h6 y82 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _f"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _e"> </span>posiadał<span class="_ _e"> </span>100%<span class="_ _f"> </span>akcji<span class="_ _e"> </span>Patro<span class="_ _e"> </span>Invest<span class="_ _f"> </span>O<span class="_ _8"></span>Ü<span class="_ _f"> </span>na<span class="_ _e"> </span>dzień<span class="_ _e"> </span>30.06.2025<span class="_ _e"> </span>r.<span class="_ _f"> </span>i<span class="_ _e"> </span>był</div><div class="t m0 x11 h6 y83 ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 h6 y84 ff2 fs3 fc2 sc0 ls0 ws0">Po<span class="_ _1a"> </span>dniu<span class="_ _1a"> </span>bilansowy<span class="_ _0"></span>m<span class="_ _1a"> </span>nastąpiło<span class="_ _1a"> </span>umorzenie<span class="_ _1a"> </span>1<span class="_ _1a"> </span>506<span class="_ _1a"> </span>000<span class="_ _14"> </span>akcji<span class="_ _1a"> </span>nale<span class="_ _8"></span>żących<span class="_ _1a"> </span>do<span class="_ _1a"> </span>Patro<span class="_ _14"> </span>Invest<span class="_ _1a"> </span>OÜ<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y85 ff2 fs3 fc2 sc0 ls0 ws0">wyniku<span class="_ _f"> </span>którego<span class="_ _f"> </span>nastąpiło<span class="_ _f"> </span>zmniejszenie<span class="_ _f"> </span>udziału<span class="_ _f"> </span>Patro<span class="_ _f"> </span>Invest<span class="_ _f"> </span>OÜ<span class="_ _f"> </span>w<span class="_ _d"> </span>kapit<span class="_ _8"></span>ale<span class="_ _f"> </span>zakładowym</div><div class="t m0 x11 h6 y86 ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _7"> </span>Frienda<span class="_ _9"> </span>Capital<span class="_ _7"> </span>SE:</div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">7</div><div class="t m0 x11 h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>publikacji<span class="_ _5"> </span>raportu<span class="_ _5"> </span>rocznego</div><div class="c x19 y88 w2 hb"><div class="t m0 x1a h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y88 w3 hb"><div class="t m0 x1c h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">Akcjonariusz</div></div><div class="c x1d y88 w4 hb"><div class="t m0 x1e h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y88 w5 hb"><div class="t m0 x20 h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y88 w6 hb"><div class="t m0 x22 h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y88 w7 hb"><div class="t m0 x24 h4 y89 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y8a w2 hb"><div class="t m0 x25 h4 y7c ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y8a w3 hb"><div class="t m0 x1c h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y8a w4 hb"><div class="t m0 x25 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x1f y8a w5 hb"><div class="t m0 x2a h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x21 y8a w6 hb"><div class="t m0 x26 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x23 y8a w7 hb"><div class="t m0 x27 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x19 y8b w2 hd"><div class="t m0 x25 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x1b y8b w3 hd"><div class="t m0 x1c h8 y8c ff2 fs2 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x1d y8b w4 hd"><div class="t m0 x25 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x1f y8b w5 hd"><div class="t m0 x28 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y8b w6 hd"><div class="t m0 x26 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x23 y8b w7 hd"><div class="t m0 x29 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 x11 h6 y8d ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _7"> </span>Patrowicz<span class="_ _7"> </span>posiadał<span class="_ _9"> </span>100%<span class="_ _7"> </span>akcji<span class="_ _7"> </span>Patro<span class="_ _9"> </span>Invest<span class="_ _7"> </span>OÜ<span class="_ _7"> </span>na<span class="_ _7"> </span>dzień<span class="_ _9"> </span>publi<span class="_ _8"></span>kacji<span class="_ _7"> </span>raportu<span class="_ _9"> </span>rocznego<span class="_ _7"> </span>i<span class="_ _7"> </span>był</div><div class="t m0 x11 h6 y8e ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 h6 y8f ff2 fs3 fc2 sc0 ls0 ws0">Według<span class="_ _7"> </span>informacji<span class="_ _b"> </span>przedstawionych<span class="_ _7"> </span>w<span class="_ _b"> </span>raporcie<span class="_ _7"> </span>rocznym<span class="_ _b"> </span>za<span class="_ _7"> </span>2023/2024<span class="_ _7"> </span>rok,<span class="_ _7"> </span>s<span class="_ _8"></span>truktura<span class="_ _7"> </span>akcjonariatu</div><div class="t m0 x11 h6 y90 ff2 fs3 fc2 sc0 ls0 ws0">bezpośrednio<span class="_ _12"> </span>i<span class="_ _12"> </span>pośrednio<span class="_ _12"> </span>posiadającego<span class="_ _10"> </span>co<span class="_ _1a"> </span>najmniej<span class="_ _12"> </span>10%<span class="_ _12"> </span>ogólnej<span class="_ _12"> </span>li<span class="_ _8"></span>czby<span class="_ _1a"> </span>gł<span class="_ _8"></span>osów<span class="_ _12"> </span>na<span class="_ _12"> </span>Walnym</div><div class="t m0 x11 h6 y91 ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzeniu<span class="_ _9"> </span>przedstawia<span class="_ _8"></span>ła<span class="_ _9"> </span>się<span class="_ _7"> </span>następująco:</div><div class="t m0 x11 h4 y92 ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>30/06/2024</div><div class="c x19 y93 w2 hb"><div class="t m0 x1a h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y93 w3 hb"><div class="t m0 x1c h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">Akcjonariusz</div></div><div class="c x1d y93 w4 hb"><div class="t m0 x1e h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y93 w5 hb"><div class="t m0 x20 h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y93 w6 hb"><div class="t m0 x22 h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y93 w7 hb"><div class="t m0 x24 h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y95 w2 hb"><div class="t m0 x25 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y95 w3 hb"><div class="t m0 x1c h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y95 w4 hb"><div class="t m0 x25 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1f y95 w5 hb"><div class="t m0 x2a h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x21 y95 w6 hb"><div class="t m0 x26 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x23 y95 w7 hb"><div class="t m0 x27 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x19 y97 w2 hd"><div class="t m0 x25 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x1b y97 w3 hd"><div class="t m0 x1c h8 y81 ff2 fs2 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x1d y97 w4 hd"><div class="t m0 x25 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1f y97 w5 hd"><div class="t m0 x28 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y97 w6 hd"><div class="t m0 x26 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x23 y97 w7 hd"><div class="t m0 x29 h4 y81 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 x11 h6 y98 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _f"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _e"> </span>posiadał<span class="_ _e"> </span>100%<span class="_ _f"> </span>akcji<span class="_ _e"> </span>Patro<span class="_ _e"> </span>Invest<span class="_ _f"> </span>O<span class="_ _8"></span>Ü<span class="_ _f"> </span>na<span class="_ _e"> </span>dzień<span class="_ _e"> </span>30.06.2024<span class="_ _e"> </span>r.<span class="_ _f"> </span>i<span class="_ _e"> </span>był</div><div class="t m0 x11 h6 y99 ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 he y9a ff5 fs2 fc2 sc0 ls0 ws0">AKCJE<span class="_ _5"> </span>POSIADAN<span class="_ _0"></span>E<span class="_ _9"> </span>PRZEZ<span class="_ _5"> </span>ZARZĄD<span class="_ _5"> </span>I<span class="_ _5"> </span>RADĘ<span class="_ _5"> </span>NADZORCZĄ</div><div class="t m0 x6 hf y9b ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1e"> </span><span class="ff5">Członkowie<span class="_ _9"> </span>Zarządu</span></div><div class="t m0 x11 h6 y9c ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _1d"> </span>dz<span class="_ _8"></span>ień<span class="_ _1d"> </span>bilansowy<span class="_ _13"> </span>30.06.2025r.<span class="_ _1d"> </span>Prez<span class="_ _8"></span>es<span class="_ _1d"> </span>Zarządu<span class="_ _13"> </span>Pan<span class="_ _13"> </span>Damian<span class="_ _1d"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _1d"> </span>posi<span class="_ _8"></span>adał<span class="_ _1d"> </span>poprzez<span class="_ _13"> </span>jego</div><div class="t m0 x11 h6 y9d ff2 fs3 fc2 sc0 ls0 ws0">spółkę<span class="_ _1d"> </span>Patro<span class="_ _13"> </span>Invest<span class="_ _1d"> </span>OÜ,<span class="_ _13"> </span>3<span class="_ _1d"> </span>065<span class="_ _1d"> </span>924<span class="_ _13"> </span>akcji<span class="_ _1d"> </span>Investment<span class="_ _13"> </span>Friends<span class="_ _1d"> </span>C<span class="_ _8"></span>apital<span class="_ _1d"> </span>SE,<span class="_ _1d"> </span>stanowią<span class="_ _8"></span>cych<span class="_ _1d"> </span>68,04%</div><div class="t m0 x11 h6 y9e ff2 fs3 fc2 sc0 ls0 ws0">udziału<span class="_ _11"> </span>w<span class="_ _1d"> </span>kapitale<span class="_ _1d"> </span>z<span class="_ _8"></span>akładowy<span class="_ _0"></span>m<span class="_ _1d"> </span>Spółki.<span class="_ _1d"> </span>Od<span class="_ _1d"> </span>dnia<span class="_ _1d"> </span>8.07.2025r.<span class="_ _11"> </span>cz<span class="_ _8"></span>yli<span class="_ _11"> </span>od<span class="_ _1d"> </span>dnia<span class="_ _1d"> </span>rejestracji<span class="_ _1d"> </span>umorzenia</div><div class="t m0 x11 h6 y9f ff2 fs3 fc2 sc0 ls0 ws0">akcji<span class="_ _b"> </span>Spółki<span class="_ _b"> </span>Pan<span class="_ _b"> </span>Damian<span class="_ _b"> </span>Patrowicz<span class="_ _4"> </span>posiada<span class="_ _b"> </span>1<span class="_ _b"> </span>559<span class="_ _b"> </span>924<span class="_ _b"> </span>akcji<span class="_ _4"> </span>poprzez<span class="_ _b"> </span>jego<span class="_ _b"> </span>spółkę<span class="_ _b"> </span>Patro<span class="_ _b"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 x11 h6 ya0 ff2 fs3 fc2 sc0 ls0 ws0">stanowiących<span class="_ _7"> </span>52,00%<span class="_ _9"> </span>udziału<span class="_ _9"> </span>w<span class="_ _7"> </span>kapitale<span class="_ _7"> </span>zakładowym<span class="_ _9"> </span>Spółki.</div><div class="t m0 x6 hf ya1 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1e"> </span><span class="ff5">Członkowie<span class="_ _9"> </span>R<span class="_ _8"></span>ady<span class="_ _9"> </span>Nadzorczej</span></div><div class="t m0 x11 h6 ya2 ff2 fs3 fc2 sc0 ls0 ws0">Według<span class="_ _4"> </span>wiedzy<span class="_ _4"> </span>Zarządu<span class="_ _4"> </span>Spółki<span class="_ _4"> </span>Investm<span class="_ _8"></span>ent<span class="_ _4"> </span>Friends<span class="_ _4"> </span>Capital<span class="_ _4"> </span>SE,<span class="_ _4"> </span>Członkowie<span class="_ _4"> </span>Rady<span class="_ _4"> </span>Nadzorczej<span class="_ _11"> </span>na</div><div class="t m0 x11 h6 ya3 ff2 fs3 fc2 sc0 ls0 ws0">dzień<span class="_ _4"> </span>bilansowy<span class="_ _11"> </span>oraz<span class="_ _b"> </span>dz<span class="_ _8"></span>ień<span class="_ _4"> </span>przekazania<span class="_ _11"> </span>ra<span class="_ _0"></span>portu<span class="_ _11"> </span>roc<span class="_ _0"></span>znego<span class="_ _11"> </span>nie<span class="_ _b"> </span>posi<span class="_ _8"></span>adają<span class="_ _4"> </span>bezpośrednio<span class="_ _11"> </span>i<span class="_ _b"> </span>pośrednio</div><div class="t m0 x11 h6 ya4 ff2 fs3 fc2 sc0 ls0 ws0">akcji<span class="_ _7"> </span>Spółki.</div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">8</div><div class="t m0 x11 ha ya5 ff5 fs5 fc2 sc0 ls0 ws0">KAPITAŁ<span class="_ _5"> </span>RE<span class="_ _8"></span>ZERWOWY<span class="_ _5"> </span>I<span class="_ _5"> </span>ZG<span class="_ _8"></span>ODNOŚĆ<span class="_ _5"> </span>Z<span class="_ _5"> </span>WYMAGANY<span class="_ _8"></span>M<span class="_ _5"> </span>MINIMUM<span class="_ _5"> </span>P<span class="_ _8"></span>RAWNYM</div><div class="t m0 x11 h6 ya6 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _1a"> </span>z<span class="_ _12"> </span>§<span class="_ _1a"> </span>24<span class="_ _12"> </span>ust.<span class="_ _12"> </span>10<span class="_ _1a"> </span>estońskiej<span class="_ _12"> </span>ustawy<span class="_ _1a"> </span>o<span class="_ _12"> </span>rachunkowości,<span class="_ _1a"> </span>S<span class="_ _8"></span>półka<span class="_ _1a"> </span>i<span class="_ _8"></span>nformuje,<span class="_ _1a"> </span>że<span class="_ _12"> </span>jej<span class="_ _1a"> </span>kapitał</div><div class="t m0 x11 h6 ya7 ff2 fs3 fc2 sc0 ls0 ws0">rezerwowy<span class="_ _4"> </span>nie<span class="_ _b"> </span>s<span class="_ _8"></span>pełnia<span class="_ _b"> </span>obecnie<span class="_ _4"> </span>ustawowego<span class="_ _4"> </span>minimalnego<span class="_ _4"> </span>poziomu.<span class="_ _4"> </span>Zarząd<span class="_ _4"> </span>Spółki<span class="_ _b"> </span>j<span class="_ _8"></span>est<span class="_ _b"> </span>świadomy</div><div class="t m0 x11 h6 ya8 ff2 fs3 fc2 sc0 ls0 ws0">tego<span class="_ _d"> </span>obowią<span class="_ _8"></span>zku<span class="_ _d"> </span>i<span class="_ _f"> </span>zamierza<span class="_ _d"> </span>doprowadzić<span class="_ _f"> </span>Spółkę<span class="_ _f"> </span>do<span class="_ _d"> </span>zgodności<span class="_ _d"> </span>z<span class="_ _f"> </span>wymogami<span class="_ _d"> </span>st<span class="_ _8"></span>atutu<span class="_ _d"> </span>oraz</div><div class="t m0 x11 h6 ya9 ff2 fs3 fc2 sc0 ls0 ws0">estońskiego<span class="_ _7"> </span>kodeksu<span class="_ _9"> </span>handlowego<span class="_ _7"> </span>w<span class="_ _9"> </span>kolejnych<span class="_ _9"> </span>okresach<span class="_ _7"> </span>sprawozdawczych.</div><div class="t m0 x11 ha yaa ff5 fs5 fc2 sc0 ls0 ws0">WYBÓR<span class="_ _5"> </span>Z<span class="_ _8"></span>ARZĄDU<span class="_ _5"> </span>ORAZ<span class="_ _5"> </span>RADY<span class="_ _5"> </span>NADZO<span class="_ _8"></span>RCZEJ</div><div class="t m0 x11 h6 yab ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _7"> </span>z<span class="_ _7"> </span>post<span class="_ _8"></span>anowieniami<span class="_ _7"> </span>pkt.<span class="_ _7"> </span>5.3.<span class="_ _b"> </span>Statut<span class="_ _7"> </span>Spółki,<span class="_ _7"> </span>członków<span class="_ _7"> </span>Zarz<span class="_ _8"></span>ądu<span class="_ _7"> </span>Spółki<span class="_ _7"> </span>powołuj<span class="_ _8"></span>e<span class="_ _7"> </span>i<span class="_ _7"> </span>odwołuje</div><div class="t m0 x11 h6 yac ff2 fs3 fc2 sc0 ls0 ws0">Rada<span class="_ _1d"> </span>Nadzorcza,<span class="_ _1d"> </span>która<span class="_ _13"> </span>decyduje<span class="_ _1d"> </span>również<span class="_ _13"> </span>o<span class="_ _1d"> </span>wynagrodzeniu<span class="_ _1d"> </span>członków<span class="_ _13"> </span>Zarządu.<span class="_ _1d"> </span>Członków<span class="_ _1d"> </span>Rady</div><div class="t m0 x11 h6 yad ff2 fs3 fc2 sc0 ls0 ws0">Nadzorczej<span class="_ _9"> </span>wybiera<span class="_ _7"> </span>walne<span class="_ _9"> </span>z<span class="_ _8"></span>gromadzenie<span class="_ _9"> </span>akcjonari<span class="_ _8"></span>uszy<span class="_ _9"> </span>spółki.</div><div class="t m0 x11 ha yae ff5 fs5 fc2 sc0 ls0 ws0">UCHWAŁY<span class="_ _5"> </span>I<span class="_ _5"> </span>ZASADY<span class="_ _9"> </span>WPROWAD<span class="_ _8"></span>ZANIA<span class="_ _5"> </span>ZMIA<span class="_ _8"></span>N<span class="_ _5"> </span>W<span class="_ _5"> </span>STATUCIE<span class="_ _5"> </span>SPÓ<span class="_ _8"></span>ŁKI<span class="_ _5"> </span>USTALONE<span class="_ _5"> </span>PRZEZ<span class="_ _9"> </span>PRAWO.</div><div class="t m0 x11 h6 yaf ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _10"> </span>z<span class="_ _12"> </span>pkt.<span class="_ _10"> </span>4.8.1<span class="_ _12"> </span>St<span class="_ _8"></span>atutu<span class="_ _12"> </span>S<span class="_ _8"></span>półki,<span class="_ _10"> </span>zmiana<span class="_ _12"> </span>Statutu<span class="_ _10"> </span>Spółki<span class="_ _10"> </span>należy<span class="_ _12"> </span>do<span class="_ _10"> </span>kompetencji<span class="_ _10"> </span>Walnego</div><div class="t m0 x11 h6 yb0 ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzenia<span class="_ _7"> </span>Akcjonariuszy.</div><div class="t m0 x11 h6 yb1 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _b"> </span>z<span class="_ _b"> </span>pkt<span class="_ _8"></span>.<span class="_ _b"> </span>4.5.<span class="_ _b"> </span>St<span class="_ _8"></span>atutu,<span class="_ _17"> </span>Walne<span class="_ _b"> </span>zgromadzenie<span class="_ _4"> </span>jest<span class="_ _b"> </span>zdolne<span class="_ _b"> </span>do<span class="_ _b"> </span>podejm<span class="_ _8"></span>owania<span class="_ _b"> </span>ważnych<span class="_ _4"> </span>uchwał,</div><div class="t m0 x11 h6 yb2 ff2 fs3 fc2 sc0 ls0 ws0">jeśli<span class="_ _b"> </span>reprezentowanych<span class="_ _7"> </span>na<span class="_ _b"> </span>nim<span class="_ _7"> </span>jest<span class="_ _b"> </span>ponad<span class="_ _7"> </span>połowa<span class="_ _b"> </span>z<span class="_ _7"> </span>wszystkich<span class="_ _b"> </span>głosów<span class="_ _7"> </span>reprezentowanych<span class="_ _b"> </span>akcjami</div><div class="t m0 x11 h6 yb3 ff2 fs3 fc2 sc0 ls0 ws0">spółki,<span class="_ _9"> </span>j<span class="_ _8"></span>eśli<span class="_ _9"> </span>obowiąz<span class="_ _8"></span>ujące<span class="_ _9"> </span>akty<span class="_ _9"> </span>prawne<span class="_ _7"> </span>nie<span class="_ _7"> </span>przewidują<span class="_ _9"> </span>wyższej<span class="_ _7"> </span>większości<span class="_ _9"> </span>gł<span class="_ _8"></span>osów.</div><div class="t m0 x11 h6 yb4 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _11"> </span>przypadku<span class="_ _11"> </span>jeśli<span class="_ _11"> </span>w<span class="_ _4"> </span>walnym<span class="_ _1d"> </span>zgromadzeniu<span class="_ _11"> </span>nie<span class="_ _11"> </span>uczestniczy<span class="_ _11"> </span>wystarczająca<span class="_ _11"> </span>liczba<span class="_ _11"> </span>akcjonariuszy,</div><div class="t m0 x11 h6 yb5 ff2 fs3 fc2 sc0 ls0 ws0">by<span class="_ _14"> </span>zapewnić<span class="_ _14"> </span>większość<span class="_ _14"> </span>głosów<span class="_ _14"> </span>z<span class="_ _8"></span>godnie<span class="_ _14"> </span>z<span class="_ _14"> </span>postanowieniem<span class="_ _14"> </span>punktu<span class="_ _14"> </span>4.5,<span class="_ _14"> </span>zarząd<span class="_ _14"> </span>spółki,<span class="_ _14"> </span>w<span class="_ _14"> </span>ciągu</div><div class="t m0 x11 h6 yb6 ff2 fs3 fc2 sc0 ls0 ws0">trzech<span class="_ _7"> </span>tygodni,<span class="_ _9"> </span>ale<span class="_ _7"> </span>nie<span class="_ _7"> </span>wcześniej<span class="_ _7"> </span>niż<span class="_ _7"> </span>po<span class="_ _9"> </span>upływie<span class="_ _7"> </span>siedmiu<span class="_ _7"> </span>dni,<span class="_ _7"> </span>zwołuje<span class="_ _9"> </span>nowe<span class="_ _7"> </span>walne<span class="_ _7"> </span>zgromadzenie<span class="_ _7"> </span>z</div><div class="t m0 x11 h6 yb7 ff2 fs3 fc2 sc0 ls0 ws0">tym<span class="_ _11"> </span>samy<span class="_ _0"></span>m<span class="_ _11"> </span>porządkiem<span class="_ _11"> </span>obrad.<span class="_ _11"> </span>W<span class="_ _4"> </span>ten<span class="_ _11"> </span>sposób<span class="_ _11"> </span>zwołane<span class="_ _4"> </span>walne<span class="_ _11"> </span>zgromadzenie<span class="_ _11"> </span>jest<span class="_ _11"> </span>kompetentne<span class="_ _11"> </span>do</div><div class="t m0 x11 h6 yb8 ff2 fs3 fc2 sc0 ls0 ws0">przyjmowania<span class="_ _4"> </span>uchwał<span class="_ _b"> </span>ni<span class="_ _8"></span>ezależnie<span class="_ _4"> </span>od<span class="_ _b"> </span>l<span class="_ _8"></span>iczby<span class="_ _b"> </span>gł<span class="_ _8"></span>osów<span class="_ _4"> </span>na<span class="_ _b"> </span>nim<span class="_ _4"> </span>reprezentowanych.<span class="_ _4"> </span>Uchwały<span class="_ _4"> </span>walnego</div><div class="t m0 x11 h6 yb9 ff2 fs3 fc2 sc0 ls0 ws0">zgromadzenia<span class="_ _13"> </span>są<span class="_ _1d"> </span>przyjęte,<span class="_ _13"> </span>jeśli<span class="_ _13"> </span>za<span class="_ _1d"> </span>uchwa<span class="_ _8"></span>łą<span class="_ _1d"> </span>oddano<span class="_ _13"> </span>ponad<span class="_ _13"> </span>połowę<span class="_ _1d"> </span>głosów<span class="_ _13"> </span>reprezentowanych<span class="_ _13"> </span>na</div><div class="t m0 x11 h6 yba ff2 fs3 fc2 sc0 ls0 ws0">walnym<span class="_ _7"> </span>zgromadzeniu,<span class="_ _9"> </span>jeśli<span class="_ _9"> </span>z<span class="_ _7"> </span>obowiązujących<span class="_ _7"> </span>aktów<span class="_ _9"> </span>prawnych<span class="_ _7"> </span>nie<span class="_ _9"> </span>wynika<span class="_ _7"> </span>inny<span class="_ _9"> </span>wymóg.</div><div class="t m0 x11 ha ybb ff5 fs5 fc2 sc0 ls0 ws0">CHARAKTE<span class="_ _8"></span>RYSTY<span class="_ _8"></span>KA<span class="_ _5"> </span>ZEWNĘ<span class="_ _8"></span>TRZNYCH<span class="_ _5"> </span>I<span class="_ _5"> </span>WEWNĘ<span class="_ _8"></span>TRZNYC<span class="_ _8"></span>H<span class="_ _5"> </span>CZYNNIKÓW</div><div class="t m0 x11 h6 ybc ff2 fs3 fc2 sc0 ls0 ws0">Biorąc<span class="_ _4"> </span>pod<span class="_ _4"> </span>uwagę<span class="_ _11"> </span>specy<span class="_ _0"></span>fikę<span class="_ _4"> </span>dz<span class="_ _8"></span>iałalności<span class="_ _4"> </span>tj<span class="_ _8"></span>.<span class="_ _4"> </span>działalność<span class="_ _4"> </span>usług<span class="_ _4"> </span>finansowych<span class="_ _11"> </span>w<span class="_ _b"> </span>z<span class="_ _8"></span>akresie<span class="_ _4"> </span>udzielania</div><div class="t m0 x11 h6 ybd ff2 fs3 fc2 sc0 ls0 ws0">pożyczek,<span class="_ _9"> </span>na<span class="_ _7"> </span>wyniki<span class="_ _9"> </span>is<span class="_ _8"></span>totny<span class="_ _9"> </span>wpływ<span class="_ _7"> </span>mają:</div><div class="t m0 x11 h6 ybe ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _11"> </span>jednym<span class="_ _11"> </span>z<span class="_ _11"> </span>klucz<span class="_ _8"></span>owych<span class="_ _11"> </span>ryzyk,<span class="_ _11"> </span>na<span class="_ _11"> </span>jakie<span class="_ _11"> </span>narażona<span class="_ _11"> </span>jest<span class="_ _1d"> </span>Spółka,<span class="_ _11"> </span>są<span class="_ _11"> </span>pożyczki<span class="_ _11"> </span>udzielone<span class="_ _11"> </span>podmi<span class="_ _8"></span>otom</div><div class="t m0 x11 h6 ybf ff2 fs3 fc2 sc0 ls0 ws0">powiązanym.<span class="_ _13"> </span>Ich<span class="_ _14"> </span>odzyskanie<span class="_ _13"> </span>z<span class="_ _8"></span>ależy<span class="_ _13"> </span>od<span class="_ _14"> </span>wyników<span class="_ _13"> </span>finansowych<span class="_ _14"> </span>tych<span class="_ _13"> </span>podmiotów.<span class="_ _14"> </span>W<span class="_ _13"> </span>przypadku,</div><div class="t m0 x11 h6 yc0 ff2 fs3 fc2 sc0 ls0 ws0">gdy<span class="_ _14"> </span>i<span class="_ _8"></span>nwestycje<span class="_ _1a"> </span>podmiotów<span class="_ _14"> </span>powi<span class="_ _8"></span>ązanych<span class="_ _1a"> </span>staną<span class="_ _1a"> </span>się<span class="_ _14"> </span>nierentowne<span class="_ _1a"> </span>lub<span class="_ _14"> </span>będą<span class="_ _1a"> </span>przynosiły<span class="_ _1a"> </span>niższe<span class="_ _1a"> </span>od</div><div class="t m0 x11 h6 yc1 ff2 fs3 fc2 sc0 ls0 ws0">oczekiwanych<span class="_ _7"> </span>rezultaty,<span class="_ _7"> </span>ist<span class="_ _8"></span>nieje<span class="_ _7"> </span>ryzyko,<span class="_ _7"> </span>że<span class="_ _7"> </span>mogą<span class="_ _b"> </span>one<span class="_ _7"> </span>mieć<span class="_ _7"> </span>trudności<span class="_ _7"> </span>z<span class="_ _7"> </span>terminową<span class="_ _7"> </span>l<span class="_ _8"></span>ub<span class="_ _7"> </span>pełną<span class="_ _7"> </span>spłatą</div><div class="t m0 x11 h6 yc2 ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań<span class="_ _9"> </span>wobec<span class="_ _7"> </span>FON<span class="_ _9"> </span>S<span class="_ _8"></span>E,</div><div class="t m0 x11 h6 yc3 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>ogólnorynkowa<span class="_ _7"> </span>koniunktura<span class="_ _9"> </span>na<span class="_ _7"> </span>rynku<span class="_ _9"> </span>pożyczek<span class="_ _7"> </span>oraz<span class="_ _9"> </span>wysokość<span class="_ _7"> </span>stóp<span class="_ _9"> </span>procentowych,</div><div class="t m0 x11 h6 yc4 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _14"> </span>prawid<span class="_ _8"></span>łowa<span class="_ _14"> </span>real<span class="_ _8"></span>izacja<span class="_ _1a"> </span>przez<span class="_ _14"> </span>pożyczkobiorców<span class="_ _1a"> </span>zobowiązań<span class="_ _14"> </span>wynikaj<span class="_ _8"></span>ących<span class="_ _1a"> </span>z<span class="_ _14"> </span>zawartych<span class="_ _1a"> </span>umów</div><div class="t m0 x11 h6 yc5 ff2 fs3 fc2 sc0 ls0 ws0">pożyczek,<span class="_ _b"> </span>a<span class="_ _b"> </span>także<span class="_ _4"> </span>stan<span class="_ _b"> </span>zaawansowania<span class="_ _b"> </span>egzekucji<span class="_ _4"> </span>i<span class="_ _b"> </span>windykacji<span class="_ _b"> </span>przeterminowanych<span class="_ _4"> </span>poży<span class="_ _0"></span>cze<span class="_ _8"></span>k,<span class="_ _b"> </span>jeśli</div><div class="t m0 x11 h6 yc6 ff2 fs3 fc2 sc0 ls0 ws0">takie<span class="_ _7"> </span>wy<span class="_ _0"></span>stępuj<span class="_ _8"></span>ą,</div><div class="t m0 x11 h6 yc7 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>obszar<span class="_ _7"> </span>działalności<span class="_ _9"> </span>kredytobiorc<span class="_ _8"></span>ów<span class="_ _9"> </span>i<span class="_ _7"> </span>związane<span class="_ _9"> </span>z<span class="_ _7"> </span>nim<span class="_ _9"> </span>ryzyka,</div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3caZflZH3b+9zz/e29VdXW3ulvqltTaFyQksWOMEBiBRggbbLPYEA5O7OCxJ7ZziB1mOPGQFxPHc5JM5jjOjGdsPMs5HI/NeIbgeLwlJgFig2XAQSChXaBGIKlRS713bff+/89vXtyqVksWizE+w8Sfz6tSqbrq6tbtc+5Xz/Jr/XwcSra+tVlEvzCavvS67k2v2Pn66/cstlGWIc4Yh/LnPXgw3/Nbp37j1nrgyLhbGFZn01/6Dxuv+x+P7T9rYZxt1K0ePTX+Pz5yaufiZDQ/qLLZNu2hw/nRe1o3WTh8aojoa5bjJ+LjD00fOjLdGEallbN2j/7pu8/52Z/aURa7u0797E0/8MvL27fv3LX79pXrHjjYP+ODObL7JX/04Ik/v+NrbTr7n/7k5Gte/4aFhafMY3neS17+uXbD8qT8+q//+vwz+/Zf/KnVF9z28LG7Pn/X7Xd+4q7bP3v3Hbf/i5//bx544AF/LwAAvjnla7+h5GuVyTB88d+/aG3t2N/+mbWFxW4yWSjj+mf3HnrLd2z/ubftyhIRdTTEbYfP/dzhcxZHi6Nxjkfj0Whcau1qNyql60rXdV1X51PYS7Ros9KGyGEzBnKINiuRNbKL/p9+4PbW1j7wX17RStfqcP/BhYNHlz740bv/hx87byjrC7N++AYedpYyydkf3xP79i4965x+KFEiI2pE+9N7R/ce2z6OEmVywe5TL758dtZoo0WUbly7rsRC1kl0XZZSSy05H/Neaut/908e+9Q9/axfm82G1lprLTNbZma2jPkHQ0TNlllmWTfWc9qyG+X28ahmRgx9LdnX9VnWSVtq0dc2P/peMobSRWtrszrq2qTGEO3UtDs5HdrQlrLecOPyT//I4u6zRg8dv27X1f/t1dc878nSWFs7cODAJZdcsrz8DLNf7r//gd27d+3du/fMT/Z9f//99+/fv3/Xrl1P+/rW2r333rdnz+7zzjvv9Bc/8sgjp/8iZZSIvOSSS/zVAAD4ZsqkFNu6vnl33vEf949P3nrb0CIjMku9+6FjV+3r3vOWvZGtZLQ6TMvi5x9frmV+m3DXIlpkF7G1IlLOqMQSUeeRUKKWqBk1YihRorQupx+68+in73/sN9/zwqGUiCytxlAnOX3Jteffet/qd121MZTJfCvU11ajzWq54ryFP7575YqzJ13JFlFjemR94YuHa60ZpZbSHzyx/KHP9S+5LC7evV5aZoyitsi+tYxaM8o8OiJzKLNXv3jv3Q9+6WhfIr5qH9UskV1kjiPHi5vpETFkZER0LbK05Um0yKHm1qVc0SJKtiixbdSylo2hnVpr09gYlTh391k/+XdGr37xrtXS7jz+o6983bsmk6eMVlxaWrr22mu/2uO56qpn/flPjkajr/ZHaq3XXnvN075YigAAfAvZ1vXNe/zhT2XUO+9qJbJF98XHjm+snvrnP3L+Ure5lajLeuDYtlNDNx8GEk+ZW/LkDbyZUUrJrXfr8wuyNsfHz8edZH7+if5//d3bfuYNlz//0ijRbQVNZuku27t036MxtKWIb2gFrGS0KLt35cbG7GN3T6e5WKKtDUu33jtMc6lEn5vfvJ1q3R9//qxPHdgzzYyyltln9CX6mn1pfWl9bX1pfRlieTK74QXbo/QRNcpfyULcrMSJteHYqX6aZVRGP3DLub/ySzte+eJdD5y6ZPXc//vmN/7s08oEAID/37Fy8pewcaDtGB56qEb0x0+Ug0dO/sIPX3rVuaMWGbVFRM184NC2jHzyMuCtLoknb+DKJ3Nl/pkS3Xz9o9T5fJOTa8M/e/+f3XDNzp/4nn2RQ8SQZb7A0lrpSvSXnL/v0184+B1XtCglcvS05YsamfNTHPNrgUvWiFqHfXvGnz84PrJy7OJ92x4+PD2yslTrLHPzCP4QtWtdluH+QwsnVxdfdlXdvjgtQ5bsWzeO0mpGi8zMbwRv8QAAIABJREFUEjUivvPZuz52x9Ejh+cXan0L+iRLF9lKZEau9bm2PlvPcSmTa59V3/mj5151xdpGP75j5Sde9T1/1wF0AABx8tfdUv3ikN2BR44dn3YPHzrx7jec/6bv6FrLeXtkxP1Hz3pkZXEy6uZZcOYWrjP+Keb38kacnikSkbE1fTGnbfwv/tWfXnzu+Jf/iytLzCKjldrlkG08ndUSrZSYdLExnH3oxPo5Z62UMi2te+q7/Igyra1r8xEl0UVGRFtcGEfm4RPjYyciR6NSh4hSos7bIqNllPkf/vKp3Y/dtv7s/fXqC/vdo3EtOZQ2RCklIzJjyIhxN7vpxXs/+KFHa9Yhhm/BSzNnLep6ayvT2OgjY3L5eeWH/8aOG69fnJXhzsNvv+76n3rNBRd5HQIAiBNi58LBU6fy2Go+cvjUW1+5+ydvXprFpIu+ZM5yuO/xsz/5he2x0Ep0W3dPlTMGw0eUsrVsMk+XMxYcSmSUEq1E/Orv3Laysvr+f/jshYVRiVlEZGRm+cLjk9X1USktopbIvo7uemzH7hPlir399sWVml3J2tdSsnWtPjbknffnq7YOU5Qya2356NFjURai5FCHElE29/jl6XuyTrfNqM1mrX7uy9vufqjtP3d29Xmx/5xSS5SMGq3FKMqQ2X3nFds+uqc7fLh9k2myFW2ZEaWuD+3U+rAxlNLGZ+/a+JtvOef1r5p0k7jvyHde8sKfe81NV3oFAgCIEzYtj44+cXT2yPHpd16+9J63nhXDYu2mEaVEufeJ+uE7to23lUkrLYZRdk++089aspTcPO+TmWXrw/kqRET2NWu2yP63P/aFT9x94P3/4AVnLWUffckWETVqZtsYclazZMwnwpfMEnlkZXJ4Jfctnrd319Edi9PM/qEn4o/uXr3n0eGdr9ke0UXMiyIfODQ9vFozh4hSstSoJWtGiZiviNSStT15n2/NaBnZannwsfLgwZiU2Z5ds50Lk7W28frnR2RpJWppN75gzwc+fGh+jv0v+HRu3s2VpQ0ZK2vD+qwMJceTfMMtyz/0hgt37jh6cO38E/VdN775rV57AADihKeYtR3/5FeP7Ns+/MKP7V/OUd/1o9ZadK20R5/Y2ZfZKCLiKcchnnGGemydPMktXUbN8vG7Dv2f/+Gz/93fvvLF++drLFupkLOujffuWD+xun044zB9RIuMzMWDK9NHVratre/4pT+4d2N9+k/efsFPfs9q5nizOzIefGLy6fvWI0Zbgz7yqQ9mvoizuT9tvlJz+nFGq9lyJcrJQ3WY9fc+cvJFly7s3zGJbiOje/5V5/zbjx88vvYXLZP5ndYxzW5lrV+fzYaIXFj6/htHb3/jzn17yhP96M71n3vFf/a3njZ+BAAAcUJExHs/OPnIJ1fe/zNXnr+9tehrtoxR1sioDz+WQ92IthjPNEZm8wBKzu/b2jqjkllyMxNqi1mO7n3g4Xe/6bK3vHjbtKs1o8t+vrQQMZRhsrwwK087d541IyJazdpy9L6P3F+G9d9894UXn1Vz2NllRsnW4tMH2j0Pt1mbRMy2Bt3Mv20rWaPV6CLn0dLq1lazcjpOMjIj61Bb6zLWL967/BsfPfJfvXFPyZKlLI6mz7n6nI/ffiTy6xyLz/m4ycj5aknf8tTGcGK23kq3UBdf/V2L73jTtv3njlZz6bPH3viSV//9a3fv9pIDABAnPIPf+/3f+5Vf+4///G9d/qIL+750pZWILkqrMRw5NXnsZIy2ldLyq7wv3zz6vrlgsvW+f378fH48fhTtx9/w0scf//SBJ2aX7R210mJ+OiUzYjyMjp9a3ZlRz5xxntHm37i2+Hd3PHLg4aO/8Z5LL9++NCsrETGUmM0mf3J//9jhUWTtsg1RnzyDX+Y/NkuWEiUzS7QyvywsskWJzBabSzQZ2UpmZGY3rsMdB04dObFr186FiCEyvuPa7bfedryVr3PwpG4+8roeZWW9rU77FqNxxI0v3fW2HxhdfkG3HqPPHv7+593wM7fsv9DrDQBAnPDM7rvvvh/5mz/yozfufeNL5oMFT+9iai26zz3S9ZGjVocybW2UT97G9dREya1IidJai4g2f8Mf83HqMURM47K69HDEEHF671aUbKs5Onh4+5nf6swf8bmvrP3epx7++bef/7xzh75NS3ZD7demS5+4tz98clvG7OusaWyOXNn6iaWc+QPyz7lkz873fezou15/9vw2sEvOXrr0gnrg0a8TJxkxG8rJjWE6nQ0lRrW+6vrlH3jj5PILa+bk9iO3XPWiv//aV1/hxQYAIE74Wm699daXP3vnu968nGXoo9T5rb9Rhph0Of3Mg9MSpWRGlpJZ48zbgp/pXfrmzq5+vs+rtowsUYaMPO/sncfWL5r26+M61Mghog1t1tdT69EPXcYQsXndb0RXchZZHz++8r996PNvuWHPW1+6lK1GGUrWfrrwyfuGYyvbSvZfLUjK5tCSjJalROSQ0UopkbVmbRkxn2vSWmQp+eSB98Xx8Km7V1Zv2bM8iiwtol7//D0HHjn0tAQq0VopLWpEzoZ+ZT3XZ30OC+PF7rWvXHzT9y1fvK9ruXjP4Zdf9Ny/95qbnuNlBgAgTvj63vGOd1xyzsLal967FIdKZt/N92blyZP5h3e1w8fqZNvp7sjWnmF312aqlM0NVS2z1s1Vk81hiZubrNqs747322vJGm3WMjPb0EdrGZtDFVuWoYxK9hH1wa+c+tUPPfjiZ9V//IM7s0TJFlmitU8cmJxcnWyddd+8zviZ+mRrwspWT+TWbq9obfOETG62Vps/mNbqUPds737nttW3XL/cZRdRnnvFOf/PwsGTG0/+iNOn9jdm05X1fr0fDd2we9vke1+77Xtfu+2cHW0ok7sPv3z/tX/vppue5wUGACBO+Au46fvevrb6xi/81nfvXntsdbb02S+sf/zu6T0HN7pc2rM8jLO11tq8TM54Iz8PgNODFud3YrXMGtGiRebmjV2bx1JaRptPSi85RLS6dXFWi8ytb5KRozac6uO3//SRj37uoR986e6fe9O+HLfx0Fp0GfWOg6PjJyf5NQcjbh10z4gWmyNMto7yZ2a2eHLzWGZG26yjjIxpHc5ZXPjwnx168/XX1LKWMdrWTa+4dNft9x2frwFFlNbi5EY5tT6d5VCyO293++5bzvm+1yzuWlpdKUt3HHnlZc//uze9+hqvKwAAccI3Y2nbtoPbbtp3/vt+6/9a/+C/P74w3j6edGXUTqzn8nKbry5kDtn6yFG0PrJEK5GltIioWUtszieZ58YQLbMNJVtEi9IiWp4+hVKiRM6HjeQ8WiJLlpqZ2T9wcOV/+bf3lxh+8ccueN21yxkthuhL18Xs0eM7vnS4y3LGuZg48/bhpwRK5NBqqZvn4COf/HzLnK+6nLFDrW2uokSWmtNDR/LLh1au2Nv1NWrrrtg/ueO+bFHX+2FlY7o27Yc26YbRc69efN0ty9/1srIY3aksnz7+E8996Q8b9A4AgDj5y7ryBT+08aX3v+67R3/wR0dnMR23bSVKP7QT622yGDFfMNncBPXkx1v7tjJPb+KK+VmOqHH6C1pmmw9MzHlZlHL6kq/TldHn6N98+uAHPv7Azc/b8fNvu2DPcpcxzOcy1sjjs8W7DmaLhYjp6VH0X13Ot4rlmV9Wtu483vyKrVyKyDPWhSLiwrOW/uCzx3/65l3jFrWNtm8fn1gfTmy0jaGV1i0vTl5xw9Itr4lnX7itlv7Q9Lx717/3hTf8+Gv37vMqAgBAnHwLXHb5sz5y283Xnf1v3vQ9Oz/w+7OWfUbNyJWNfsd0tjSu0Vq2+R6vJ9VaskXUWrPlfHBiaZGtbF6U1Vq2EvOjHlHO3OK1dTIkWsnIjda/798duPWug//1my94xysXS3aRfcmulWEjJkeO1Qe+MlmfLpQy+9oDR+KMeYuROT8JszmKJTNbZLbMbFsrJ/MwyRwyhowhskUpu5f6W+849lM3nz/OlYxy/q7uyou233bfiWueNXnNK7e//GXdznEO3eTA0Ss3tr3t+hvf8pzFRa8fAADEybfSs1/2nrW7Pvbm7zv1Z7fnlw9ttDYqpbRsx0+tLkzGo3GMzsiSzdWGVuaDEjNO3+U1RBkyo0S2+RCRmF+f1TKHzRzZuuM3I0rrhxj/8u/ff89Dj733nRe+8vJtXRv6bijzYynD0qfuXTgVJbIrMWR+3TWT06GSMWR2LbOUWp7p3+dmqLShRbaMoWXJNmTZmPUPPrJ6YqPfNS5Z+v176nvedv7x3HP2latD6Vf7HZ878urzr/qhl934Eq8ZAACeUfUU/CXtv+DCA/GuxTr6Bz+xbdfieHOuYstpdodXZivT1tpTlk7O3Nx1+lPt9Jn5bBltXgBt84R6xOYSxub2sJbRl/bBW7907xcP/e/vvOhVl49qXWs1S279NsfrsRDDUw+WfPW7jLey5IwfFdmyPX2eyfzBx+lRJ620IWbT4fG1fPjI2qPH11vmg186kqWLiMwuI5d3tPuPPef+6T867/qP3/yD//K65ykTAAC+Kisn3wKvvuUdH/qtB1+w79f/4U/v/O9/de3kWs2ctjbuh3b01Fqrcc54PG5DDNPWldZqa/MszFGNrcmGrUSrOT/1nhFZs5UcWrQSbT7/JMvWQZTW1obR2sqpX/zxy66/aNZHRnYRQ435JVuRORrXrFm+sYc/P38/ekqoxBCxua4TGRllKNm1vkWJLH2braxNT61PT63mRj9k3+/cU264bscFX9x4/GRm9lnmd4jlg8df8eq/8yteIQAAfCNOnyLgL+sPP/juF+7+Vw8eyl98bxw5Nl4cD5PJ4nhxYTJZ2LbQ7Tlrx/btSwvjbjwej8ejrtZSyqhGKfPuGCL6Lks3D4HS5nESkV0MNUqpLWJz4WVoEdFPouxeXqvRZjnqss/MiDKfqNLn8PDhpX7oWvSnFz2GYWhDDFsys+/7zQMkESW6LCVKLTHaipoS8zWQyJalz7qxMZyczVY2phvrZZqtzfr952684PndC58zuvSiWOjLSowOPnT2hX2f85H20d+z6z+/5a3v9NoAAODrl8l8Ep84+ZbIzD/81//oxbt+89BK/ubvHL/t03vrUr+0MFoYLY0mC5NJ3b60uGfntu3bFsejWmspXdfVqFEis0YfOXQZtWQp81WUrTgprSslSivRhmHYPBsfrc8yxJCti6G1za1WpbXMiCGzRattGLL7GnEy9H2bx0mJkl1GiVpOL6ZlRMaoz9nqtF9Z71Y3ptPMyG4U65deOLrmuv451y6ed04/yo1ZWXr4yFUnRzdf+dzvvfSyK48cfmL+iposLOzYsdMLAwAAcfL/jQ/97i88f/l/rm3bZx468a9/e8cTx8d1cbww6hYmC+PxZDwe71jsduxY2rY4ntRWa3Sb1/S22oaulFIzc6iRNfv5nq8uWtSs0bporcWZZz/60+Pa23zMfMzPiQxZn3ZWZNMZcdJay35oJdv8+q/sokSW2kqdZV3bGNambWXa+tYNJSLa9qVy7eXt6mvXr7lix/K2lUlrQ46/cOx5q4uvefbzXnfhRZf41QMAIE6+7dz+mU+c+tI/vmLHA7My++Rt8dGPbz+xujxZmIxG4/mervFkNO7a8sJoeWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8g3EyXzmZf3BmnGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TXPLu/9OLadRvRtq208tCxG8pZNy+vnNx91g6/7m9nC9t37b74Gs8D8O1vx7n+JxcgTv7KtNY+9uH375m+d9+2x9ejfPau8W2fWTj4xNJkPOlG4/E4alez1HFGrbmw0C2NY/ukLHRdiVZjqJGjkpGt1OhKK6XUaDWGoQ1tPpe9RWYOmzNKokVprWXUoZXImC+wbF25FTm01oY2DEPmMOQw9LOhX1vPlbXZysbG6sZ0NistatZxlFHt8ry95corJldeMb380tGu5b6LOivx2Kn9h6Y37jn/xue+8BWLi4sR8d7vXvCLBgD4lrjyVX/j5p/9NXEiTv4Kra2u3vqRX9tf37dn4VAbxVceH939+dHnH9x17NSOWsuotFImWWZRWmbtclYyF8bdZFS3TYbFcZ10ddLVcclR6bvsS2Sfm6NP5nMRW4zmcVKyzq/+HbJFZN+2jqBkHYbYmA3r0+nG+sapvm2sz1ZXp+uzvm/TbCVz1FqZLPWXXdRdesnkskvi0ksmO7ZF6VYyc7Xf/tCxlw6LL7v86puuuPLqp/3XnXzsIb9i/ryv3P2nngTg299Dn/wDTwLfVs679mXP+f6fFCfi5K/cdDr95J/8bjvygWfv+kyUaav18PHRQ19e+uLDex4+VPpZKdll9hGlZSvZl9a3Ukrru2g1c2FURqOYjMqoRmlZu1rL/JhKtijzu4dbKW1o/VD6vgxtmA4tW/bDMO1bP8tZmy+5tD5zGKL1w9JkOHdvvfCCuPjCvOii2Ld3VKNE1qzTk9Mdj558/nT8kn0Xveza57xoPB77DQIAIE7+U/Poow/f85nfG69/+NJdd467aY2+ZffE0dFXHt926InJkSPjI8f71ZMt+3Hf9RG1ZNScRgwlSkTL1mfrIrM9Oe99c+piliyltIxotWY3ZEaZb/xqWdZ37uh2787du/s9e3LvnrZvb561c1RbycihxizqV45fdmL2gvGO6y687KWXX3lVrUZzAgAgTv56OHnyxJ2f/fjJQx/bM77tvO2PTMqp+WiRjG6j746emB0/2q2c7E6eqCfXYrpe19fG62v9bNZvTKO1FlHmXz8a53jclVq6Lkop43FZnAw7luvy4sbOXW3nrnLWWXX7zjqpQ8khylByNJTJ+jB+/OSFJ/ur6/J1+/a/4IqrnrO0tOSXAgCAOPnr7sSJ45+//44jj90zrN27XL68e9vDe5aeiJyUslGiz+yijYZumjVKdl3LsjmBJCIia2a0iFLbOEopUaL1pcyiRMtJi9pHHDl1/omNCzbi0rrtkp17Ljv3vMsvuvgyayMAAIgTvr6TJ0888uUDJ45/ZeXEwdn64WzHR/3xcZyIsjaq609u6Ypow2LmUotxlq5FDnWx1Z3d+PzR5Kyduy88Z9/FF1x4cdd1nlIAAMQJAADANxontvcAAADfFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4sRTAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnHgKAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwBPqrX4AAAOM0lEQVQAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIE08BAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAPy/7dchAQAAAICg/6+9YYAJNgHAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5kQAAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDmRAAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAAAAAANgL7gvl3OnjTLYAAAAASUVORK5CYII="/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 xe h6 yf ff2 fs3 fc2 sc0 ls0 ws0">9</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _1b"> </span>sprawność<span class="_ _1b"> </span>procedur<span class="_ _1b"> </span>i<span class="_ _1b"> </span>postępowań<span class="_ _1b"> </span>adminis<span class="_ _8"></span>tracyjno<span class="_ _1b"> </span>–<span class="_ _1b"> </span>prawnych,<span class="_ _1b"> </span>w<span class="_ _1b"> </span>których<span class="_ _1b"> </span>ewentualnym</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">uczestnikiem<span class="_ _7"> </span>lub<span class="_ _9"> </span>stroną<span class="_ _9"> </span>m<span class="_ _8"></span>oże<span class="_ _9"> </span>być<span class="_ _7"> </span>Spółka,</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>możl<span class="_ _8"></span>iwości<span class="_ _9"> </span>poz<span class="_ _8"></span>yskania<span class="_ _9"> </span>nowych<span class="_ _9"> </span>pożyczkobiorc<span class="_ _8"></span>ów,</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>sytuacja<span class="_ _7"> </span>gospodarcza<span class="_ _9"> </span>i<span class="_ _7"> </span>warunki<span class="_ _9"> </span>inwestycyjne<span class="_ _7"> </span>w<span class="_ _9"> </span>P<span class="_ _8"></span>olsce,<span class="_ _7"> </span>Estonii<span class="_ _9"> </span>i<span class="_ _9"> </span>w<span class="_ _7"> </span>całym<span class="_ _9"> </span>regionie,</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>dostępność<span class="_ _7"> </span>zewnętrznych<span class="_ _9"> </span>ź<span class="_ _8"></span>ródeł<span class="_ _9"> </span>finansowania,</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>współpraca<span class="_ _7"> </span>z<span class="_ _9"> </span>innymi<span class="_ _7"> </span>podmiotami<span class="_ _7"> </span>finansowymi,</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">Ryzyko<span class="_ _17"> </span>związane<span class="_ _17"> </span>z<span class="_ _17"> </span>możliwością<span class="_ _17"> </span>wahań<span class="_ _17"> </span>kursu<span class="_ _17"> </span>jednej waluty<span class="_ _1b"> </span>w stosunku<span class="_ _17"> </span>do<span class="_ _17"> </span>drugiej<span class="_ _17"> </span>może</div><div class="t m0 x11 h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">prowadzić<span class="_ _1d"> </span>zarówno<span class="_ _1d"> </span>do<span class="_ _13"> </span>pogorszenia<span class="_ _1d"> </span>sytuacji<span class="_ _13"> </span>finansowej<span class="_ _1d"> </span>jednostki,<span class="_ _13"> </span>jak<span class="_ _1d"> </span>i<span class="_ _1d"> </span>jej<span class="_ _13"> </span>poprawy.<span class="_ _1d"> </span>Przychody</div><div class="t m0 x11 h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">Spółki<span class="_ _d"> </span>oraz<span class="_ _d"> </span>przepły<span class="_ _0"></span>wy<span class="_ _d"> </span>pienięż<span class="_ _8"></span>ne<span class="_ _d"> </span>z<span class="_ _d"> </span>działalności<span class="_ _d"> </span>operacyjnej<span class="_ _d"> </span>nie<span class="_ _d"> </span>są<span class="_ _d"> </span>uzależnione<span class="_ _d"> </span>od<span class="_ _1b"> </span>z<span class="_ _8"></span>mian</div><div class="t m0 x11 h6 yce ff2 fs3 fc2 sc0 ls0 ws0">rynkowych<span class="_ _11"> </span>stóp<span class="_ _11"> </span>procentowych,<span class="_ _1d"> </span>ponieważ<span class="_ _11"> </span>żadne<span class="_ _11"> </span>umowy<span class="_ _11"> </span>pożyczkowe<span class="_ _11"> </span>ni<span class="_ _8"></span>e<span class="_ _11"> </span>są<span class="_ _11"> </span>zawarte<span class="_ _1d"> </span>ze<span class="_ _11"> </span>zmienną</div><div class="t m0 x11 h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">stopą<span class="_ _9"> </span>procentową<span class="_ _8"></span>.</div><div class="t m0 x11 h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">Istotne<span class="_ _7"> </span>czynniki<span class="_ _9"> </span>ryzyka<span class="_ _9"> </span>z<span class="_ _8"></span>ostały<span class="_ _9"> </span>opisane<span class="_ _7"> </span>na<span class="_ _9"> </span>stronach<span class="_ _7"> </span>38-42<span class="_ _9"> </span>raportu<span class="_ _7"> </span>rocznego.</div><div class="t m0 x11 ha yd1 ff5 fs5 fc2 sc0 ls0 ws0">INFORMAC<span class="_ _8"></span>JE<span class="_ _5"> </span>O<span class="_ _5"> </span>PRZECI<span class="_ _8"></span>ĘTNYM<span class="_ _5"> </span>ZATRUD<span class="_ _8"></span>NIENIU</div><div class="t m0 x11 h6 yd2 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _11"> </span>nie<span class="_ _1d"> </span>zatrudniała<span class="_ _11"> </span>pracowników<span class="_ _1d"> </span>w<span class="_ _11"> </span>roku<span class="_ _1d"> </span>obrotowy<span class="_ _0"></span>m<span class="_ _1d"> </span>trwającym<span class="_ _1d"> </span>od<span class="_ _11"> </span>1<span class="_ _11"> </span>lipca<span class="_ _11"> </span>2024<span class="_ _1d"> </span>roku<span class="_ _11"> </span>do<span class="_ _1d"> </span>30</div><div class="t m0 x11 h6 yd3 ff2 fs3 fc2 sc0 ls0 ws0">czerwca<span class="_ _7"> </span>2025<span class="_ _7"> </span>roku<span class="_ _7"> </span>oraz<span class="_ _7"> </span>w<span class="_ _7"> </span>poprzednim<span class="_ _7"> </span>roku<span class="_ _7"> </span>obrotowym<span class="_ _b"> </span>od<span class="_ _7"> </span>1<span class="_ _7"> </span>lipca<span class="_ _7"> </span>2023<span class="_ _7"> </span>roku<span class="_ _7"> </span>do<span class="_ _7"> </span>30<span class="_ _7"> </span>czerwca<span class="_ _b"> </span>2024</div><div class="t m0 x11 h6 yd4 ff2 fs3 fc2 sc0 ls0 ws0">roku.</div><div class="t m0 x11 ha yd5 ff5 fs5 fc2 sc0 ls0 ws0">INFORMAC<span class="_ _8"></span>JE<span class="_ _5"> </span>DOTYCZ<span class="_ _8"></span>ĄCE<span class="_ _5"> </span>UMOWY<span class="_ _5"> </span>I<span class="_ _14"> </span>PODMIOTU<span class="_ _5"> </span>UP<span class="_ _8"></span>RAWNIO<span class="_ _8"></span>NEGO<span class="_ _5"> </span>DO<span class="_ _5"> </span>BADANIA<span class="_ _5"> </span>SPRA<span class="_ _8"></span>WOZDAN<span class="_ _8"></span>IA</div><div class="t m0 x11 ha yd6 ff5 fs5 fc2 sc0 ls0 ws0">FINANSOWE<span class="_ _8"></span>GO<span class="_ _5"> </span>SPÓŁKI<span class="_ _8"></span>.</div><div class="t m0 x11 h6 yd7 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _11"> </span>w<span class="_ _11"> </span>dniu<span class="_ _11"> </span>8<span class="_ _11"> </span>maja<span class="_ _11"> </span>2024<span class="_ _11"> </span>roku<span class="_ _4"> </span>podpi<span class="_ _8"></span>sała<span class="_ _11"> </span>umowę<span class="_ _11"> </span>z<span class="_ _11"> </span>biegły<span class="_ _0"></span>m<span class="_ _11"> </span>audytorem<span class="_ _11"> </span>KPMG<span class="_ _11"> </span>Baltics<span class="_ _11"> </span>OÜ<span class="_ _11"> </span>na</div><div class="t m0 x11 h6 yd8 ff2 fs3 fc2 sc0 ls0 ws0">badanie<span class="_ _9"> </span>sprawozdania<span class="_ _7"> </span>finansowego<span class="_ _7"> </span>za<span class="_ _9"> </span>okres<span class="_ _9"> </span>01.07.2024<span class="_ _7"> </span>-<span class="_ _9"> </span>30.06.2025<span class="_ _7"> </span>roku.</div><div class="t m0 x11 h6 yd9 ff2 fs3 fc2 sc0 ls0 ws0">Wynagrodzenie<span class="_ _b"> </span>dla<span class="_ _4"> </span>Audytora<span class="_ _4"> </span>będzie<span class="_ _4"> </span>płatne<span class="_ _b"> </span>z<span class="_ _8"></span>godnie<span class="_ _b"> </span>z<span class="_ _4"> </span>zawartą<span class="_ _4"> </span>umową<span class="_ _4"> </span>pomiędzy<span class="_ _b"> </span>Spółką<span class="_ _4"> </span>i<span class="_ _b"> </span>KP<span class="_ _8"></span>MG</div><div class="t m0 x11 h6 yda ff2 fs3 fc2 sc0 ls0 ws0">Baltics<span class="_ _14"> </span>OÜ,<span class="_ _13"> </span>które<span class="_ _14"> </span>zostało<span class="_ _14"> </span>ustalone<span class="_ _13"> </span>na<span class="_ _14"> </span>warunkach<span class="_ _14"> </span>ry<span class="_ _0"></span>nkowych.<span class="_ _14"> </span>Wynagrodzenie<span class="_ _14"> </span>dla<span class="_ _13"> </span>Audytora<span class="_ _14"> </span>za</div><div class="t m0 x11 h6 ydb ff2 fs3 fc2 sc0 ls0 ws0">badanie<span class="_ _7"> </span>ksiąg<span class="_ _7"> </span>rachunkowych<span class="_ _b"> </span>za<span class="_ _7"> </span>rok<span class="_ _7"> </span>obrotowy<span class="_ _b"> </span>trwający<span class="_ _7"> </span>od<span class="_ _7"> </span>01.07.2024<span class="_ _b"> </span>do<span class="_ _7"> </span>30.06.2025<span class="_ _7"> </span>roku<span class="_ _7"> </span>wynosi</div><div class="t m0 x11 h6 ydc ff2 fs3 fc2 sc0 ls0 ws0">18<span class="_ _13"> </span>500<span class="_ _14"> </span>EUR<span class="_ _13"> </span>+<span class="_ _13"> </span>VAT,<span class="_ _14"> </span>a<span class="_ _13"> </span>wynagrodzenie<span class="_ _14"> </span>za<span class="_ _13"> </span>audyt<span class="_ _13"> </span>przeprowadzony<span class="_ _14"> </span>przez<span class="_ _13"> </span>KPMG<span class="_ _14"> </span>Baltics<span class="_ _13"> </span>OÜ<span class="_ _13"> </span>za</div><div class="t m0 x11 h6 ydd ff2 fs3 fc2 sc0 ls0 ws0">poprzedni<span class="_ _14"> </span>rok<span class="_ _13"> </span>obrotowy<span class="_ _14"> </span>trwający<span class="_ _13"> </span>od<span class="_ _14"> </span>01.07.2023<span class="_ _13"> </span>do<span class="_ _14"> </span>30.06.2024<span class="_ _14"> </span>roku<span class="_ _13"> </span>wyniosło<span class="_ _14"> </span>15<span class="_ _13"> </span>000<span class="_ _14"> </span>EUR<span class="_ _14"> </span>+</div><div class="t m0 x11 h6 yde ff2 fs3 fc2 sc0 ls0 ws0">VAT.</div><div class="t m0 x11 hf ydf ff5 fs3 fc2 sc0 ls0 ws0">INNE<span class="_ _9"> </span>ISTOTNE<span class="_ _7"> </span>INFORMACJE</div><div class="t m0 x12 hf ye0 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _f"> </span><span class="ff5">ZDARZENIA,<span class="_ _9"> </span>KTÓRE<span class="_ _9"> </span>MIAŁY<span class="_ _7"> </span>MIEJSCE<span class="_ _7"> </span>W<span class="_ _9"> </span>TRAKCIE<span class="_ _7"> </span>ROKU<span class="_ _9"> </span>OBROTOWEGO<span class="_ _7"> </span>I<span class="_ _9"> </span>PO</span></div><div class="t m0 x2b hf ye1 ff5 fs3 fc2 sc0 ls0 ws0">JEGO<span class="_ _9"> </span>ZAKOŃCZE<span class="_ _8"></span>NIU</div><div class="t m0 x11 h10 ye2 ff1 fs3 fc2 sc0 ls0 ws0">Zwyczajne<span class="_ _9"> </span>Waln<span class="_ _8"></span>e<span class="_ _9"> </span>Zgromadzenie<span class="_ _7"> </span>Akcjonariuszy<span class="_ _9"> </span>w<span class="_ _7"> </span>dniu<span class="_ _9"> </span>31.03.2025<span class="_ _7"> </span>r.</div><div class="t m0 x11 h6 ye3 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _e"> </span>dniu<span class="_ _e"> </span>31<span class="_ _e"> </span>marca<span class="_ _e"> </span>2025<span class="_ _16"> </span>roku<span class="_ _f"> </span>odbyło<span class="_ _e"> </span>s<span class="_ _8"></span>ię<span class="_ _e"> </span>walne<span class="_ _e"> </span>zgromadzenie<span class="_ _e"> </span>na<span class="_ _e"> </span>którym<span class="_ _16"> </span>zatwierdzono</div><div class="t m0 x11 h6 ye4 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdanie<span class="_ _1b"> </span>finansowe<span class="_ _17"> </span>z<span class="_ _8"></span>a<span class="_ _17"> </span>rok<span class="_ _1b"> </span>obrotowy<span class="_ _1b"> </span>2023/2024<span class="_ _17"> </span>oraz<span class="_ _1b"> </span>zatwierdzono<span class="_ _1b"> </span>obniżenie<span class="_ _1b"> </span>kapitału</div><div class="t m0 x11 h6 ye5 ff2 fs3 fc2 sc0 ls0 ws0">zakładowego<span class="_ _9"> </span>s<span class="_ _8"></span>półki<span class="_ _9"> </span>poprzez<span class="_ _7"> </span>umorzenie<span class="_ _9"> </span>akcji.</div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">10</div><div class="t m0 x11 h10 y67 ff1 fs3 fc2 sc0 ls0 ws0">Rejestracja<span class="_ _9"> </span>zmian<span class="_ _7"> </span>Statutu<span class="_ _9"> </span>S<span class="_ _8"></span>półki.</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _b"> </span>dniu<span class="_ _7"> </span>8.07.2025<span class="_ _b"> </span>roku<span class="_ _b"> </span>estoński<span class="_ _7"> </span>Äriregister<span class="_ _b"> </span>(Rejestr<span class="_ _b"> </span>Spółek<span class="_ _b"> </span>Handlowych)<span class="_ _b"> </span>zarejestrował<span class="_ _b"> </span>obniżenie</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">kapitału<span class="_ _10"> </span>zakładowego<span class="_ _10"> </span>Spółki<span class="_ _12"> </span>z<span class="_ _10"> </span>450<span class="_ _10"> </span>600,00<span class="_ _10"> </span>EUR<span class="_ _12"> </span>do<span class="_ _10"> </span>300<span class="_ _10"> </span>000,00<span class="_ _12"> </span>EUR<span class="_ _10"> </span>wynikające<span class="_ _10"> </span>z<span class="_ _12"> </span>uchwa<span class="_ _8"></span>ł</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">podjętych<span class="_ _1d"> </span>na<span class="_ _1d"> </span>Zwyczajnym<span class="_ _1d"> </span>Walnym<span class="_ _1d"> </span>Zgromadzeniu<span class="_ _1d"> </span>Akcjonariuszy<span class="_ _1d"> </span>z<span class="_ _1d"> </span>dnia<span class="_ _1d"> </span>31.03.2025<span class="_ _1d"> </span>roku.<span class="_ _11"> </span>Tym</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">samym<span class="_ _9"> </span>z<span class="_ _8"></span>ostała<span class="_ _9"> </span>również<span class="_ _7"> </span>zarejestrowana<span class="_ _9"> </span>nowa<span class="_ _7"> </span>liczba<span class="_ _7"> </span>akcji<span class="_ _9"> </span>w<span class="_ _9"> </span>i<span class="_ _8"></span>lości:<span class="_ _9"> </span>3<span class="_ _7"> </span>000<span class="_ _9"> </span>000.</div><div class="t m0 x11 h10 ycc ff1 fs3 fc2 sc0 ls0 ws0">Nadzwyczajne<span class="_ _9"> </span>Wal<span class="_ _8"></span>ne<span class="_ _9"> </span>Zgromadzenie<span class="_ _7"> </span>Akcjonariuszy<span class="_ _9"> </span>w<span class="_ _7"> </span>dniu<span class="_ _9"> </span>10.10.2025<span class="_ _7"> </span>r.</div><div class="t m0 x11 h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _1d"> </span>dniu<span class="_ _1d"> </span>10<span class="_ _1d"> </span>paźdz<span class="_ _8"></span>iernika<span class="_ _1d"> </span>2025<span class="_ _1d"> </span>r.<span class="_ _1d"> </span>odbyło<span class="_ _1d"> </span>się<span class="_ _1d"> </span>Nadzwyczajne<span class="_ _13"> </span>Walne<span class="_ _1d"> </span>Zgromadzenie<span class="_ _13"> </span>Akcjonariuszy</div><div class="t m0 x11 h6 yce ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _1d"> </span>Friends<span class="_ _1d"> </span>Capital<span class="_ _1d"> </span>SE,<span class="_ _11"> </span>podcz<span class="_ _8"></span>as<span class="_ _1d"> </span>którego<span class="_ _11"> </span>reprez<span class="_ _8"></span>entowano<span class="_ _11"> </span>51,16%<span class="_ _1d"> </span>kapit<span class="_ _8"></span>ału<span class="_ _1d"> </span>zakładowego.</div><div class="t m0 x11 h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzenie<span class="_ _7"> </span>jednogłośni<span class="_ _8"></span>e<span class="_ _7"> </span>podjęło<span class="_ _7"> </span>uchwały<span class="_ _b"> </span>o<span class="_ _7"> </span>zmianie<span class="_ _b"> </span>statutu<span class="_ _7"> </span>spółki<span class="_ _7"> </span>oraz<span class="_ _7"> </span>o<span class="_ _b"> </span>umorzeniu<span class="_ _7"> </span>1<span class="_ _7"> </span>400<span class="_ _b"> </span>000</div><div class="t m0 x11 h6 ye6 ff2 fs3 fc2 sc0 ls0 ws0">akcji,<span class="_ _7"> </span>obniżając<span class="_ _9"> </span>kapitał<span class="_ _7"> </span>zakładowy<span class="_ _9"> </span>z<span class="_ _7"> </span>300<span class="_ _9"> </span>000<span class="_ _7"> </span>euro<span class="_ _9"> </span>do<span class="_ _9"> </span>160<span class="_ _7"> </span>000<span class="_ _9"> </span>euro.</div><div class="t m0 x11 h11 ye7 ff1 fs5 fc2 sc0 ls0 ws0">Wybrane<span class="_ _5"> </span>wska<span class="_ _8"></span>źniki<span class="_ _5"> </span>Investmen<span class="_ _8"></span>t<span class="_ _5"> </span>Friends<span class="_ _5"> </span>Capita<span class="_ _8"></span>l<span class="_ _5"> </span>SE:</div><div class="c x2d ye8 w8 h12"><div class="t m0 x2e h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">Wskaźniki</div></div><div class="c x2f ye8 w9 h12"><div class="t m0 x30 h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _8"></span>5</div></div><div class="c x31 ye8 w9 h12"><div class="t m0 x30 h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">30.06.2024</div></div><div class="c x2d yea w8 h12"><div class="t m0 x2e h13 yeb ff2 fs5 fc2 sc0 ls0 ws0">Aktywa<span class="_ _5"> </span>(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f yea w9 h12"><div class="t m0 x32 h13 yeb ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x31 yea w9 h12"><div class="t m0 x32 h13 yeb ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x2d yec w8 h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Zwrot<span class="_ _5"> </span>na<span class="_ _5"> </span>aktywach<span class="_ _5"> </span>(ROA)</div></div><div class="c x2f yec w9 h14"><div class="t m0 x33 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,48%</div></div><div class="c x31 yec w9 h14"><div class="t m0 x33 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,68%</div></div><div class="c x2d yee w8 h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>własny<span class="_ _5"> </span>(<span class="_ _5"> </span>w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f yee w9 h14"><div class="t m0 x32 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c x31 yee w9 h14"><div class="t m0 x32 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x2d yef w8 h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Zwrot<span class="_ _5"> </span>na<span class="_ _5"> </span>kapitale<span class="_ _5"> </span>własnym<span class="_ _5"> </span>(ROE<span class="_ _8"></span>)</div></div><div class="c x2f yef w9 h14"><div class="t m0 x33 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,49%</div></div><div class="c x31 yef w9 h14"><div class="t m0 x33 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,91%</div></div><div class="c x2d yf0 w8 h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Rentowność<span class="_ _5"> </span>netto</div></div><div class="c x2f yf0 w9 h14"><div class="t m0 x34 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">20,88%</div></div><div class="c x31 yf0 w9 h14"><div class="t m0 x34 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">25,93%</div></div><div class="c x2d yf1 w8 h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>zadłuże<span class="_ _8"></span>nia</div></div><div class="c x2f yf1 w9 h14"><div class="t m0 x33 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,41%</div></div><div class="c x31 yf1 w9 h14"><div class="t m0 x34 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">24,58%</div></div><div class="c x2d yf2 w8 h15"><div class="t m0 x2e h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>netto<span class="_ _5"> </span>(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f yf2 w9 h15"><div class="t m0 x35 h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">19</div></div><div class="c x31 yf2 w9 h15"><div class="t m0 x35 h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">35</div></div><div class="c x2d yf4 wa h12"><div class="t m0 x2e h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">Akcje</div></div><div class="c x2f yf4 wb h12"><div class="t m0 x30 h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _8"></span>5</div></div><div class="c x31 yf4 wb h12"><div class="t m0 x30 h11 ye9 ff1 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _8"></span>4</div></div><div class="c x2d yf5 wa h12"><div class="t m0 x2e h13 ye9 ff2 fs5 fc2 sc0 ls0 ws0">Cena<span class="_ _5"> </span>za<span class="_ _5"> </span>akcję<span class="_ _5"> </span>na<span class="_ _5"> </span>GPW<span class="_ _5"> </span>(EUR)</div></div><div class="c x2f yf5 wb h12"><div class="t m0 x36 h13 ye9 ff2 fs5 fc2 sc0 ls0 ws0">1,23</div></div><div class="c x31 yf5 wb h12"><div class="t m0 x36 h13 ye9 ff2 fs5 fc2 sc0 ls0 ws0">1,23</div></div><div class="c x2d yf6 wa h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>(EUR)</div></div><div class="c x2f yf6 wb h14"><div class="t m0 x32 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x31 yf6 wb h14"><div class="t m0 x32 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,008</div></div><div class="c x2d yf7 wa h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>cena-do-zysk<span class="_ _8"></span>u<span class="_ _5"> </span>(C/Z)</div></div><div class="c x2f yf7 wb h14"><div class="t m0 x37 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">291,68</div></div><div class="c x31 yf7 wb h14"><div class="t m0 x37 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">158,35</div></div><div class="c x2d yf8 wa h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>(E<span class="_ _8"></span>UR)</div></div><div class="c x2f yf8 wb h14"><div class="t m0 x36 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,87</div></div><div class="c x31 yf8 wb h14"><div class="t m0 x36 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">0,86</div></div><div class="c x2d yf9 wa h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>cena-do-warto<span class="_ _8"></span>ści<span class="_ _5"> </span>księgowej<span class="_ _9"> </span>(C/WK)</div></div><div class="c x2f yf9 wb h14"><div class="t m0 x36 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">1,42</div></div><div class="c x31 yf9 wb h14"><div class="t m0 x36 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">1,44</div></div><div class="c x2d yfa wa h14"><div class="t m0 x2e h13 yed ff2 fs5 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>płynności</div></div><div class="c x2f yfa wb h14"><div class="t m0 x37 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">245,75</div></div><div class="c x31 yfa wb h14"><div class="t m0 x36 h13 yed ff2 fs5 fc2 sc0 ls0 ws0">4,07</div></div><div class="c x2d yfb wa h15"><div class="t m0 x2e h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">Kapitalizac<span class="_ _8"></span>ja<span class="_ _5"> </span>rynkowa<span class="_ _5"> </span>(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f yfb wb h15"><div class="t m0 x32 h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>542</div></div><div class="c x31 yfb wb h15"><div class="t m0 x32 h13 yf3 ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>542</div></div><div class="t m0 x12 h8 yfc ff2 fs2 fc2 sc0 ls0 ws0">Zwrot<span class="_ _5"> </span>na<span class="_ _5"> </span>a<span class="_ _8"></span>ktywach<span class="_ _5"> </span>=<span class="_ _5"> </span>zysk<span class="_ _5"> </span>netto<span class="_ _5"> </span>za<span class="_ _9"> </span>okres/aktywa<span class="_ _5"> </span>ogółem</div><div class="t m0 x12 h8 yfd ff2 fs2 fc2 sc0 ls0 ws0">Zwrot<span class="_ _5"> </span>na<span class="_ _5"> </span>kapitale<span class="_ _9"> </span>własnym<span class="_ _5"> </span>=<span class="_ _5"> </span>zysk<span class="_ _5"> </span>netto<span class="_ _5"> </span>za<span class="_ _9"> </span>okres/kapitał<span class="_ _5"> </span>własny</div><div class="t m0 x12 h8 yfe ff2 fs2 fc2 sc0 ls0 ws0">Rentowność<span class="_ _5"> </span>netto<span class="_ _5"> </span>=<span class="_ _5"> </span>zysk<span class="_ _5"> </span>(<span class="_ _8"></span>strata)<span class="_ _5"> </span>netto<span class="_ _5"> </span>za<span class="_ _5"> </span>okres/przychody<span class="_ _5"> </span>z<span class="_ _5"> </span>odsetek</div><div class="t m0 x12 h8 yff ff2 fs2 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>zadłużenia<span class="_ _5"> </span>=<span class="_ _5"> </span>zobowiązania/aktywa<span class="_ _5"> </span>ogółem</div><div class="t m0 x12 h8 y100 ff2 fs2 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>rynkowa<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>=<span class="_ _9"> </span>kapitalizacja/liczba<span class="_ _5"> </span>akcji</div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3caZflZH3b+9zz/e29VdXW3ulvqltTaFyQksWOMEBiBRggbbLPYEA5O7OCxJ7ZziB1mOPGQFxPHc5JM5jjOjGdsPMs5HI/NeIbgeLwlJgFig2XAQSChXaBGIKlRS713bff+/89vXtyqVksWizE+w8Sfz6tSqbrq6tbtc+5Xz/Jr/XwcSra+tVlEvzCavvS67k2v2Pn66/cstlGWIc4Yh/LnPXgw3/Nbp37j1nrgyLhbGFZn01/6Dxuv+x+P7T9rYZxt1K0ePTX+Pz5yaufiZDQ/qLLZNu2hw/nRe1o3WTh8aojoa5bjJ+LjD00fOjLdGEallbN2j/7pu8/52Z/aURa7u0797E0/8MvL27fv3LX79pXrHjjYP+ODObL7JX/04Ik/v+NrbTr7n/7k5Gte/4aFhafMY3neS17+uXbD8qT8+q//+vwz+/Zf/KnVF9z28LG7Pn/X7Xd+4q7bP3v3Hbf/i5//bx544AF/LwAAvjnla7+h5GuVyTB88d+/aG3t2N/+mbWFxW4yWSjj+mf3HnrLd2z/ubftyhIRdTTEbYfP/dzhcxZHi6Nxjkfj0Whcau1qNyql60rXdV1X51PYS7Ros9KGyGEzBnKINiuRNbKL/p9+4PbW1j7wX17RStfqcP/BhYNHlz740bv/hx87byjrC7N++AYedpYyydkf3xP79i4965x+KFEiI2pE+9N7R/ce2z6OEmVywe5TL758dtZoo0WUbly7rsRC1kl0XZZSSy05H/Neaut/908e+9Q9/axfm82G1lprLTNbZma2jPkHQ0TNlllmWTfWc9qyG+X28ahmRgx9LdnX9VnWSVtq0dc2P/peMobSRWtrszrq2qTGEO3UtDs5HdrQlrLecOPyT//I4u6zRg8dv27X1f/t1dc878nSWFs7cODAJZdcsrz8DLNf7r//gd27d+3du/fMT/Z9f//99+/fv3/Xrl1P+/rW2r333rdnz+7zzjvv9Bc/8sgjp/8iZZSIvOSSS/zVAAD4ZsqkFNu6vnl33vEf949P3nrb0CIjMku9+6FjV+3r3vOWvZGtZLQ6TMvi5x9frmV+m3DXIlpkF7G1IlLOqMQSUeeRUKKWqBk1YihRorQupx+68+in73/sN9/zwqGUiCytxlAnOX3Jteffet/qd121MZTJfCvU11ajzWq54ryFP7575YqzJ13JFlFjemR94YuHa60ZpZbSHzyx/KHP9S+5LC7evV5aZoyitsi+tYxaM8o8OiJzKLNXv3jv3Q9+6WhfIr5qH9UskV1kjiPHi5vpETFkZER0LbK05Um0yKHm1qVc0SJKtiixbdSylo2hnVpr09gYlTh391k/+XdGr37xrtXS7jz+o6983bsmk6eMVlxaWrr22mu/2uO56qpn/flPjkajr/ZHaq3XXnvN075YigAAfAvZ1vXNe/zhT2XUO+9qJbJF98XHjm+snvrnP3L+Ure5lajLeuDYtlNDNx8GEk+ZW/LkDbyZUUrJrXfr8wuyNsfHz8edZH7+if5//d3bfuYNlz//0ijRbQVNZuku27t036MxtKWIb2gFrGS0KLt35cbG7GN3T6e5WKKtDUu33jtMc6lEn5vfvJ1q3R9//qxPHdgzzYyyltln9CX6mn1pfWl9bX1pfRlieTK74QXbo/QRNcpfyULcrMSJteHYqX6aZVRGP3DLub/ySzte+eJdD5y6ZPXc//vmN/7s08oEAID/37Fy8pewcaDtGB56qEb0x0+Ug0dO/sIPX3rVuaMWGbVFRM184NC2jHzyMuCtLoknb+DKJ3Nl/pkS3Xz9o9T5fJOTa8M/e/+f3XDNzp/4nn2RQ8SQZb7A0lrpSvSXnL/v0184+B1XtCglcvS05YsamfNTHPNrgUvWiFqHfXvGnz84PrJy7OJ92x4+PD2yslTrLHPzCP4QtWtdluH+QwsnVxdfdlXdvjgtQ5bsWzeO0mpGi8zMbwRv8QAAIABJREFUEjUivvPZuz52x9Ejh+cXan0L+iRLF9lKZEau9bm2PlvPcSmTa59V3/mj5151xdpGP75j5Sde9T1/1wF0AABx8tfdUv3ikN2BR44dn3YPHzrx7jec/6bv6FrLeXtkxP1Hz3pkZXEy6uZZcOYWrjP+Keb38kacnikSkbE1fTGnbfwv/tWfXnzu+Jf/iytLzCKjldrlkG08ndUSrZSYdLExnH3oxPo5Z62UMi2te+q7/Igyra1r8xEl0UVGRFtcGEfm4RPjYyciR6NSh4hSos7bIqNllPkf/vKp3Y/dtv7s/fXqC/vdo3EtOZQ2RCklIzJjyIhxN7vpxXs/+KFHa9Yhhm/BSzNnLep6ayvT2OgjY3L5eeWH/8aOG69fnJXhzsNvv+76n3rNBRd5HQIAiBNi58LBU6fy2Go+cvjUW1+5+ydvXprFpIu+ZM5yuO/xsz/5he2x0Ep0W3dPlTMGw0eUsrVsMk+XMxYcSmSUEq1E/Orv3Laysvr+f/jshYVRiVlEZGRm+cLjk9X1USktopbIvo7uemzH7hPlir399sWVml3J2tdSsnWtPjbknffnq7YOU5Qya2356NFjURai5FCHElE29/jl6XuyTrfNqM1mrX7uy9vufqjtP3d29Xmx/5xSS5SMGq3FKMqQ2X3nFds+uqc7fLh9k2myFW2ZEaWuD+3U+rAxlNLGZ+/a+JtvOef1r5p0k7jvyHde8sKfe81NV3oFAgCIEzYtj44+cXT2yPHpd16+9J63nhXDYu2mEaVEufeJ+uE7to23lUkrLYZRdk++089aspTcPO+TmWXrw/kqRET2NWu2yP63P/aFT9x94P3/4AVnLWUffckWETVqZtsYclazZMwnwpfMEnlkZXJ4Jfctnrd319Edi9PM/qEn4o/uXr3n0eGdr9ke0UXMiyIfODQ9vFozh4hSstSoJWtGiZiviNSStT15n2/NaBnZannwsfLgwZiU2Z5ds50Lk7W28frnR2RpJWppN75gzwc+fGh+jv0v+HRu3s2VpQ0ZK2vD+qwMJceTfMMtyz/0hgt37jh6cO38E/VdN775rV57AADihKeYtR3/5FeP7Ns+/MKP7V/OUd/1o9ZadK20R5/Y2ZfZKCLiKcchnnGGemydPMktXUbN8vG7Dv2f/+Gz/93fvvLF++drLFupkLOujffuWD+xun044zB9RIuMzMWDK9NHVratre/4pT+4d2N9+k/efsFPfs9q5nizOzIefGLy6fvWI0Zbgz7yqQ9mvoizuT9tvlJz+nFGq9lyJcrJQ3WY9fc+cvJFly7s3zGJbiOje/5V5/zbjx88vvYXLZP5ndYxzW5lrV+fzYaIXFj6/htHb3/jzn17yhP96M71n3vFf/a3njZ+BAAAcUJExHs/OPnIJ1fe/zNXnr+9tehrtoxR1sioDz+WQ92IthjPNEZm8wBKzu/b2jqjkllyMxNqi1mO7n3g4Xe/6bK3vHjbtKs1o8t+vrQQMZRhsrwwK087d541IyJazdpy9L6P3F+G9d9894UXn1Vz2NllRsnW4tMH2j0Pt1mbRMy2Bt3Mv20rWaPV6CLn0dLq1lazcjpOMjIj61Bb6zLWL967/BsfPfJfvXFPyZKlLI6mz7n6nI/ffiTy6xyLz/m4ycj5aknf8tTGcGK23kq3UBdf/V2L73jTtv3njlZz6bPH3viSV//9a3fv9pIDABAnPIPf+/3f+5Vf+4///G9d/qIL+750pZWILkqrMRw5NXnsZIy2ldLyq7wv3zz6vrlgsvW+f378fH48fhTtx9/w0scf//SBJ2aX7R210mJ+OiUzYjyMjp9a3ZlRz5xxntHm37i2+Hd3PHLg4aO/8Z5LL9++NCsrETGUmM0mf3J//9jhUWTtsg1RnzyDX+Y/NkuWEiUzS7QyvywsskWJzBabSzQZ2UpmZGY3rsMdB04dObFr186FiCEyvuPa7bfedryVr3PwpG4+8roeZWW9rU77FqNxxI0v3fW2HxhdfkG3HqPPHv7+593wM7fsv9DrDQBAnPDM7rvvvh/5mz/yozfufeNL5oMFT+9iai26zz3S9ZGjVocybW2UT97G9dREya1IidJai4g2f8Mf83HqMURM47K69HDEEHF671aUbKs5Onh4+5nf6swf8bmvrP3epx7++bef/7xzh75NS3ZD7demS5+4tz98clvG7OusaWyOXNn6iaWc+QPyz7lkz873fezou15/9vw2sEvOXrr0gnrg0a8TJxkxG8rJjWE6nQ0lRrW+6vrlH3jj5PILa+bk9iO3XPWiv//aV1/hxQYAIE74Wm699daXP3vnu968nGXoo9T5rb9Rhph0Of3Mg9MSpWRGlpJZ48zbgp/pXfrmzq5+vs+rtowsUYaMPO/sncfWL5r26+M61Mghog1t1tdT69EPXcYQsXndb0RXchZZHz++8r996PNvuWHPW1+6lK1GGUrWfrrwyfuGYyvbSvZfLUjK5tCSjJalROSQ0UopkbVmbRkxn2vSWmQp+eSB98Xx8Km7V1Zv2bM8iiwtol7//D0HHjn0tAQq0VopLWpEzoZ+ZT3XZ30OC+PF7rWvXHzT9y1fvK9ruXjP4Zdf9Ny/95qbnuNlBgAgTvj63vGOd1xyzsLal967FIdKZt/N92blyZP5h3e1w8fqZNvp7sjWnmF312aqlM0NVS2z1s1Vk81hiZubrNqs747322vJGm3WMjPb0EdrGZtDFVuWoYxK9hH1wa+c+tUPPfjiZ9V//IM7s0TJFlmitU8cmJxcnWyddd+8zviZ+mRrwspWT+TWbq9obfOETG62Vps/mNbqUPds737nttW3XL/cZRdRnnvFOf/PwsGTG0/+iNOn9jdm05X1fr0fDd2we9vke1+77Xtfu+2cHW0ok7sPv3z/tX/vppue5wUGACBO+Au46fvevrb6xi/81nfvXntsdbb02S+sf/zu6T0HN7pc2rM8jLO11tq8TM54Iz8PgNODFud3YrXMGtGiRebmjV2bx1JaRptPSi85RLS6dXFWi8ytb5KRozac6uO3//SRj37uoR986e6fe9O+HLfx0Fp0GfWOg6PjJyf5NQcjbh10z4gWmyNMto7yZ2a2eHLzWGZG26yjjIxpHc5ZXPjwnx168/XX1LKWMdrWTa+4dNft9x2frwFFlNbi5EY5tT6d5VCyO293++5bzvm+1yzuWlpdKUt3HHnlZc//uze9+hqvKwAAccI3Y2nbtoPbbtp3/vt+6/9a/+C/P74w3j6edGXUTqzn8nKbry5kDtn6yFG0PrJEK5GltIioWUtszieZ58YQLbMNJVtEi9IiWp4+hVKiRM6HjeQ8WiJLlpqZ2T9wcOV/+bf3lxh+8ccueN21yxkthuhL18Xs0eM7vnS4y3LGuZg48/bhpwRK5NBqqZvn4COf/HzLnK+6nLFDrW2uokSWmtNDR/LLh1au2Nv1NWrrrtg/ueO+bFHX+2FlY7o27Yc26YbRc69efN0ty9/1srIY3aksnz7+E8996Q8b9A4AgDj5y7ryBT+08aX3v+67R3/wR0dnMR23bSVKP7QT622yGDFfMNncBPXkx1v7tjJPb+KK+VmOqHH6C1pmmw9MzHlZlHL6kq/TldHn6N98+uAHPv7Azc/b8fNvu2DPcpcxzOcy1sjjs8W7DmaLhYjp6VH0X13Ot4rlmV9Wtu483vyKrVyKyDPWhSLiwrOW/uCzx3/65l3jFrWNtm8fn1gfTmy0jaGV1i0vTl5xw9Itr4lnX7itlv7Q9Lx717/3hTf8+Gv37vMqAgBAnHwLXHb5sz5y283Xnf1v3vQ9Oz/w+7OWfUbNyJWNfsd0tjSu0Vq2+R6vJ9VaskXUWrPlfHBiaZGtbF6U1Vq2EvOjHlHO3OK1dTIkWsnIjda/798duPWug//1my94xysXS3aRfcmulWEjJkeO1Qe+MlmfLpQy+9oDR+KMeYuROT8JszmKJTNbZLbMbFsrJ/MwyRwyhowhskUpu5f6W+849lM3nz/OlYxy/q7uyou233bfiWueNXnNK7e//GXdznEO3eTA0Ss3tr3t+hvf8pzFRa8fAADEybfSs1/2nrW7Pvbm7zv1Z7fnlw9ttDYqpbRsx0+tLkzGo3GMzsiSzdWGVuaDEjNO3+U1RBkyo0S2+RCRmF+f1TKHzRzZuuM3I0rrhxj/8u/ff89Dj733nRe+8vJtXRv6bijzYynD0qfuXTgVJbIrMWR+3TWT06GSMWR2LbOUWp7p3+dmqLShRbaMoWXJNmTZmPUPPrJ6YqPfNS5Z+v176nvedv7x3HP2latD6Vf7HZ878urzr/qhl934Eq8ZAACeUfUU/CXtv+DCA/GuxTr6Bz+xbdfieHOuYstpdodXZivT1tpTlk7O3Nx1+lPt9Jn5bBltXgBt84R6xOYSxub2sJbRl/bBW7907xcP/e/vvOhVl49qXWs1S279NsfrsRDDUw+WfPW7jLey5IwfFdmyPX2eyfzBx+lRJ620IWbT4fG1fPjI2qPH11vmg186kqWLiMwuI5d3tPuPPef+6T867/qP3/yD//K65ykTAAC+Kisn3wKvvuUdH/qtB1+w79f/4U/v/O9/de3kWs2ctjbuh3b01Fqrcc54PG5DDNPWldZqa/MszFGNrcmGrUSrOT/1nhFZs5UcWrQSbT7/JMvWQZTW1obR2sqpX/zxy66/aNZHRnYRQ435JVuRORrXrFm+sYc/P38/ekqoxBCxua4TGRllKNm1vkWJLH2braxNT61PT63mRj9k3+/cU264bscFX9x4/GRm9lnmd4jlg8df8eq/8yteIQAAfCNOnyLgL+sPP/juF+7+Vw8eyl98bxw5Nl4cD5PJ4nhxYTJZ2LbQ7Tlrx/btSwvjbjwej8ejrtZSyqhGKfPuGCL6Lks3D4HS5nESkV0MNUqpLWJz4WVoEdFPouxeXqvRZjnqss/MiDKfqNLn8PDhpX7oWvSnFz2GYWhDDFsys+/7zQMkESW6LCVKLTHaipoS8zWQyJalz7qxMZyczVY2phvrZZqtzfr952684PndC58zuvSiWOjLSowOPnT2hX2f85H20d+z6z+/5a3v9NoAAODrl8l8Ep84+ZbIzD/81//oxbt+89BK/ubvHL/t03vrUr+0MFoYLY0mC5NJ3b60uGfntu3bFsejWmspXdfVqFEis0YfOXQZtWQp81WUrTgprSslSivRhmHYPBsfrc8yxJCti6G1za1WpbXMiCGzRattGLL7GnEy9H2bx0mJkl1GiVpOL6ZlRMaoz9nqtF9Z71Y3ptPMyG4U65deOLrmuv451y6ed04/yo1ZWXr4yFUnRzdf+dzvvfSyK48cfmL+iposLOzYsdMLAwAAcfL/jQ/97i88f/l/rm3bZx468a9/e8cTx8d1cbww6hYmC+PxZDwe71jsduxY2rY4ntRWa3Sb1/S22oaulFIzc6iRNfv5nq8uWtSs0bporcWZZz/60+Pa23zMfMzPiQxZn3ZWZNMZcdJay35oJdv8+q/sokSW2kqdZV3bGNambWXa+tYNJSLa9qVy7eXt6mvXr7lix/K2lUlrQ46/cOx5q4uvefbzXnfhRZf41QMAIE6+7dz+mU+c+tI/vmLHA7My++Rt8dGPbz+xujxZmIxG4/mervFkNO7a8sJoeWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8g3EyXzmZf3BmnGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TXPLu/9OLadRvRtq208tCxG8pZNy+vnNx91g6/7m9nC9t37b74Gs8D8O1vx7n+JxcgTv7KtNY+9uH375m+d9+2x9ejfPau8W2fWTj4xNJkPOlG4/E4alez1HFGrbmw0C2NY/ukLHRdiVZjqJGjkpGt1OhKK6XUaDWGoQ1tPpe9RWYOmzNKokVprWXUoZXImC+wbF25FTm01oY2DEPmMOQw9LOhX1vPlbXZysbG6sZ0NistatZxlFHt8ry95corJldeMb380tGu5b6LOivx2Kn9h6Y37jn/xue+8BWLi4sR8d7vXvCLBgD4lrjyVX/j5p/9NXEiTv4Kra2u3vqRX9tf37dn4VAbxVceH939+dHnH9x17NSOWsuotFImWWZRWmbtclYyF8bdZFS3TYbFcZ10ddLVcclR6bvsS2Sfm6NP5nMRW4zmcVKyzq/+HbJFZN+2jqBkHYbYmA3r0+nG+sapvm2sz1ZXp+uzvm/TbCVz1FqZLPWXXdRdesnkskvi0ksmO7ZF6VYyc7Xf/tCxlw6LL7v86puuuPLqp/3XnXzsIb9i/ryv3P2nngTg299Dn/wDTwLfVs679mXP+f6fFCfi5K/cdDr95J/8bjvygWfv+kyUaav18PHRQ19e+uLDex4+VPpZKdll9hGlZSvZl9a3Ukrru2g1c2FURqOYjMqoRmlZu1rL/JhKtijzu4dbKW1o/VD6vgxtmA4tW/bDMO1bP8tZmy+5tD5zGKL1w9JkOHdvvfCCuPjCvOii2Ld3VKNE1qzTk9Mdj558/nT8kn0Xveza57xoPB77DQIAIE7+U/Poow/f85nfG69/+NJdd467aY2+ZffE0dFXHt926InJkSPjI8f71ZMt+3Hf9RG1ZNScRgwlSkTL1mfrIrM9Oe99c+piliyltIxotWY3ZEaZb/xqWdZ37uh2787du/s9e3LvnrZvb561c1RbycihxizqV45fdmL2gvGO6y687KWXX3lVrUZzAgAgTv56OHnyxJ2f/fjJQx/bM77tvO2PTMqp+WiRjG6j746emB0/2q2c7E6eqCfXYrpe19fG62v9bNZvTKO1FlHmXz8a53jclVq6Lkop43FZnAw7luvy4sbOXW3nrnLWWXX7zjqpQ8khylByNJTJ+jB+/OSFJ/ur6/J1+/a/4IqrnrO0tOSXAgCAOPnr7sSJ45+//44jj90zrN27XL68e9vDe5aeiJyUslGiz+yijYZumjVKdl3LsjmBJCIia2a0iFLbOEopUaL1pcyiRMtJi9pHHDl1/omNCzbi0rrtkp17Ljv3vMsvuvgyayMAAIgTvr6TJ0888uUDJ45/ZeXEwdn64WzHR/3xcZyIsjaq609u6Ypow2LmUotxlq5FDnWx1Z3d+PzR5Kyduy88Z9/FF1x4cdd1nlIAAMQJAADANxontvcAAADfFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4sRTAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnHgKAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwBPqrX4AAAOM0lEQVQAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIE08BAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAPy/7dchAQAAAICg/6+9YYAJNgHAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5kQAAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDmRAAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAAAAAANgL7gvl3OnjTLYAAAAASUVORK5CYII="/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">11</div><div class="t m0 x12 h8 y87 ff2 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _9"> </span>=<span class="_ _5"> </span>zysk<span class="_ _5"> </span>ne<span class="_ _8"></span>tto<span class="_ _5"> </span>za<span class="_ _5"> </span>okres/liczba<span class="_ _5"> </span>akcji</div><div class="t m0 x12 h8 y101 ff2 fs2 fc2 sc0 ls0 ws0">Cena-do-<span class="_ _0"></span>zysku<span class="_ _5"> </span>(C/<span class="_ _8"></span>Z)<span class="_ _5"> </span>=<span class="_ _5"> </span>kapitalizacja/zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>netto<span class="_ _5"> </span>za<span class="_ _9"> </span>okres</div><div class="t m0 x12 h8 y102 ff2 fs2 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>=<span class="_ _9"> </span>kapitał<span class="_ _5"> </span>własny<span class="_ _5"> </span>ogółem/liczba<span class="_ _5"> </span>akcji</div><div class="t m0 x2d h8 y103 ff2 fs2 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>cena-do-<span class="_ _0"></span>wartości<span class="_ _5"> </span>księgowej<span class="_ _5"> </span>(C/WK)<span class="_ _5"> </span>=<span class="_ _9"> </span>kapitalizacja<span class="_ _5"> </span>/<span class="_ _5"> </span>wartość<span class="_ _5"> </span>księgowa</div><div class="t m0 x12 h8 y104 ff2 fs2 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _5"> </span>płynności<span class="_ _5"> </span>=<span class="_ _5"> </span>aktywa<span class="_ _5"> </span>obrotowe/zob.k<span class="_ _0"></span>rótkoterminowe</div><div class="t m0 x38 h8 y105 ff2 fs2 fc2 sc0 ls0 ws0">Kapitalizacja<span class="_ _5"> </span>rynkowa<span class="_ _5"> </span>=<span class="_ _5"> </span>cena<span class="_ _5"> </span>za<span class="_ _5"> </span>akcję<span class="_ _9"> </span>na<span class="_ _5"> </span>GPW<span class="_ _9"> </span>x<span class="_ _5"> </span>liczba<span class="_ _5"> </span>akcji</div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">12</div><div class="t m0 x11 h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">III.<span class="_ _b"> </span>ZASADY<span class="_ _7"> </span>ŁADU<span class="_ _b"> </span>KORPORAC<span class="_ _0"></span>YJNEGO</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">Oświadczenie<span class="_ _13"> </span>Spółki<span class="_ _1d"> </span>w<span class="_ _13"> </span>z<span class="_ _8"></span>akresie<span class="_ _1d"> </span>prz<span class="_ _8"></span>estrzegania<span class="_ _1d"> </span>Dobrych<span class="_ _13"> </span>Praktyk<span class="_ _13"> </span>Spółek<span class="_ _13"> </span>Notowanych<span class="_ _13"> </span>na<span class="_ _1d"> </span>GPW</div><div class="t m0 x11 h6 y106 ff2 fs3 fc2 sc0 ls0 ws0">2021<span class="_ _15"> </span>oraz<span class="_ _15"> </span>Zasad<span class="_ _15"> </span>Ładu<span class="_ _15"> </span>Korpor<span class="_ _0"></span>acyjnego<span class="_ _15"> </span>jest<span class="_ _15"> </span>dostępne<span class="_ _15"> </span>na<span class="_ _15"> </span>stronie<span class="_ _15"> </span>internetowej<span class="_ _15"> </span>Spółki</div><div class="t m0 x11 h6 y107 ff2 fs3 fc2 sc0 ls0 ws0">www.ifcapital.pl,<span class="_ _9"> </span>w<span class="_ _7"> </span>sekcji<span class="_ _7"> </span>„Regulamin”,<span class="_ _9"> </span>„Dobre<span class="_ _7"> </span>praktyki”<span class="_ _9"> </span>na<span class="_ _7"> </span>ład<span class="_ _9"> </span>korporacyjny.</div><div class="t m0 x11 h6 y6b ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _13"> </span>latach<span class="_ _13"> </span>2024/2025<span class="_ _1d"> </span>Investment<span class="_ _13"> </span>Friends<span class="_ _13"> </span>Capital<span class="_ _13"> </span>SE<span class="_ _13"> </span>podlegała<span class="_ _13"> </span>standardom<span class="_ _1d"> </span>ładu<span class="_ _13"> </span>korporacyjnego</div><div class="t m0 x11 h6 y108 ff2 fs3 fc2 sc0 ls0 ws0">zawartym<span class="_ _1a"> </span>w<span class="_ _1a"> </span>dokumencie<span class="_ _1a"> </span>„Dobre<span class="_ _1a"> </span>Prakty<span class="_ _0"></span>ki<span class="_ _1a"> </span>Spółek<span class="_ _1a"> </span>Notowanych<span class="_ _1a"> </span>na<span class="_ _1a"> </span>GPW<span class="_ _1a"> </span>2021”,<span class="_ _1a"> </span>które<span class="_ _1a"> </span>zostały</div><div class="t m0 x11 h6 y109 ff2 fs3 fc2 sc0 ls0 ws0">przyjęte<span class="_ _11"> </span>uchw<span class="_ _0"></span>ałą<span class="_ _11"> </span>Rady<span class="_ _4"> </span>Giełdy<span class="_ _11"> </span>nr.<span class="_ _11"> </span>13/1834/2021<span class="_ _4"> </span>z<span class="_ _11"> </span>dnia<span class="_ _4"> </span>29<span class="_ _11"> </span>marca<span class="_ _4"> </span>2021<span class="_ _11"> </span>r.<span class="_ _4"> </span>dla<span class="_ _11"> </span>spółek<span class="_ _4"> </span>notowanych</div><div class="t m0 x11 h6 y10a ff2 fs3 fc2 sc0 ls0 ws0">na<span class="_ _9"> </span>G<span class="_ _8"></span>łównym<span class="_ _7"> </span>Ry<span class="_ _0"></span>nku<span class="_ _7"> </span>GP<span class="_ _8"></span>W<span class="_ _9"> </span>-<span class="_ _7"> </span>„Dobre<span class="_ _7"> </span>Praktyki<span class="_ _7"> </span>Spółek<span class="_ _7"> </span>Notowanych<span class="_ _9"> </span>na<span class="_ _7"> </span>GPW<span class="_ _7"> </span>2021”<span class="_ _7"> </span>(Dobre<span class="_ _9"> </span>P<span class="_ _8"></span>raktyki</div><div class="t m0 x11 h6 y10b ff2 fs3 fc2 sc0 ls0 ws0">2021).<span class="_ _1f"> </span>Wypełniając<span class="_ _1f"> </span>obowiązki<span class="_ _1f"> </span>informacyjne<span class="_ _1f"> </span>dotyczące<span class="_ _1f"> </span>stosowania<span class="_ _1f"> </span>st<span class="_ _8"></span>andardów<span class="_ _1f"> </span>ładu</div><div class="t m0 x11 h6 y10c ff2 fs3 fc2 sc0 ls0 ws0">korporacyjnego,<span class="_ _1a"> </span>Investment<span class="_ _12"> </span>Friends<span class="_ _12"> </span>Capital<span class="_ _12"> </span>SE<span class="_ _12"> </span>kieruje<span class="_ _1a"> </span>się<span class="_ _12"> </span>zasadami<span class="_ _12"> </span>skutecznej<span class="_ _1a"> </span>i<span class="_ _12"> </span>przejrz<span class="_ _8"></span>ystej</div><div class="t m0 x11 h6 y10d ff2 fs3 fc2 sc0 ls0 ws0">polityki<span class="_ _9"> </span>informacyjnej<span class="_ _7"> </span>oraz<span class="_ _9"> </span>kom<span class="_ _8"></span>unikacji<span class="_ _9"> </span>z<span class="_ _7"> </span>rynkiem<span class="_ _9"> </span>i<span class="_ _7"> </span>inwestorami.</div><div class="t m0 x11 h6 y10e ff2 fs3 fc2 sc0 ls0 ws0">Spółka zobowiąz<span class="_ _8"></span>ała się<span class="_ _17"> </span>do s<span class="_ _8"></span>tosowania wsz<span class="_ _8"></span>ystkich zasad<span class="_ _17"> </span>ładu korporacyjnego<span class="_ _17"> </span>zawartych<span class="_ _17"> </span>w</div><div class="t m0 x11 h6 y10f ff2 fs3 fc2 sc0 ls0 ws0">„Dobrych<span class="_ _9"> </span>P<span class="_ _8"></span>raktykach<span class="_ _9"> </span>Spółek<span class="_ _7"> </span>Notowanych<span class="_ _9"> </span>na<span class="_ _7"> </span>GPW<span class="_ _9"> </span>2021”,<span class="_ _7"> </span>z<span class="_ _9"> </span>wyjątkiem:</div><div class="t m0 x39 h6 y110 ff2 fs3 fc2 sc0 ls0 ws0">POLITYKA<span class="_ _9"> </span>INFORMACJI<span class="_ _7"> </span>I<span class="_ _9"> </span>KOMUNIKACJ<span class="_ _8"></span>I<span class="_ _9"> </span>Z<span class="_ _7"> </span>INWESTORAMI</div><div class="t m0 x11 h6 y111 ff2 fs3 fc2 sc0 ls0 ws0">1.2.<span class="_ _7"> </span>Spółka<span class="_ _b"> </span>umożliwia<span class="_ _b"> </span>zapoznanie<span class="_ _7"> </span>się<span class="_ _7"> </span>z<span class="_ _b"> </span>osiągniętymi<span class="_ _b"> </span>przez<span class="_ _7"> </span>nią<span class="_ _b"> </span>wynikami<span class="_ _7"> </span>finansowymi<span class="_ _b"> </span>zawartymi</div><div class="t m0 x11 h6 y112 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _b"> </span>raporcie<span class="_ _b"> </span>okresowym<span class="_ _b"> </span>w<span class="_ _7"> </span>możl<span class="_ _8"></span>iwie<span class="_ _7"> </span>najkrótsz<span class="_ _8"></span>ym<span class="_ _7"> </span>czasie<span class="_ _b"> </span>po<span class="_ _b"> </span>z<span class="_ _8"></span>akończeniu<span class="_ _b"> </span>okresu<span class="_ _7"> </span>s<span class="_ _8"></span>prawozdawczego,</div><div class="t m0 x11 h6 y113 ff2 fs3 fc2 sc0 ls0 ws0">a<span class="_ _14"> </span>jeżeli<span class="_ _14"> </span>z<span class="_ _14"> </span>uz<span class="_ _8"></span>asadniony<span class="_ _0"></span>ch<span class="_ _14"> </span>powod<span class="_ _8"></span>ów<span class="_ _14"> </span>nie<span class="_ _14"> </span>jest<span class="_ _14"> </span>to<span class="_ _14"> </span>możliwe,<span class="_ _14"> </span>jak<span class="_ _1a"> </span>najszy<span class="_ _0"></span>bciej<span class="_ _14"> </span>publ<span class="_ _8"></span>ikuje<span class="_ _14"> </span>co<span class="_ _14"> </span>najmniej</div><div class="t m0 x11 h6 y114 ff2 fs3 fc2 sc0 ls0 ws0">wstępne<span class="_ _9"> </span>sz<span class="_ _8"></span>acunkowe<span class="_ _9"> </span>wyniki<span class="_ _9"> </span>finansowe.</div><div class="t m0 x11 h10 y115 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _15"> </span>Spółki:<span class="_ _20"> </span><span class="ff2">Spółka<span class="_ _20"> </span>publikuje<span class="_ _15"> </span>raporty<span class="_ _20"> </span>okresowe<span class="_ _15"> </span>w<span class="_ _20"> </span>terminach<span class="_ _15"> </span>wy<span class="_ _0"></span>nikaj<span class="_ _8"></span>ących<span class="_ _20"> </span>z</span></div><div class="t m0 x11 h6 y116 ff2 fs3 fc2 sc0 ls0 ws0">obowiązujących<span class="_ _9"> </span>S<span class="_ _8"></span>półkę<span class="_ _9"> </span>przepisów<span class="_ _7"> </span>prawa<span class="_ _9"> </span>Estoni<span class="_ _8"></span>i.</div><div class="t m0 x11 h6 y117 ff2 fs3 fc2 sc0 ls0 ws0">1.3.<span class="_ _7"> </span>W<span class="_ _7"> </span>swojej<span class="_ _b"> </span>strategii<span class="_ _7"> </span>biz<span class="_ _8"></span>nesowej<span class="_ _7"> </span>spółka<span class="_ _7"> </span>uwzględnia<span class="_ _7"> </span>r<span class="_ _8"></span>ównież<span class="_ _7"> </span>tematykę<span class="_ _b"> </span>ESG<span class="_ _7"> </span>(kwestie<span class="_ _7"> </span>z<span class="_ _8"></span>wiązane<span class="_ _7"> </span>z</div><div class="t m0 x11 h6 y118 ff2 fs3 fc2 sc0 ls0 ws0">ochroną<span class="_ _12"> </span>środowiska,<span class="_ _10"> </span>odpowiedzialnością<span class="_ _12"> </span>społeczną<span class="_ _10"> </span>i<span class="_ _1a"> </span>ł<span class="_ _8"></span>adem<span class="_ _12"> </span>korporacyjnym),<span class="_ _10"> </span>w<span class="_ _12"> </span>szczególności</div><div class="t m0 x11 h6 y119 ff2 fs3 fc2 sc0 ls0 ws0">obejmującą:</div><div class="t m0 x11 h6 y11a ff2 fs3 fc2 sc0 ls0 ws0">1.3.1.<span class="_ _4"> </span>zagadnienia<span class="_ _11"> </span>środowiskowe,<span class="_ _4"> </span>zawierające<span class="_ _4"> </span>m<span class="_ _8"></span>ierniki<span class="_ _4"> </span>i<span class="_ _11"> </span>ry<span class="_ _0"></span>zyka<span class="_ _4"> </span>z<span class="_ _8"></span>wiązane<span class="_ _4"> </span>ze<span class="_ _11"> </span>zmianami<span class="_ _b"> </span>kl<span class="_ _8"></span>imatu<span class="_ _4"> </span>i</div><div class="t m0 x11 h6 y11b ff2 fs3 fc2 sc0 ls0 ws0">zagadnienia<span class="_ _7"> </span>zrównoważonego<span class="_ _9"> </span>rozwoju;</div><div class="t m0 x11 h10 y11c ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _b"> </span>Spółki:<span class="_ _b"> </span><span class="ff2">Działalność<span class="_ _b"> </span>S<span class="_ _8"></span>półki<span class="_ _b"> </span>polega<span class="_ _b"> </span>na<span class="_ _7"> </span>udz<span class="_ _8"></span>ielaniu<span class="_ _b"> </span>pożyczek<span class="_ _b"> </span>gotówkowych.<span class="_ _b"> </span>Spółka<span class="_ _b"> </span>nie</span></div><div class="t m0 x11 h6 y11d ff2 fs3 fc2 sc0 ls0 ws0">jest<span class="_ _9"> </span>w<span class="_ _7"> </span>stanie<span class="_ _7"> </span>określić<span class="_ _9"> </span>wpływu<span class="_ _9"> </span>udz<span class="_ _8"></span>ielonych<span class="_ _9"> </span>pożyczek<span class="_ _7"> </span>na<span class="_ _9"> </span>kwestie<span class="_ _7"> </span>kryteriów<span class="_ _9"> </span>ESG.</div><div class="t m0 x11 h6 y11e ff2 fs3 fc2 sc0 ls0 ws0">1.3.2.<span class="_ _14"> </span>s<span class="_ _8"></span>prawy<span class="_ _14"> </span>spo<span class="_ _8"></span>łeczne<span class="_ _1a"> </span>i<span class="_ _14"> </span>pracownicze<span class="_ _1a"> </span>mający<span class="_ _0"></span>ch<span class="_ _1a"> </span>na<span class="_ _14"> </span>celu<span class="_ _1a"> </span>zapewnienie<span class="_ _1a"> </span>równouprawnienia<span class="_ _14"> </span>płci,</div><div class="t m0 x11 h6 y11f ff2 fs3 fc2 sc0 ls0 ws0">należytych<span class="_ _17"> </span>warunków<span class="_ _17"> </span>pracy,<span class="_ _1b"> </span>poszanowania<span class="_ _17"> </span>praw<span class="_ _17"> </span>pracowników,<span class="_ _17"> </span>dialogu<span class="_ _17"> </span>z<span class="_ _8"></span>e społecz<span class="_ _8"></span>nościami</div><div class="t m0 x11 h6 y120 ff2 fs3 fc2 sc0 ls0 ws0">lokalnymi,<span class="_ _9"> </span>relac<span class="_ _8"></span>ji<span class="_ _9"> </span>z<span class="_ _7"> </span>klientami.</div><div class="t m0 x11 h10 y121 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _7"> </span>Spółki:<span class="_ _9"> </span><span class="ff2">Spółka<span class="_ _7"> </span>wyjaśnia,<span class="_ _9"> </span>ż<span class="_ _8"></span>e<span class="_ _9"> </span>stosowane<span class="_ _7"> </span>są<span class="_ _7"> </span>przez<span class="_ _9"> </span>nią<span class="_ _7"> </span>zasady<span class="_ _9"> </span>z<span class="_ _8"></span>równoważonego<span class="_ _9"> </span>rozwoju</span></div><div class="t m0 x11 h6 y122 ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _7"> </span>poszanowania<span class="_ _7"> </span>praw<span class="_ _7"> </span>i<span class="_ _7"> </span>interesów<span class="_ _7"> </span>s<span class="_ _8"></span>połecznych<span class="_ _7"> </span>i<span class="_ _7"> </span>pracowniczych<span class="_ _7"> </span>w<span class="_ _7"> </span>strategii<span class="_ _7"> </span>jej<span class="_ _7"> </span>działania.<span class="_ _7"> </span>S<span class="_ _8"></span>półka</div><div class="t m0 x11 h6 y123 ff2 fs3 fc2 sc0 ls0 ws0">przestrzega<span class="_ _b"> </span>w<span class="_ _4"> </span>tym<span class="_ _b"> </span>zakresie<span class="_ _b"> </span>wsz<span class="_ _8"></span>elkich<span class="_ _b"> </span>obowiązujących<span class="_ _4"> </span>przepisów<span class="_ _b"> </span>oraz<span class="_ _b"> </span>wytycznych.<span class="_ _4"> </span>W<span class="_ _b"> </span>momencie</div><div class="t m0 x11 h6 y124 ff2 fs3 fc2 sc0 ls0 ws0">publikacji niniejszego r<span class="_ _0"></span>aportu nie<span class="_ _10"> </span>sporządzono żadny<span class="_ _0"></span>ch pisemnych zasad,<span class="_ _10"> </span>ponieważ nie<span class="_ _21"> </span>ma</div><div class="t m0 x11 h6 y125 ff2 fs3 fc2 sc0 ls0 ws0">pracowników.</div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">13</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">1.4.<span class="_ _11"> </span>W<span class="_ _11"> </span>celu<span class="_ _11"> </span>z<span class="_ _8"></span>apewnienia<span class="_ _11"> </span>należytej<span class="_ _11"> </span>kom<span class="_ _8"></span>unikacji<span class="_ _11"> </span>z<span class="_ _11"> </span>interesariusz<span class="_ _8"></span>ami,<span class="_ _11"> </span>w<span class="_ _11"> </span>zakresie<span class="_ _11"> </span>przyjętej<span class="_ _11"> </span>s<span class="_ _8"></span>trategii</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">biznesowej<span class="_ _1b"> </span>spółka<span class="_ _1b"> </span>zamiesz<span class="_ _8"></span>cza<span class="_ _17"> </span>na<span class="_ _1b"> </span>swojej<span class="_ _1b"> </span>stronie<span class="_ _1b"> </span>int<span class="_ _8"></span>ernetowej<span class="_ _1b"> </span>informacje<span class="_ _1b"> </span>na<span class="_ _1b"> </span>temat<span class="_ _1b"> </span>założeń</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">posiadanej<span class="_ _7"> </span>strategii,<span class="_ _7"> </span>mierzalnych<span class="_ _b"> </span>celów,<span class="_ _7"> </span>w<span class="_ _7"> </span>tym<span class="_ _7"> </span>zwłaszcz<span class="_ _8"></span>a<span class="_ _9"> </span>celów<span class="_ _b"> </span>długoterminowych,<span class="_ _7"> </span>planowanych</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">działań<span class="_ _1b"> </span>oraz<span class="_ _17"> </span>postępów<span class="_ _1b"> </span>w<span class="_ _17"> </span>jej<span class="_ _1b"> </span>realizacji,<span class="_ _1b"> </span>określonych<span class="_ _17"> </span>z<span class="_ _8"></span>a<span class="_ _17"> </span>pomocą<span class="_ _1b"> </span>mierników,<span class="_ _1b"> </span>finansowych<span class="_ _17"> </span>i</div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">niefinansowych.<span class="_ _9"> </span>Informacje<span class="_ _7"> </span>na<span class="_ _9"> </span>temat<span class="_ _7"> </span>strategii<span class="_ _7"> </span>w<span class="_ _9"> </span>obsz<span class="_ _8"></span>arze<span class="_ _9"> </span>ESG<span class="_ _7"> </span>powinny<span class="_ _9"> </span>m.in.:</div><div class="t m0 x11 h10 y12a ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _1d"> </span>Spółki<span class="ff2">:<span class="_ _11"> </span>S<span class="_ _8"></span>półka<span class="_ _11"> </span>publikuje<span class="_ _1d"> </span>szereg<span class="_ _1d"> </span>mierników<span class="_ _11"> </span>finansowych<span class="_ _1d"> </span>i<span class="_ _1d"> </span>niefinansowych<span class="_ _16"> </span>a<span class="_ _1d"> </span>także</span></div><div class="t m0 x11 h6 y12b ff2 fs3 fc2 sc0 ls0 ws0">informacje<span class="_ _1a"> </span>o<span class="_ _1a"> </span>przy<span class="_ _0"></span>ję<span class="_ _8"></span>tej<span class="_ _1a"> </span>strategii<span class="_ _1a"> </span>rozwoju<span class="_ _1a"> </span>zarówno<span class="_ _14"> </span>w<span class="_ _1a"> </span>ramach<span class="_ _1a"> </span>korporacyjnej<span class="_ _1a"> </span>strony<span class="_ _1a"> </span>internetowej</div><div class="t m0 x11 h6 y12c ff2 fs3 fc2 sc0 ls0 ws0">Spółki<span class="_ _b"> </span>jak<span class="_ _4"> </span>i<span class="_ _b"> </span>publikowanych<span class="_ _b"> </span>przez<span class="_ _b"> </span>nią<span class="_ _4"> </span>raportów<span class="_ _b"> </span>bieżących<span class="_ _b"> </span>i<span class="_ _b"> </span>okresowych.<span class="_ _4"> </span>Spółka<span class="_ _b"> </span>wskazuje<span class="_ _b"> </span>jednak,</div><div class="t m0 x11 h6 y12d ff2 fs3 fc2 sc0 ls0 ws0">że<span class="_ _1d"> </span>ni<span class="_ _8"></span>e<span class="_ _1d"> </span>publikuje<span class="_ _1d"> </span>w<span class="_ _13"> </span>sposób<span class="_ _1d"> </span>odrębny<span class="_ _13"> </span>informacji<span class="_ _13"> </span>o<span class="_ _1d"> </span>planach<span class="_ _1d"> </span>rozwoju<span class="_ _13"> </span>oraz<span class="_ _1d"> </span>postępach<span class="_ _13"> </span>ich<span class="_ _1d"> </span>realiz<span class="_ _8"></span>acji.</div><div class="t m0 x11 h6 y12e ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _9"> </span>również<span class="_ _7"> </span>nie<span class="_ _9"> </span>publikuj<span class="_ _8"></span>e<span class="_ _9"> </span>prognoz<span class="_ _7"> </span>żadnego<span class="_ _9"> </span>rodzaju.</div><div class="t m0 x11 h6 y12f ff2 fs3 fc2 sc0 ls0 ws0">1.4.1.<span class="_ _1a"> </span>objaśniać,<span class="_ _1a"> </span>w<span class="_ _1a"> </span>jaki<span class="_ _1a"> </span>sposób<span class="_ _1a"> </span>w<span class="_ _1a"> </span>procesach<span class="_ _1a"> </span>decy<span class="_ _0"></span>zyjnych<span class="_ _1a"> </span>w<span class="_ _1a"> </span>spółce<span class="_ _1a"> </span>i<span class="_ _1a"> </span>podmiot<span class="_ _8"></span>ach<span class="_ _1a"> </span>z<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>grupy</div><div class="t m0 x11 h6 y92 ff2 fs3 fc2 sc0 ls0 ws0">uwzględniane<span class="_ _9"> </span>s<span class="_ _8"></span>ą<span class="_ _9"> </span>kwestie<span class="_ _7"> </span>związane<span class="_ _9"> </span>z<span class="_ _8"></span>e<span class="_ _9"> </span>zmianą<span class="_ _7"> </span>klimatu,<span class="_ _9"> </span>wskazując<span class="_ _7"> </span>na<span class="_ _9"> </span>wynikają<span class="_ _8"></span>ce<span class="_ _9"> </span>z<span class="_ _7"> </span>tego<span class="_ _9"> </span>ryzyka;</div><div class="t m0 x11 h10 y130 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _17"> </span>S<span class="_ _8"></span>półki:<span class="_ _17"> </span><span class="ff2">Ze<span class="_ _1b"> </span>względu<span class="_ _17"> </span>na<span class="_ _17"> </span>wskaz<span class="_ _8"></span>any<span class="_ _17"> </span>wy<span class="_ _8"></span>żej<span class="_ _17"> </span>w<span class="_ _17"> </span>punkcie<span class="_ _1b"> </span>1.3.1.<span class="_ _1b"> </span>marginalny<span class="_ _17"> </span>wpływ</span></div><div class="t m0 x11 h6 y131 ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _11"> </span>Spółki<span class="_ _4"> </span>na<span class="_ _11"> </span>środowisko<span class="_ _4"> </span>naturalne<span class="_ _11"> </span>Spółka<span class="_ _4"> </span>ni<span class="_ _8"></span>e<span class="_ _4"> </span>publi<span class="_ _8"></span>kuje<span class="_ _4"> </span>dodatkowych<span class="_ _11"> </span>objaśnień<span class="_ _11"> </span>w<span class="_ _4"> </span>tym</div><div class="t m0 x11 h6 y132 ff2 fs3 fc2 sc0 ls0 ws0">zakresie.</div><div class="t m0 x11 h6 y133 ff2 fs3 fc2 sc0 ls0 ws0">1.4.2.<span class="_ _1a"> </span>przedstawiać<span class="_ _1a"> </span>wartość<span class="_ _1a"> </span>wskaźnika<span class="_ _1a"> </span>równości<span class="_ _1a"> </span>wynagrodzeń<span class="_ _1a"> </span>wypłacanych<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>pracownikom,</div><div class="t m0 x11 h6 y134 ff2 fs3 fc2 sc0 ls0 ws0">obliczanego<span class="_ _f"> </span>jako<span class="_ _d"> </span>procentowa<span class="_ _f"> </span>różnica<span class="_ _f"> </span>pomiędzy<span class="_ _d"> </span>średnim<span class="_ _f"> </span>miesięcznym<span class="_ _f"> </span>wy<span class="_ _0"></span>nagrodzeniem<span class="_ _f"> </span>(z</div><div class="t m0 x11 h6 y135 ff2 fs3 fc2 sc0 ls0 ws0">uwzględnieniem pre<span class="_ _0"></span>mii, na<span class="_ _0"></span>gród<span class="_ _10"> </span>i innych<span class="_ _10"> </span>dodatków)<span class="_ _10"> </span>kobi<span class="_ _8"></span>et<span class="_ _21"> </span>i<span class="_ _10"> </span>mężcz<span class="_ _8"></span>yzn<span class="_ _10"> </span>za<span class="_ _21"> </span>ostatni<span class="_ _10"> </span>rok, oraz</div><div class="t m0 x11 h6 y136 ff2 fs3 fc2 sc0 ls0 ws0">przedstawiać<span class="_ _11"> </span>informacje<span class="_ _11"> </span>o<span class="_ _11"> </span>działaniach<span class="_ _11"> </span>podjętych<span class="_ _11"> </span>w<span class="_ _11"> </span>celu<span class="_ _11"> </span>likwidacji<span class="_ _11"> </span>ewentualnych<span class="_ _11"> </span>ni<span class="_ _8"></span>erówności<span class="_ _11"> </span>w</div><div class="t m0 x11 h6 y137 ff2 fs3 fc2 sc0 ls0 ws0">tym<span class="_ _b"> </span>z<span class="_ _8"></span>akresie,<span class="_ _4"> </span>wraz<span class="_ _b"> </span>z<span class="_ _4"> </span>prezentacją<span class="_ _4"> </span>ryzyk<span class="_ _4"> </span>z<span class="_ _4"> </span>tym<span class="_ _4"> </span>związanych<span class="_ _b"> </span>oraz<span class="_ _4"> </span>horyzontem<span class="_ _4"> </span>czasowym,<span class="_ _4"> </span>w<span class="_ _4"> </span>którym</div><div class="t m0 x11 h6 y138 ff2 fs3 fc2 sc0 ls0 ws0">planowane<span class="_ _9"> </span>jest<span class="_ _7"> </span>doprowadzenie<span class="_ _9"> </span>do<span class="_ _7"> </span>równości.</div><div class="t m0 x11 h10 y54 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _13"> </span>Spółki<span class="_ _8"></span>:<span class="_ _13"> </span><span class="ff2">Z<span class="_ _13"> </span>uwagi<span class="_ _13"> </span>na<span class="_ _14"> </span>fakt,<span class="_ _13"> </span>że<span class="_ _13"> </span>Spółka<span class="_ _13"> </span>nie<span class="_ _13"> </span>z<span class="_ _8"></span>atrudnia<span class="_ _13"> </span>pracowników,<span class="_ _13"> </span>ni<span class="_ _8"></span>e<span class="_ _13"> </span>jest<span class="_ _13"> </span>wła<span class="_ _8"></span>ściwe</span></div><div class="t m0 x11 h6 y139 ff2 fs3 fc2 sc0 ls0 ws0">ujawnianie<span class="_ _9"> </span>t<span class="_ _8"></span>ych<span class="_ _9"> </span>informacji.</div><div class="t m0 x11 h6 y13a ff2 fs3 fc2 sc0 ls0 ws0">1.5.<span class="_ _7"> </span>Co<span class="_ _7"> </span>najmniej<span class="_ _7"> </span>raz<span class="_ _9"> </span>w<span class="_ _7"> </span>roku<span class="_ _7"> </span>spółka<span class="_ _7"> </span>ujawnia<span class="_ _7"> </span>wydatki<span class="_ _9"> </span>ponosz<span class="_ _8"></span>one<span class="_ _9"> </span>przez<span class="_ _7"> </span>nią<span class="_ _7"> </span>i<span class="_ _7"> </span>jej<span class="_ _7"> </span>grupę<span class="_ _7"> </span>na<span class="_ _9"> </span>wspi<span class="_ _8"></span>eranie</div><div class="t m0 x11 h6 y13b ff2 fs3 fc2 sc0 ls0 ws0">kultury,<span class="_ _15"> </span>sportu,<span class="_ _15"> </span>inst<span class="_ _8"></span>ytucji<span class="_ _15"> </span>charytatywnych,<span class="_ _15"> </span>m<span class="_ _8"></span>ediów,<span class="_ _15"> </span>organizacji<span class="_ _1c"> </span>społecznych,<span class="_ _15"> </span>związków</div><div class="t m0 x11 h6 y13c ff2 fs3 fc2 sc0 ls0 ws0">zawodowych<span class="_ _b"> </span>itp.<span class="_ _b"> </span>Jeż<span class="_ _8"></span>eli<span class="_ _b"> </span>w<span class="_ _b"> </span>roku<span class="_ _4"> </span>objętym<span class="_ _b"> </span>sprawozdaniem<span class="_ _b"> </span>spół<span class="_ _8"></span>ka<span class="_ _b"> </span>lub<span class="_ _b"> </span>jej<span class="_ _b"> </span>grupa<span class="_ _4"> </span>ponosiły<span class="_ _b"> </span>wydatki<span class="_ _4"> </span>na</div><div class="t m0 x11 h6 y13d ff2 fs3 fc2 sc0 ls0 ws0">tego<span class="_ _7"> </span>rodzaju<span class="_ _9"> </span>cele,<span class="_ _9"> </span>informacja<span class="_ _7"> </span>zawiera<span class="_ _7"> </span>zestawienie<span class="_ _9"> </span>tych<span class="_ _7"> </span>wydatków.</div><div class="t m0 x11 h10 y13e ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _9"> </span>Sp<span class="_ _8"></span>ółki<span class="ff2">:<span class="_ _9"> </span>Spółka<span class="_ _9"> </span>ni<span class="_ _8"></span>e<span class="_ _9"> </span>prowadzi<span class="_ _7"> </span>działalności<span class="_ _7"> </span>charytatywnej<span class="_ _9"> </span>i<span class="_ _7"> </span>sponsoringowej.</span></div><div class="t m0 x3a h6 y13f ff2 fs3 fc2 sc0 ls0 ws0">ZARZĄD<span class="_ _9"> </span>I<span class="_ _7"> </span>RADA<span class="_ _9"> </span>NADZORCZA</div><div class="t m0 x11 h6 y140 ff2 fs3 fc2 sc0 ls0 ws0">2.1. Spółka powinna posiadać polity<span class="_ _0"></span>kę różnorodności wobec zarządu ora<span class="_ _0"></span>z rady nadzorczej,</div><div class="t m0 x11 h6 y141 ff2 fs3 fc2 sc0 ls0 ws0">przyjętą<span class="_ _10"> </span>odpowiednio<span class="_ _10"> </span>przez<span class="_ _10"> </span>radę<span class="_ _12"> </span>nadzorczą<span class="_ _10"> </span>lub<span class="_ _10"> </span>walne<span class="_ _10"> </span>zgromadzenie.<span class="_ _10"> </span>Polity<span class="_ _0"></span>ka<span class="_ _10"> </span>różnorodności</div><div class="t m0 x11 h6 y142 ff2 fs3 fc2 sc0 ls0 ws0">określa<span class="_ _11"> </span>cele<span class="_ _11"> </span>i<span class="_ _11"> </span>kryteria<span class="_ _11"> </span>różnorodności<span class="_ _11"> </span>m.in.<span class="_ _11"> </span>w<span class="_ _11"> </span>takich<span class="_ _1d"> </span>obszarach<span class="_ _11"> </span>jak<span class="_ _11"> </span>płeć,<span class="_ _11"> </span>kierunek<span class="_ _11"> </span>wykształcenia,</div><div class="t m0 x11 h6 y143 ff2 fs3 fc2 sc0 ls0 ws0">specjalistyczna<span class="_ _13"> </span>wiedz<span class="_ _8"></span>a,<span class="_ _13"> </span>wiek<span class="_ _13"> </span>oraz<span class="_ _13"> </span>doświadcz<span class="_ _8"></span>enie<span class="_ _13"> </span>zawodowe,<span class="_ _13"> </span>a<span class="_ _13"> </span>t<span class="_ _8"></span>akże<span class="_ _13"> </span>wskazuje<span class="_ _13"> </span>termin<span class="_ _14"> </span>i<span class="_ _13"> </span>sposób</div><div class="t m0 x11 h6 y144 ff2 fs3 fc2 sc0 ls0 ws0">monitorowania<span class="_ _1d"> </span>reali<span class="_ _8"></span>zacji<span class="_ _1d"> </span>tych<span class="_ _1d"> </span>cel<span class="_ _8"></span>ów.<span class="_ _1d"> </span>W<span class="_ _1d"> </span>z<span class="_ _8"></span>akresie<span class="_ _1d"> </span>zróżnicowania<span class="_ _13"> </span>pod<span class="_ _1d"> </span>względem<span class="_ _13"> </span>płci<span class="_ _1d"> </span>warunkiem</div><div class="t m0 x11 h6 y145 ff2 fs3 fc2 sc0 ls0 ws0">zapewnienia<span class="_ _b"> </span>różnorodności<span class="_ _4"> </span>organów<span class="_ _b"> </span>spółki<span class="_ _4"> </span>jest<span class="_ _b"> </span>udział<span class="_ _b"> </span>mni<span class="_ _8"></span>ejszości<span class="_ _b"> </span>w<span class="_ _b"> </span>danym<span class="_ _4"> </span>organie<span class="_ _b"> </span>na<span class="_ _b"> </span>pozi<span class="_ _8"></span>omie</div><div class="t m0 x11 h6 y146 ff2 fs3 fc2 sc0 ls0 ws0">nie<span class="_ _7"> </span>niższy<span class="_ _0"></span>m<span class="_ _7"> </span>niż<span class="_ _9"> </span>30%.</div><div class="t m0 x11 h10 y147 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _17"> </span>S<span class="_ _8"></span>półki:<span class="_ _17"> </span><span class="ff2">Kluczowe<span class="_ _17"> </span>decyzje<span class="_ _1b"> </span>kadrowe<span class="_ _22"> </span>w<span class="_ _17"> </span>odniesieniu<span class="_ _17"> </span>do<span class="_ _17"> </span>wł<span class="_ _8"></span>adz<span class="_ _17"> </span>Spółki<span class="_ _17"> </span>oraz<span class="_ _1b"> </span>jej</span></div><div class="t m0 x11 h6 y148 ff2 fs3 fc2 sc0 ls0 ws0">kluczowych<span class="_ _9"> </span>menadżer<span class="_ _8"></span>ów<span class="_ _9"> </span>podejmuje<span class="_ _7"> </span>Walne<span class="_ _9"> </span>Zgromadzenie<span class="_ _7"> </span>oraz<span class="_ _7"> </span>Rada<span class="_ _9"> </span>Nadzorcza.</div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">14</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">2.3.<span class="_ _4"> </span>Przynajmniej<span class="_ _4"> </span>dwóch<span class="_ _4"> </span>członków<span class="_ _b"> </span>rady<span class="_ _4"> </span>nadz<span class="_ _8"></span>orczej<span class="_ _4"> </span>spełnia<span class="_ _4"> </span>kryteria<span class="_ _b"> </span>niez<span class="_ _8"></span>ależności<span class="_ _4"> </span>wymienione<span class="_ _4"> </span>w</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">ustawie<span class="_ _1a"> </span>z<span class="_ _12"> </span>dnia<span class="_ _1a"> </span>11<span class="_ _1a"> </span>maja<span class="_ _12"> </span>2017<span class="_ _1a"> </span>r.<span class="_ _1a"> </span>o<span class="_ _12"> </span>biegłych<span class="_ _12"> </span>rewidentach,<span class="_ _1a"> </span>firmach<span class="_ _1a"> </span>audytorskich<span class="_ _12"> </span>oraz<span class="_ _12"> </span>nadzorze</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">publicznym,<span class="_ _11"> </span>a<span class="_ _11"> </span>t<span class="_ _8"></span>akże<span class="_ _11"> </span>nie<span class="_ _11"> </span>ma<span class="_ _11"> </span>rzeczywistych<span class="_ _11"> </span>i<span class="_ _1d"> </span>istotnych<span class="_ _11"> </span>powiązań<span class="_ _11"> </span>z<span class="_ _1d"> </span>akcjonariuszem<span class="_ _11"> </span>posiadającym</div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">co<span class="_ _9"> </span>najm<span class="_ _8"></span>niej<span class="_ _9"> </span>5%<span class="_ _7"> </span>ogólnej<span class="_ _9"> </span>licz<span class="_ _8"></span>by<span class="_ _9"> </span>głosów<span class="_ _9"> </span>w<span class="_ _7"> </span>spółce.</div><div class="t m0 x11 h10 y12a ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _10"> </span>Spółki:<span class="_ _10"> </span><span class="ff2">Decy<span class="_ _0"></span>zj<span class="_ _8"></span>a<span class="_ _10"> </span>o<span class="_ _12"> </span>wyborz<span class="_ _8"></span>e<span class="_ _10"> </span>Członków<span class="_ _10"> </span>Rady<span class="_ _10"> </span>Nadzorczej<span class="_ _12"> </span>nale<span class="_ _8"></span>ży<span class="_ _10"> </span>do<span class="_ _10"> </span>kompetencji</span></div><div class="t m0 x11 h6 y12b ff2 fs3 fc2 sc0 ls0 ws0">Walnego<span class="_ _7"> </span>Zgromadzenia<span class="_ _7"> </span>Akcjonariuszy.<span class="_ _b"> </span>Akcjonariusze<span class="_ _7"> </span>kierując<span class="_ _7"> </span>się<span class="_ _7"> </span>kompetencjami<span class="_ _b"> </span>i<span class="_ _7"> </span>zaufaniem<span class="_ _7"> </span>do</div><div class="t m0 x11 h6 y12c ff2 fs3 fc2 sc0 ls0 ws0">poszczególnych<span class="_ _11"> </span>kandydatur<span class="_ _11"> </span>wyznaczają<span class="_ _11"> </span>skład<span class="_ _11"> </span>Rady<span class="_ _11"> </span>Nadzorczej.<span class="_ _11"> </span>Spółka<span class="_ _11"> </span>w<span class="_ _4"> </span>z<span class="_ _8"></span>ależności<span class="_ _11"> </span>od<span class="_ _11"> </span>decy<span class="_ _0"></span>zji</div><div class="t m0 x11 h6 y12d ff2 fs3 fc2 sc0 ls0 ws0">Walnego<span class="_ _1a"> </span>Zgromadzenia<span class="_ _14"> </span>m<span class="_ _8"></span>oże<span class="_ _1a"> </span>okresowo<span class="_ _14"> </span>spełniać<span class="_ _1a"> </span>lub<span class="_ _1a"> </span>nie<span class="_ _14"> </span>nini<span class="_ _8"></span>ejsze<span class="_ _1a"> </span>kry<span class="_ _0"></span>terium<span class="_ _1a"> </span>w<span class="_ _1a"> </span>zależności<span class="_ _1a"> </span>od</div><div class="t m0 x11 h6 y12e ff2 fs3 fc2 sc0 ls0 ws0">wybranego<span class="_ _1d"> </span>składu<span class="_ _1d"> </span>R<span class="_ _8"></span>ady.<span class="_ _1d"> </span>Obecnie<span class="_ _1d"> </span>R<span class="_ _8"></span>ada<span class="_ _1d"> </span>nie<span class="_ _1d"> </span>spełnia<span class="_ _13"> </span>kryteriów<span class="_ _1d"> </span>niezależności,<span class="_ _13"> </span>gdyż<span class="_ _1d"> </span>tylko<span class="_ _1d"> </span>jeden<span class="_ _13"> </span>z</div><div class="t m0 x11 h6 y149 ff2 fs3 fc2 sc0 ls0 ws0">Członków<span class="_ _1d"> </span>Rady<span class="_ _13"> </span>jest<span class="_ _1d"> </span>ni<span class="_ _8"></span>ezależny<span class="_ _0"></span>,<span class="_ _13"> </span>a<span class="_ _1d"> </span>ocena<span class="_ _13"> </span>wynikających<span class="_ _13"> </span>ryzyk<span class="_ _1d"> </span>z<span class="_ _13"> </span>tego<span class="_ _1d"> </span>tytułu<span class="_ _13"> </span>leży<span class="_ _1d"> </span>w<span class="_ _13"> </span>kompetencji</div><div class="t m0 x11 h6 y12f ff2 fs3 fc2 sc0 ls0 ws0">Walnego<span class="_ _9"> </span>Zgromadzenia.</div><div class="t m0 x11 h6 y130 ff2 fs3 fc2 sc0 ls0 ws0">2.11.<span class="_ _10"> </span>P<span class="_ _8"></span>oza<span class="_ _10"> </span>obowiązkami określony<span class="_ _0"></span>mi w<span class="_ _10"> </span>przepisach<span class="_ _10"> </span>rada nadzorcza<span class="_ _10"> </span>raz w<span class="_ _10"> </span>roku<span class="_ _10"> </span>sporządza i</div><div class="t m0 x11 h6 y131 ff2 fs3 fc2 sc0 ls0 ws0">przedstawia<span class="_ _7"> </span>roczne<span class="_ _9"> </span>sprawozdanie<span class="_ _7"> </span>z<span class="_ _9"> </span>działalności<span class="_ _7"> </span>na<span class="_ _9"> </span>walnym<span class="_ _7"> </span>zgromadzeniu.</div><div class="t m0 x11 h10 y132 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _10"> </span>Spółki:<span class="_ _10"> </span><span class="ff2">Spółka<span class="_ _10"> </span>zgodnie<span class="_ _10"> </span>z<span class="_ _12"> </span>obowią<span class="_ _8"></span>zującymi<span class="_ _10"> </span>przepisami<span class="_ _10"> </span>obowiązującego<span class="_ _10"> </span>ją<span class="_ _10"> </span>prawa</span></div><div class="t m0 x11 h6 y14a ff2 fs3 fc2 sc0 ls0 ws0">Estonii<span class="_ _4"> </span>nie<span class="_ _b"> </span>publikuje<span class="_ _4"> </span>i<span class="_ _4"> </span>nie<span class="_ _b"> </span>przedkłada<span class="_ _4"> </span>do<span class="_ _4"> </span>zatwierdzenia<span class="_ _1b"> </span>Walnemu<span class="_ _4"> </span>Zgromadzeniu<span class="_ _4"> </span>sprawozdania<span class="_ _b"> </span>z</div><div class="t m0 x11 h6 y133 ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _7"> </span>Rady<span class="_ _9"> </span>Nadzorczej</div><div class="t m0 x3 h6 y136 ff2 fs3 fc2 sc0 ls0 ws0">SYSTEMY<span class="_ _9"> </span>I<span class="_ _7"> </span>FUNKCJE<span class="_ _9"> </span>WEWNĘTRZNE</div><div class="t m0 x11 h6 y54 ff2 fs3 fc2 sc0 ls0 ws0">3.9.<span class="_ _b"> </span>Rada<span class="_ _b"> </span>nadzorcza<span class="_ _b"> </span>moni<span class="_ _8"></span>toruje<span class="_ _b"> </span>skuteczność<span class="_ _b"> </span>systemów<span class="_ _b"> </span>i<span class="_ _b"> </span>funkcji,<span class="_ _b"> </span>o<span class="_ _b"> </span>kt<span class="_ _8"></span>órych<span class="_ _b"> </span>mowa<span class="_ _b"> </span>w<span class="_ _b"> </span>z<span class="_ _8"></span>asadzie<span class="_ _7"> </span>3.1,</div><div class="t m0 x11 h6 y139 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _14"> </span>oparciu<span class="_ _13"> </span>między<span class="_ _14"> </span>innymi<span class="_ _14"> </span>o<span class="_ _13"> </span>sprawozdania<span class="_ _14"> </span>okresowo<span class="_ _13"> </span>dos<span class="_ _8"></span>tarczane<span class="_ _14"> </span>jej<span class="_ _13"> </span>bezpośrednio<span class="_ _14"> </span>przez<span class="_ _14"> </span>osoby</div><div class="t m0 x11 h6 y14b ff2 fs3 fc2 sc0 ls0 ws0">odpowiedzialne<span class="_ _9"> </span>z<span class="_ _8"></span>a<span class="_ _9"> </span>te<span class="_ _7"> </span>funkcje<span class="_ _9"> </span>oraz<span class="_ _7"> </span>zarząd<span class="_ _9"> </span>spółki<span class="_ _8"></span>,<span class="_ _9"> </span>jak<span class="_ _7"> </span>również<span class="_ _9"> </span>dokonuje<span class="_ _7"> </span>rocznej<span class="_ _9"> </span>oceny<span class="_ _7"> </span>skuteczności</div><div class="t m0 x11 h6 y13a ff2 fs3 fc2 sc0 ls0 ws0">funkcjonowania<span class="_ _7"> </span>tych<span class="_ _9"> </span>systemów<span class="_ _7"> </span>i<span class="_ _9"> </span>funkcji,<span class="_ _7"> </span>zgodnie<span class="_ _9"> </span>z<span class="_ _7"> </span>zasadą<span class="_ _9"> </span>2.11.3.</div><div class="t m0 x11 h10 y13b ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _10"> </span>Spółki:<span class="_ _10"> </span><span class="ff2">Spółka<span class="_ _10"> </span>zgodnie<span class="_ _10"> </span>z<span class="_ _12"> </span>obowią<span class="_ _8"></span>zującymi<span class="_ _10"> </span>przepisami<span class="_ _10"> </span>obowiązującego<span class="_ _10"> </span>ją<span class="_ _10"> </span>prawa</span></div><div class="t m0 x11 h6 y13c ff2 fs3 fc2 sc0 ls0 ws0">Estonii<span class="_ _4"> </span>nie<span class="_ _b"> </span>publikuje<span class="_ _4"> </span>i<span class="_ _4"> </span>nie<span class="_ _b"> </span>przedkłada<span class="_ _4"> </span>do<span class="_ _4"> </span>zatwierdzenia<span class="_ _1b"> </span>Walnemu<span class="_ _4"> </span>Zgromadzeniu<span class="_ _4"> </span>sprawozdania<span class="_ _b"> </span>z</div><div class="t m0 x11 h6 y13d ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _7"> </span>Rady<span class="_ _9"> </span>Nadzorczej.</div><div class="t m0 x3b h6 y14c ff2 fs3 fc2 sc0 ls0 ws0">WALNE<span class="_ _9"> </span>ZGROMADZENIE<span class="_ _7"> </span>I<span class="_ _9"> </span>RELACJE<span class="_ _7"> </span>Z<span class="_ _9"> </span>AKCJ<span class="_ _8"></span>ONARIUSZAMI</div><div class="t m0 x11 h6 y14d ff2 fs3 fc2 sc0 ls0 ws0">4.1.<span class="_ _18"> </span>Spółka<span class="_ _18"> </span>powi<span class="_ _8"></span>nna<span class="_ _18"> </span>umożli<span class="_ _8"></span>wić<span class="_ _18"> </span>akcjonariuszom<span class="_ _18"> </span>udział<span class="_ _20"> </span>w<span class="_ _18"> </span>walnym<span class="_ _20"> </span>zgromadzeniu<span class="_ _18"> </span>prz<span class="_ _8"></span>y</div><div class="t m0 x11 h6 y140 ff2 fs3 fc2 sc0 ls0 ws0">wykorzystaniu<span class="_ _11"> </span>środków<span class="_ _4"> </span>komunikacji<span class="_ _11"> </span>elektronicznej<span class="_ _11"> </span>(e-walne),<span class="_ _4"> </span>j<span class="_ _8"></span>eżeli<span class="_ _4"> </span>jest<span class="_ _11"> </span>to<span class="_ _11"> </span>uzasadnione<span class="_ _4"> </span>z<span class="_ _11"> </span>uwagi</div><div class="t m0 x11 h6 y141 ff2 fs3 fc2 sc0 ls0 ws0">na zgłaszane spółce oczekiwania<span class="_ _17"> </span>akcjonariuszy, o il<span class="_ _8"></span>e jest w stanie z<span class="_ _8"></span>apewnić infrastrukturę</div><div class="t m0 x11 h6 y142 ff2 fs3 fc2 sc0 ls0 ws0">techniczną<span class="_ _7"> </span>niezbędną<span class="_ _9"> </span>dla<span class="_ _9"> </span>prz<span class="_ _8"></span>eprowadzenia<span class="_ _9"> </span>t<span class="_ _8"></span>akiego<span class="_ _9"> </span>walnego<span class="_ _7"> </span>zgromadzenia.</div><div class="t m0 x11 h10 y143 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _1d"> </span>Spółk<span class="_ _8"></span>i:<span class="_ _1d"> </span><span class="ff2">Spółka<span class="_ _13"> </span>uznaje,<span class="_ _1d"> </span>ż<span class="_ _8"></span>e<span class="_ _1d"> </span>kosz<span class="_ _8"></span>ty<span class="_ _1d"> </span>umożliwienia<span class="_ _13"> </span>akcjonariusz<span class="_ _8"></span>om<span class="_ _1d"> </span>udziału<span class="_ _13"> </span>w<span class="_ _1d"> </span>walnym</span></div><div class="t m0 x11 h6 y144 ff2 fs3 fc2 sc0 ls0 ws0">zgromadzeniu<span class="_ _11"> </span>przy<span class="_ _4"> </span>wykorzystaniu<span class="_ _11"> </span>środków<span class="_ _11"> </span>komunikacji<span class="_ _4"> </span>elektronicznej<span class="_ _11"> </span>(e-walne)<span class="_ _11"> </span>są<span class="_ _4"> </span>za<span class="_ _11"> </span>wysokie.</div><div class="t m0 x11 h6 y145 ff2 fs3 fc2 sc0 ls0 ws0">Jednocześnie<span class="_ _1d"> </span>Zarząd<span class="_ _1d"> </span>wskazuj<span class="_ _8"></span>e,<span class="_ _11"> </span>ż<span class="_ _8"></span>e<span class="_ _1d"> </span>struktura<span class="_ _1d"> </span>akcjonariatu<span class="_ _1d"> </span>S<span class="_ _8"></span>półki<span class="_ _1d"> </span>powoduje<span class="_ _1d"> </span>brak<span class="_ _1d"> </span>zainteresowania</div><div class="t m0 x11 h6 y146 ff2 fs3 fc2 sc0 ls0 ws0">akcjonariuszy<span class="_ _9"> </span>udzi<span class="_ _8"></span>ałem<span class="_ _9"> </span>w<span class="_ _10"> </span>obradach<span class="_ _9"> </span>walnego<span class="_ _7"> </span>zgromadzenia<span class="_ _9"> </span>Spółki<span class="_ _7"> </span>w<span class="_ _9"> </span>formie<span class="_ _7"> </span>elektronicznej.</div><div class="t m0 x11 h6 y147 ff2 fs3 fc2 sc0 ls0 ws0">Jednocześnie Statut Spółki i Regulamin Walnego Zgromadzenia nie przewiduje możliwości</div><div class="t m0 x11 h6 y148 ff2 fs3 fc2 sc0 ls0 ws0">udziału<span class="_ _7"> </span>w<span class="_ _9"> </span>Zgromadzeniu<span class="_ _9"> </span>z<span class="_ _8"></span>a<span class="_ _9"> </span>pośrednictwem<span class="_ _7"> </span>środków<span class="_ _9"> </span>komunikacji<span class="_ _7"> </span>elektronicznej</div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">15</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">4.3.<span class="_ _14"> </span>Spółka<span class="_ _14"> </span>zapewnia<span class="_ _14"> </span>powszechnie<span class="_ _14"> </span>dostępną<span class="_ _14"> </span>transmisję<span class="_ _13"> </span>obrad<span class="_ _1a"> </span>walnego<span class="_ _13"> </span>z<span class="_ _8"></span>gromadzenia<span class="_ _14"> </span>w<span class="_ _14"> </span>czasie</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">rzeczywistym.</div><div class="t m0 x11 h10 y128 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _1a"> </span>S<span class="_ _8"></span>półki:<span class="_ _1a"> </span><span class="ff2">Spółka<span class="_ _1a"> </span>uz<span class="_ _8"></span>naje,<span class="_ _1a"> </span>że<span class="_ _12"> </span>koszty<span class="_ _1a"> </span>transmis<span class="_ _8"></span>ji<span class="_ _1a"> </span>obrad<span class="_ _12"> </span>Walnego<span class="_ _1a"> </span>Zgromadzenia<span class="_ _12"> </span>są<span class="_ _1a"> </span>z<span class="_ _8"></span>a</span></div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">wysokie.<span class="_ _f"> </span>J<span class="_ _8"></span>ednocześnie<span class="_ _e"> </span>Zarząd<span class="_ _f"> </span>wskazuje,<span class="_ _e"> </span>że<span class="_ _e"> </span>struktura<span class="_ _e"> </span>akcjonariatu<span class="_ _f"> </span>Spółki<span class="_ _e"> </span>powoduje<span class="_ _e"> </span>brak</div><div class="t m0 x11 h6 y12a ff2 fs3 fc2 sc0 ls0 ws0">zainteresowania<span class="_ _12"> </span>obradami<span class="_ _12"> </span>Walnego<span class="_ _12"> </span>Zgromadzenia.<span class="_ _1a"> </span>Jednocześ<span class="_ _8"></span>nie<span class="_ _1a"> </span>S<span class="_ _8"></span>tatut<span class="_ _1a"> </span>Spółki<span class="_ _12"> </span>nie<span class="_ _12"> </span>przewiduje</div><div class="t m0 x11 h6 y12b ff2 fs3 fc2 sc0 ls0 ws0">transmisji<span class="_ _7"> </span>obrad.</div><div class="t m0 x11 h6 y12d ff2 fs3 fc2 sc0 ls0 ws0">4.6.<span class="_ _b"> </span>W<span class="_ _b"> </span>celu<span class="_ _b"> </span>ułatwienia<span class="_ _b"> </span>akcjonariuszom<span class="_ _b"> </span>biorącym<span class="_ _b"> </span>udział<span class="_ _b"> </span>w<span class="_ _b"> </span>walnym<span class="_ _b"> </span>zgromadzeniu<span class="_ _b"> </span>głosowania<span class="_ _b"> </span>nad</div><div class="t m0 x11 h6 y12e ff2 fs3 fc2 sc0 ls0 ws0">uchwałami<span class="_ _b"> </span>z<span class="_ _b"> </span>należ<span class="_ _8"></span>ytym<span class="_ _b"> </span>rozeznaniem,<span class="_ _b"> </span>projekty<span class="_ _b"> </span>uchwał<span class="_ _b"> </span>walnego<span class="_ _4"> </span>zgromadzenia<span class="_ _b"> </span>dotyczących<span class="_ _b"> </span>spraw</div><div class="t m0 x11 h6 y149 ff2 fs3 fc2 sc0 ls0 ws0">i<span class="_ _4"> </span>rozstrzygnięć<span class="_ _4"> </span>innych<span class="_ _b"> </span>ni<span class="_ _8"></span>ż<span class="_ _4"> </span>o<span class="_ _b"> </span>charakterze<span class="_ _11"> </span>porządkowy<span class="_ _0"></span>m<span class="_ _4"> </span>powinny<span class="_ _4"> </span>zawierać<span class="_ _4"> </span>uzasadnienie,<span class="_ _4"> </span>chyba<span class="_ _4"> </span>że</div><div class="t m0 x11 h6 y12f ff2 fs3 fc2 sc0 ls0 ws0">wynika<span class="_ _19"> </span>ono<span class="_ _19"> </span>z<span class="_ _19"> </span>dokumentacji<span class="_ _19"> </span>przedstawianej<span class="_ _19"> </span>walnemu<span class="_ _19"> </span>zgromadzeniu.<span class="_ _19"> </span>W<span class="_ _19"> </span>przypadku<span class="_ _19"> </span>gdy</div><div class="t m0 x11 h6 y92 ff2 fs3 fc2 sc0 ls0 ws0">umieszczenie danej sprawy w porz<span class="_ _8"></span>ądku obrad walnego zgromadzenia nastę<span class="_ _8"></span>puje na żądanie</div><div class="t m0 x11 h6 y130 ff2 fs3 fc2 sc0 ls0 ws0">akcjonariusza<span class="_ _11"> </span>lub<span class="_ _11"> </span>akcjonariuszy,<span class="_ _11"> </span>zarząd<span class="_ _4"> </span>z<span class="_ _8"></span>wraca<span class="_ _11"> </span>się<span class="_ _4"> </span>o<span class="_ _11"> </span>przedstawienie<span class="_ _11"> </span>uzasadnienia<span class="_ _11"> </span>proponowanej</div><div class="t m0 x11 h6 y131 ff2 fs3 fc2 sc0 ls0 ws0">uchwały,<span class="_ _9"> </span>o<span class="_ _7"> </span>ile<span class="_ _9"> </span>nie<span class="_ _7"> </span>zostało<span class="_ _9"> </span>ono<span class="_ _7"> </span>uprzednio<span class="_ _9"> </span>przedst<span class="_ _8"></span>awione<span class="_ _9"> </span>przez<span class="_ _7"> </span>akcjonariusza<span class="_ _7"> </span>lub<span class="_ _9"> </span>akcjonariusz<span class="_ _8"></span>y.</div><div class="t m0 x11 h10 y132 ff1 fs3 fc2 sc0 ls0 ws0">Komentarz<span class="_ _d"> </span>Spółk<span class="_ _8"></span>i:<span class="_ _d"> </span><span class="ff2">Na<span class="_ _d"> </span>dzień<span class="_ _f"> </span>publikacji<span class="_ _d"> </span>niniejszego<span class="_ _d"> </span>oświadczenia<span class="_ _f"> </span>Spółka<span class="_ _d"> </span>nie<span class="_ _d"> </span>zamieszcza</span></div><div class="t m0 x11 h6 y14a ff2 fs3 fc2 sc0 ls0 ws0">dodatkowego<span class="_ _18"> </span>uzasadnienia<span class="_ _18"> </span>do<span class="_ _18"> </span>projektów<span class="_ _18"> </span>uchwał<span class="_ _18"> </span>Walnego<span class="_ _18"> </span>Zgromadzenia.<span class="_ _20"> </span>Do<span class="_ _18"> </span>tej<span class="_ _18"> </span>pory</div><div class="t m0 x11 h6 y133 ff2 fs3 fc2 sc0 ls0 ws0">akcjonariusze<span class="_ _1d"> </span>Spółki<span class="_ _13"> </span>nie<span class="_ _13"> </span>wyrażali<span class="_ _1d"> </span>z<span class="_ _8"></span>ainteresowania<span class="_ _1d"> </span>dodatkowym<span class="_ _13"> </span>omówieniem<span class="_ _1d"> </span>prz<span class="_ _8"></span>edmiotu<span class="_ _1d"> </span>obrad</div><div class="t m0 x11 h6 y134 ff2 fs3 fc2 sc0 ls0 ws0">Walnych<span class="_ _9"> </span>Zgromadze<span class="_ _8"></span>ń.</div><div class="t m0 x3c h10 y14e ff1 fs3 fc2 sc0 ls0 ws0">Akcjonariusze<span class="_ _9"> </span>posiadający<span class="_ _7"> </span>duże<span class="_ _9"> </span>pak<span class="_ _8"></span>iety<span class="_ _9"> </span>akcji</div><div class="t m0 x11 h6 y14f ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _d"> </span>dzień<span class="_ _d"> </span>bilansowy<span class="_ _d"> </span>30.06.2025<span class="_ _d"> </span>według<span class="_ _d"> </span>najlepszej<span class="_ _d"> </span>wiedzy<span class="_ _d"> </span>Zarządu,<span class="_ _d"> </span>struktura<span class="_ _d"> </span>akcjonariatu</div><div class="t m0 x11 h6 y150 ff2 fs3 fc2 sc0 ls0 ws0">posiadającego<span class="_ _1d"> </span>co<span class="_ _11"> </span>najmniej<span class="_ _11"> </span>10%<span class="_ _1d"> </span>ogólnej<span class="_ _11"> </span>liczby<span class="_ _11"> </span>głosów<span class="_ _1d"> </span>na<span class="_ _11"> </span>Walnym<span class="_ _1d"> </span>Zgromadzeniu<span class="_ _11"> </span>przedstawiała</div><div class="t m0 x11 h6 y151 ff2 fs3 fc2 sc0 ls0 ws0">się<span class="_ _9"> </span>nast<span class="_ _8"></span>ępująco:</div><div class="t m0 x11 h4 y152 ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>30/06/2025</div><div class="c x19 y153 w2 hb"><div class="t m0 x1a h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y153 w3 hb"><div class="t m0 x1c h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Bezpośredni<span class="_ _5"> </span>akcjonariusz</div></div><div class="c x1d y153 w4 hb"><div class="t m0 x1e h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y153 w5 hb"><div class="t m0 x20 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y153 w6 hb"><div class="t m0 x22 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y153 w7 hb"><div class="t m0 x24 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y155 w2 hb"><div class="t m0 x25 h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y155 w3 hb"><div class="t m0 x1c h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y155 w4 hb"><div class="t m0 x25 h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1f y155 w5 hb"><div class="t m0 x2a h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x21 y155 w6 hb"><div class="t m0 x26 h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x23 y155 w7 hb"><div class="t m0 x27 h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x1b y156 w3 h16"><div class="t m0 x1c h8 y157 ff2 fs2 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x1d y156 w4 h16"><div class="t m0 x25 h4 y157 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1f y156 w5 h16"><div class="t m0 x28 h4 y157 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y156 w6 h16"><div class="t m0 x26 h4 y157 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x23 y156 w7 h16"><div class="t m0 x29 h4 y157 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 x11 h6 y158 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _f"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _e"> </span>posiadał<span class="_ _e"> </span>100%<span class="_ _f"> </span>akcji<span class="_ _e"> </span>Patro<span class="_ _e"> </span>Invest<span class="_ _f"> </span>O<span class="_ _8"></span>Ü<span class="_ _f"> </span>na<span class="_ _e"> </span>dzień<span class="_ _e"> </span>30.06.2025<span class="_ _e"> </span>r.<span class="_ _f"> </span>i<span class="_ _e"> </span>był</div><div class="t m0 x11 h6 y159 ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 h6 y15a ff2 fs3 fc2 sc0 ls0 ws0">Według<span class="_ _7"> </span>informacji<span class="_ _b"> </span>przedstawionych<span class="_ _7"> </span>w<span class="_ _b"> </span>raporcie<span class="_ _7"> </span>rocznym<span class="_ _b"> </span>za<span class="_ _7"> </span>2023/2024<span class="_ _7"> </span>rok,<span class="_ _7"> </span>s<span class="_ _8"></span>truktura<span class="_ _7"> </span>akcjonariatu</div><div class="t m0 x11 h6 y15b ff2 fs3 fc2 sc0 ls0 ws0">bezpośrednio<span class="_ _12"> </span>i<span class="_ _12"> </span>pośrednio<span class="_ _12"> </span>posiadającego<span class="_ _10"> </span>co<span class="_ _1a"> </span>najmniej<span class="_ _12"> </span>10%<span class="_ _12"> </span>ogólnej<span class="_ _12"> </span>li<span class="_ _8"></span>czby<span class="_ _1a"> </span>gł<span class="_ _8"></span>osów<span class="_ _12"> </span>na<span class="_ _12"> </span>Walnym</div><div class="t m0 x11 h6 y15c ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzeniu<span class="_ _9"> </span>przedstawia<span class="_ _8"></span>ła<span class="_ _9"> </span>się<span class="_ _7"> </span>następująco:</div><div class="t m0 x11 h4 y15d ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>30/06/2024</div><div class="c x19 y15e w2 hb"><div class="t m0 x1a h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y15e w3 hb"><div class="t m0 x1c h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Akcjonariusz</div></div><div class="c x1d y15e w4 hb"><div class="t m0 x1e h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y15e w5 hb"><div class="t m0 x20 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y15e w6 hb"><div class="t m0 x22 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y15e w7 hb"><div class="t m0 x24 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y160 w2 hb"><div class="t m0 x25 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y160 w3 hb"><div class="t m0 x1c h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y160 w4 hb"><div class="t m0 x25 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1f y160 w5 hb"><div class="t m0 x2a h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x21 y160 w6 hb"><div class="t m0 x26 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x23 y160 w7 hb"><div class="t m0 x27 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x1b y162 w3 h16"><div class="t m0 x1c h8 y163 ff2 fs2 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x1d y162 w4 h16"><div class="t m0 x25 h4 y163 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1f y162 w5 h16"><div class="t m0 x28 h4 y163 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y162 w6 h16"><div class="t m0 x26 h4 y163 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x23 y162 w7 h16"><div class="t m0 x29 h4 y163 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">16</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _f"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _e"> </span>posiadał<span class="_ _e"> </span>100%<span class="_ _f"> </span>akcji<span class="_ _e"> </span>Patro<span class="_ _e"> </span>Invest<span class="_ _f"> </span>O<span class="_ _8"></span>Ü<span class="_ _f"> </span>na<span class="_ _e"> </span>dzień<span class="_ _e"> </span>30.06.2024<span class="_ _e"> </span>r.<span class="_ _f"> </span>i<span class="_ _e"> </span>był</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _10"> </span>dniu<span class="_ _10"> </span>8.07.2025<span class="_ _10"> </span>r.<span class="_ _10"> </span>nastąpiła<span class="_ _10"> </span>rejestracja<span class="_ _10"> </span>obniżenia<span class="_ _10"> </span>kapitału<span class="_ _10"> </span>zakładowego<span class="_ _10"> </span>Spółki<span class="_ _10"> </span>I<span class="_ _0"></span>nvestment</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">Friends<span class="_ _7"> </span>C<span class="_ _8"></span>apital<span class="_ _7"> </span>SE<span class="_ _7"> </span>z<span class="_ _b"> </span>kwoty<span class="_ _b"> </span>450<span class="_ _7"> </span>600,00<span class="_ _b"> </span>EUR<span class="_ _7"> </span>do<span class="_ _b"> </span>kwoty<span class="_ _7"> </span>300<span class="_ _7"> </span>000,00<span class="_ _b"> </span>EUR<span class="_ _7"> </span>w<span class="_ _b"> </span>wyniku<span class="_ _7"> </span>którego<span class="_ _b"> </span>licz<span class="_ _8"></span>ba</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">wszystkich<span class="_ _11"> </span>akcji<span class="_ _11"> </span>z<span class="_ _8"></span>mniejszyła<span class="_ _11"> </span>s<span class="_ _8"></span>ię<span class="_ _11"> </span>z<span class="_ _11"> </span>li<span class="_ _8"></span>czby<span class="_ _11"> </span>4<span class="_ _11"> </span>506<span class="_ _1d"> </span>000<span class="_ _11"> </span>do<span class="_ _11"> </span>3<span class="_ _11"> </span>000<span class="_ _11"> </span>000<span class="_ _1d"> </span>sztuk,<span class="_ _11"> </span>a<span class="_ _1d"> </span>udział<span class="_ _11"> </span>największego</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">Akcjonariusza<span class="_ _7"> </span>Patro<span class="_ _9"> </span>Invest<span class="_ _9"> </span>OÜ<span class="_ _7"> </span>spadł<span class="_ _7"> </span>z<span class="_ _9"> </span>68,04%<span class="_ _9"> </span>do<span class="_ _7"> </span>52,00%</div><div class="t m0 x11 h4 y164 ff1 fs2 fc2 sc0 ls0 ws0">Struktura<span class="_ _5"> </span>akcjonariatu<span class="_ _5"> </span>na<span class="_ _5"> </span>dzień<span class="_ _5"> </span>publikacji<span class="_ _5"> </span>raportu</div><div class="c x19 y165 w2 hb"><div class="t m0 x1a h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Nr</div></div><div class="c x1b y165 w3 hb"><div class="t m0 x1c h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Akcjonariusz</div></div><div class="c x1d y165 w4 hb"><div class="t m0 x1e h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x1f y165 w5 hb"><div class="t m0 x20 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>akcji</div></div><div class="c x21 y165 w6 hb"><div class="t m0 x22 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>głosów</div></div><div class="c x23 y165 w7 hb"><div class="t m0 x24 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>głosów</div></div><div class="c x19 y166 w2 hb"><div class="t m0 x25 h4 y167 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x1b y166 w3 hb"><div class="t m0 x1c h8 y167 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _5"> </span>OÜ</div></div><div class="c x1d y166 w4 hb"><div class="t m0 x25 h8 y167 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x1f y166 w5 hb"><div class="t m0 x2a h8 y167 ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x21 y166 w6 hb"><div class="t m0 x26 h8 y167 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x23 y166 w7 hb"><div class="t m0 x27 h8 y167 ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x1b y168 w3 h16"><div class="t m0 x1c h8 y169 ff2 fs2 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x1d y168 w4 h16"><div class="t m0 x25 h4 y169 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x1f y168 w5 h16"><div class="t m0 x28 h4 y169 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x21 y168 w6 h16"><div class="t m0 x26 h4 y169 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x23 y168 w7 h16"><div class="t m0 x29 h4 y169 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 x11 h6 y16a ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _7"> </span>Patrowicz<span class="_ _7"> </span>posiadał<span class="_ _9"> </span>100%<span class="_ _7"> </span>akcji<span class="_ _7"> </span>Patro<span class="_ _9"> </span>Invest<span class="_ _7"> </span>OÜ<span class="_ _7"> </span>na<span class="_ _7"> </span>dzień<span class="_ _9"> </span>publi<span class="_ _8"></span>kacji<span class="_ _7"> </span>raportu<span class="_ _9"> </span>rocznego<span class="_ _7"> </span>i<span class="_ _7"> </span>był</div><div class="t m0 x11 h6 y16b ff2 fs3 fc2 sc0 ls0 ws0">beneficjentem<span class="_ _7"> </span>rzeczywistym<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ.</div><div class="t m0 x11 h10 y16c ff1 fs3 fc2 sc0 ls0 ws0">Posiadacze<span class="_ _11"> </span>papierów<span class="_ _11"> </span>wartościowych,<span class="_ _11"> </span>kt<span class="_ _0"></span>óre<span class="_ _11"> </span>dają<span class="_ _11"> </span>specjalne<span class="_ _4"> </span>uprawni<span class="_ _8"></span>enia<span class="_ _11"> </span>kontr<span class="_ _0"></span>olne<span class="_ _11"> </span>oraz<span class="_ _11"> </span>opis</div><div class="t m0 x11 h10 y16d ff1 fs3 fc2 sc0 ls0 ws0">tych<span class="_ _9"> </span>uprawnień.</div><div class="t m0 x11 h6 y7 ff2 fs3 fc2 sc0 ls0 ws0">Akcje<span class="_ _9"> </span>Investment<span class="_ _7"> </span>Friends<span class="_ _9"> </span>Capit<span class="_ _8"></span>al<span class="_ _9"> </span>SE<span class="_ _7"> </span>nie<span class="_ _9"> </span>dają<span class="_ _7"> </span>żadnych<span class="_ _9"> </span>s<span class="_ _8"></span>pecjalnych<span class="_ _9"> </span>uprawnień<span class="_ _7"> </span>kontrolnych.</div><div class="t m0 x11 h10 y16e ff1 fs3 fc2 sc0 ls0 ws0">Ograniczenia<span class="_ _7"> </span>prawa<span class="_ _9"> </span>głosu.</div><div class="t m0 x11 h6 y16f ff2 fs3 fc2 sc0 ls0 ws0">Takie<span class="_ _9"> </span>ograniczenia<span class="_ _7"> </span>nie<span class="_ _7"> </span>dotyczą<span class="_ _9"> </span>akcji<span class="_ _7"> </span>Spółki.</div><div class="t m0 x11 h10 y170 ff1 fs3 fc2 sc0 ls0 ws0">Ograniczenia<span class="_ _7"> </span>dotyczące<span class="_ _9"> </span>przenoszenia<span class="_ _7"> </span>prawa<span class="_ _9"> </span>własn<span class="_ _8"></span>ości<span class="_ _9"> </span>papierów<span class="_ _9"> </span>w<span class="_ _8"></span>artościowych<span class="_ _9"> </span>Sp<span class="_ _8"></span>ółki.</div><div class="t m0 x11 h6 y171 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _14"> </span>ze<span class="_ _14"> </span>St<span class="_ _8"></span>atutem<span class="_ _14"> </span>Investment<span class="_ _14"> </span>Friends<span class="_ _14"> </span>Capital<span class="_ _14"> </span>SE<span class="_ _14"> </span>nie<span class="_ _14"> </span>is<span class="_ _8"></span>tnieją<span class="_ _14"> </span>żadne<span class="_ _14"> </span>ograniczenia<span class="_ _1a"> </span>doty<span class="_ _0"></span>czące</div><div class="t m0 x11 h6 y9f ff2 fs3 fc2 sc0 ls0 ws0">przenoszenia<span class="_ _9"> </span>prawa<span class="_ _7"> </span>własności<span class="_ _7"> </span>akcji<span class="_ _9"> </span>Spółki.<span class="_ _7"> </span>Spółka</div><div class="t m0 x11 h10 y172 ff1 fs3 fc2 sc0 ls0 ws0">Zasady<span class="_ _9"> </span>powoływ<span class="_ _8"></span>ania<span class="_ _9"> </span>i<span class="_ _9"> </span>odwoływ<span class="_ _8"></span>ania<span class="_ _9"> </span>członk<span class="_ _8"></span>ów<span class="_ _9"> </span>kadry<span class="_ _7"> </span>zarządzającej<span class="_ _9"> </span>oraz<span class="_ _7"> </span>ich<span class="_ _9"> </span>u<span class="_ _8"></span>prawnienia.</div><div class="t m0 x11 h6 y173 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _14"> </span>giełdowa<span class="_ _14"> </span>Investment<span class="_ _1a"> </span>Fr<span class="_ _0"></span>iends<span class="_ _1a"> </span>Capital<span class="_ _14"> </span>SE<span class="_ _14"> </span>jest<span class="_ _14"> </span>zarządzana<span class="_ _14"> </span>prz<span class="_ _8"></span>ez<span class="_ _14"> </span>Zarząd,<span class="_ _14"> </span>jej<span class="_ _14"> </span>C<span class="_ _8"></span>złonkowie</div><div class="t m0 x11 h6 y174 ff2 fs3 fc2 sc0 ls0 ws0">działają<span class="_ _14"> </span>w<span class="_ _1a"> </span>interesie<span class="_ _14"> </span>spółki<span class="_ _1a"> </span>i<span class="_ _14"> </span>ponoszą<span class="_ _14"> </span>odpowiedzialność<span class="_ _1a"> </span>za<span class="_ _14"> </span>jej<span class="_ _14"> </span>dz<span class="_ _8"></span>iałalność.<span class="_ _14"> </span>Zarząd<span class="_ _1a"> </span>obejmuje<span class="_ _14"> </span>w</div><div class="t m0 x11 h6 y175 ff2 fs3 fc2 sc0 ls0 ws0">szczególności<span class="_ _1d"> </span>przywództwo<span class="_ _1d"> </span>w<span class="_ _1d"> </span>firmie,<span class="_ _1d"> </span>zaangażowanie<span class="_ _1d"> </span>w<span class="_ _1d"> </span>wyznaczanie<span class="_ _1d"> </span>jej<span class="_ _1d"> </span>celów<span class="_ _1d"> </span>strategicznych<span class="_ _1d"> </span>i</div><div class="t m0 x11 h6 y176 ff2 fs3 fc2 sc0 ls0 ws0">ich<span class="_ _14"> </span>realizację<span class="_ _14"> </span>oraz<span class="_ _14"> </span>zapewnienie<span class="_ _14"> </span>efektywnoś<span class="_ _8"></span>ci<span class="_ _14"> </span>i<span class="_ _14"> </span>bezpieczeństwa<span class="_ _14"> </span>firmy.<span class="_ _14"> </span>Nadzór<span class="_ _14"> </span>Spółki<span class="_ _14"> </span>sprawuje</div><div class="t m0 x11 h6 y177 ff2 fs3 fc2 sc0 ls0 ws0">skuteczna<span class="_ _12"> </span>i<span class="_ _12"> </span>kompetentna<span class="_ _12"> </span>R<span class="_ _8"></span>ada<span class="_ _12"> </span>Nadzorcza.<span class="_ _12"> </span>Cz<span class="_ _8"></span>łonkowie<span class="_ _1a"> </span>R<span class="_ _8"></span>ady<span class="_ _12"> </span>Nadzorczej<span class="_ _12"> </span>działają<span class="_ _10"> </span>w<span class="_ _1a"> </span>interesie</div><div class="t m0 x11 h6 y178 ff2 fs3 fc2 sc0 ls0 ws0">Spółki<span class="_ _1d"> </span>i<span class="_ _13"> </span>kierują<span class="_ _13"> </span>się<span class="_ _1d"> </span>niez<span class="_ _8"></span>ależnością<span class="_ _1d"> </span>w<span class="_ _8"></span>łasnych<span class="_ _1d"> </span>opini<span class="_ _8"></span>i<span class="_ _1d"> </span>i<span class="_ _13"> </span>osądów.<span class="_ _1d"> </span>Rada<span class="_ _13"> </span>Nadzorcza<span class="_ _13"> </span>w<span class="_ _13"> </span>szczególności</div><div class="t m0 x11 h6 y179 ff2 fs3 fc2 sc0 ls0 ws0">opiniuje<span class="_ _13"> </span>st<span class="_ _8"></span>rategię<span class="_ _13"> </span>S<span class="_ _8"></span>półki<span class="_ _14"> </span>oraz<span class="_ _13"> </span>weryfikuje<span class="_ _13"> </span>pracę<span class="_ _14"> </span>Zarządu<span class="_ _13"> </span>w<span class="_ _14"> </span>realizacji<span class="_ _14"> </span>celów<span class="_ _13"> </span>strategicznych<span class="_ _14"> </span>oraz</div><div class="t m0 x11 h6 y17a ff2 fs3 fc2 sc0 ls0 ws0">monitoruje osiągane przez Spółkę wy<span class="_ _0"></span>niki. Członków Zarzą<span class="_ _8"></span>du powołuje Rada Nadzorcza, a</div><div class="t m0 x11 h6 y17b ff2 fs3 fc2 sc0 ls0 ws0">członków<span class="_ _9"> </span>Rady<span class="_ _7"> </span>Nadzorczej<span class="_ _9"> </span>wybiera<span class="_ _7"> </span>walne<span class="_ _7"> </span>zgromadzenie<span class="_ _9"> </span>akcjonariusz<span class="_ _8"></span>y<span class="_ _9"> </span>spółki.<span class="_ _7"> </span>(Statut,<span class="_ _9"> </span>punkt<span class="_ _7"> </span>IV).</div><div class="t m0 x11 h10 y17c ff1 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _9"> </span>S<span class="_ _8"></span>tatut<span class="_ _9"> </span>Spółki</div><div class="t m0 x11 h6 y17d ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _7"> </span>S<span class="_ _8"></span>tatutu<span class="_ _7"> </span>wymagaj<span class="_ _8"></span>ą<span class="_ _7"> </span>uchwały<span class="_ _b"> </span>Walnego<span class="_ _7"> </span>Zgromadz<span class="_ _8"></span>enia.<span class="_ _b"> </span>Zawiadomienie<span class="_ _7"> </span>o<span class="_ _b"> </span>zwołaniu<span class="_ _7"> </span>W<span class="_ _8"></span>alnego</div><div class="t m0 x11 h6 y17e ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzenia,<span class="_ _7"> </span>w<span class="_ _7"> </span>kt<span class="_ _8"></span>órego<span class="_ _7"> </span>porządku<span class="_ _7"> </span>obrad<span class="_ _7"> </span>prz<span class="_ _8"></span>ewidziano<span class="_ _7"> </span>zmiany<span class="_ _7"> </span>S<span class="_ _8"></span>tatutu<span class="_ _7"> </span>Spółki,<span class="_ _7"> </span>powinno<span class="_ _7"> </span>z<span class="_ _8"></span>awierać</div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">17</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">dotychczasowe<span class="_ _4"> </span>postanowienia<span class="_ _4"> </span>Statut<span class="_ _8"></span>u<span class="_ _4"> </span>oraz<span class="_ _b"> </span>proponowane<span class="_ _11"> </span>zmiany.<span class="_ _b"> </span>W<span class="_ _4"> </span>przypadkach<span class="_ _4"> </span>uz<span class="_ _8"></span>asadnionych</div><div class="t m0 x11 h6 y17f ff2 fs3 fc2 sc0 ls0 ws0">istotnym<span class="_ _7"> </span>z<span class="_ _8"></span>akresem<span class="_ _7"> </span>zami<span class="_ _8"></span>erzonych<span class="_ _7"> </span>z<span class="_ _8"></span>mian,<span class="_ _7"> </span>ogłoszenie<span class="_ _b"> </span>może<span class="_ _b"> </span>zawierać<span class="_ _7"> </span>projekt<span class="_ _b"> </span>nowego<span class="_ _b"> </span>tekstu<span class="_ _7"> </span>St<span class="_ _8"></span>atutu</div><div class="t m0 x11 h6 y180 ff2 fs3 fc2 sc0 ls0 ws0">wraz<span class="_ _1a"> </span>z<span class="_ _12"> </span>wykazem<span class="_ _12"> </span>jego<span class="_ _1a"> </span>nowych<span class="_ _12"> </span>lub<span class="_ _12"> </span>zmienionych<span class="_ _1a"> </span>post<span class="_ _8"></span>anowień.<span class="_ _1a"> </span>Tekst<span class="_ _12"> </span>Statutu<span class="_ _1a"> </span>dos<span class="_ _8"></span>tępny<span class="_ _1a"> </span>jest<span class="_ _12"> </span>na</div><div class="t m0 x11 h6 y181 ff2 fs3 fc2 sc0 ls0 ws0">stronie<span class="_ _7"> </span>internetowej<span class="_ _9"> </span>Spółki<span class="_ _9"> </span>pod<span class="_ _7"> </span>adresem:<span class="_ _9"> </span>ht<span class="_ _8"></span>tp://www.ifcapital.pl/statut.php</div><div class="t m0 x3d h9 y182 ff4 fs3 fc2 sc0 ls0 ws0">Obrady<span class="_ _9"> </span>Walnych<span class="_ _7"> </span>Zgromadzeń<span class="_ _9"> </span>i<span class="_ _7"> </span>jego<span class="_ _9"> </span>uprawnienia</div><div class="t m0 x11 h6 y183 ff2 fs3 fc2 sc0 ls0 ws0">Walne<span class="_ _11"> </span>Zgromadzenia<span class="_ _1d"> </span>Spółki<span class="_ _11"> </span>odbywaj<span class="_ _8"></span>ą<span class="_ _11"> </span>się<span class="_ _1d"> </span>zgodnie<span class="_ _11"> </span>z<span class="_ _1d"> </span>zasadami<span class="_ _11"> </span>określonymi<span class="_ _1d"> </span>w<span class="_ _11"> </span>Kodeksie<span class="_ _1d"> </span>Spółek</div><div class="t m0 x11 h6 y184 ff2 fs3 fc2 sc0 ls0 ws0">Handlowych,<span class="_ _12"> </span>S<span class="_ _8"></span>tatucie<span class="_ _12"> </span>Investment<span class="_ _10"> </span>Friends<span class="_ _12"> </span>C<span class="_ _8"></span>apital<span class="_ _12"> </span>SE<span class="_ _10"> </span>oraz<span class="_ _12"> </span>stosuje<span class="_ _10"> </span>się<span class="_ _12"> </span>obowiązujące<span class="_ _12"> </span>prz<span class="_ _8"></span>episy</div><div class="t m0 x11 h6 y185 ff2 fs3 fc2 sc0 ls0 ws0">prawa<span class="_ _9"> </span>rynku<span class="_ _7"> </span>kapitałowego.</div><div class="t m0 x11 h10 y186 ff1 fs3 fc2 sc0 ls0 ws0">Skład<span class="_ _7"> </span>osobowy<span class="_ _9"> </span>Zarz<span class="_ _8"></span>ądu<span class="_ _7"> </span>oraz<span class="_ _9"> </span>opis<span class="_ _7"> </span>działania<span class="_ _7"> </span>organów<span class="_ _7"> </span>zarządzających<span class="_ _7"> </span>i<span class="_ _7"> </span>nadzorczych<span class="_ _7"> </span>Spółki<span class="_ _7"> </span>w</div><div class="t m0 x11 h10 y187 ff1 fs3 fc2 sc0 ls0 ws0">latach<span class="_ _9"> </span>2024/2025</div><div class="t m0 x37 h6 y188 ff2 fs3 fc2 sc0 ls0 ws0">Zarząd:</div><div class="t m0 x37 h6 y189 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _9"> </span>P<span class="_ _8"></span>atrowicz</div><div class="t m0 x37 h6 y18a ff2 fs3 fc2 sc0 ls0 ws0">Rada<span class="_ _9"> </span>Nadz<span class="_ _8"></span>orcza:</div><div class="t m0 x37 h6 y18b ff2 fs3 fc2 sc0 ls0 ws0">Wojciech<span class="_ _9"> </span>Hetkowski</div><div class="t m0 x37 h6 y18c ff2 fs3 fc2 sc0 ls0 ws0">Jacek<span class="_ _9"> </span>Koralewski</div><div class="t m0 x37 h6 y18d ff2 fs3 fc2 sc0 ls0 ws0">Małgorzata<span class="_ _9"> </span>Patrowicz</div><div class="t m0 x37 h6 y136 ff2 fs3 fc2 sc0 ls0 ws0">Martyna<span class="_ _9"> </span>Patrowicz</div><div class="t m0 x11 h6 y18e ff2 fs3 fc2 sc0 ls0 ws0">Głównym<span class="_ _b"> </span>zadaniem<span class="_ _4"> </span>Zarządu<span class="_ _b"> </span>jest<span class="_ _b"> </span>prowadzenie<span class="_ _4"> </span>spraw<span class="_ _4"> </span>spółki<span class="_ _b"> </span>i<span class="_ _b"> </span>j<span class="_ _8"></span>ej<span class="_ _b"> </span>reprezentowanie,<span class="_ _4"> </span>ale<span class="_ _b"> </span>także<span class="_ _b"> </span>bycie</div><div class="t m0 x11 h6 y18f ff2 fs3 fc2 sc0 ls0 ws0">odpowiedzialnym<span class="_ _1d"> </span>z<span class="_ _8"></span>a<span class="_ _1d"> </span>zaprojektowanie,<span class="_ _1d"> </span>wprowadz<span class="_ _8"></span>enie<span class="_ _1d"> </span>i<span class="_ _1d"> </span>zapewnienie<span class="_ _13"> </span>adekwatnych<span class="_ _1d"> </span>i<span class="_ _13"> </span>skutecznych</div><div class="t m0 x11 h6 y190 ff2 fs3 fc2 sc0 ls0 ws0">działań<span class="_ _23"> </span>zmierzających<span class="_ _23"> </span>do<span class="_ _16"> </span>osią<span class="_ _8"></span>gnięcia<span class="_ _23"> </span>celu.<span class="_ _23"> </span>Rada<span class="_ _16"> </span>Nadzorcza<span class="_ _23"> </span>sprawuje<span class="_ _23"> </span>stały<span class="_ _23"> </span>nadzór<span class="_ _23"> </span>nad</div><div class="t m0 x11 h6 y191 ff2 fs3 fc2 sc0 ls0 ws0">działalnością<span class="_ _17"> </span>spółki<span class="_ _17"> </span>we<span class="_ _17"> </span>wszystkich<span class="_ _17"> </span>dziedzinach<span class="_ _17"> </span>jej<span class="_ _17"> </span>działalności.<span class="_ _17"> </span>Do<span class="_ _17"> </span>głównych obowią<span class="_ _8"></span>zków</div><div class="t m0 x11 h6 y192 ff2 fs3 fc2 sc0 ls0 ws0">członków<span class="_ _7"> </span>rady<span class="_ _7"> </span>nadzorczej<span class="_ _7"> </span>należy<span class="_ _7"> </span>także<span class="_ _7"> </span>powoływanie,<span class="_ _7"> </span>odwoływanie<span class="_ _7"> </span>i<span class="_ _7"> </span>zawieszanie<span class="_ _7"> </span>w<span class="_ _7"> </span>czynnościach</div><div class="t m0 x11 h6 y193 ff2 fs3 fc2 sc0 ls0 ws0">członków<span class="_ _11"> </span>zarządu<span class="_ _11"> </span>spółki,<span class="_ _11"> </span>delegowanie<span class="_ _11"> </span>członków<span class="_ _11"> </span>rady<span class="_ _11"> </span>nadz<span class="_ _8"></span>orczej<span class="_ _11"> </span>do<span class="_ _11"> </span>wykonywania<span class="_ _11"> </span>czynności<span class="_ _11"> </span>w</div><div class="t m0 x11 h6 y194 ff2 fs3 fc2 sc0 ls0 ws0">miejsce<span class="_ _1a"> </span>członków<span class="_ _14"> </span>zarządu.<span class="_ _14"> </span>Dz<span class="_ _8"></span>ięki<span class="_ _1a"> </span>prostej<span class="_ _14"> </span>strukturze<span class="_ _14"> </span>spółki<span class="_ _1a"> </span>nie<span class="_ _14"> </span>ma<span class="_ _1a"> </span>problemów<span class="_ _14"> </span>z<span class="_ _1a"> </span>terminowym</div><div class="t m0 x11 h6 y195 ff2 fs3 fc2 sc0 ls0 ws0">przekazywaniem<span class="_ _7"> </span>informacji<span class="_ _9"> </span>pomiędzy<span class="_ _7"> </span>Zarządem,<span class="_ _9"> </span>a<span class="_ _7"> </span>Radą<span class="_ _9"> </span>Nadzorczą.</div><div class="t m0 x11 h10 y196 ff1 fs3 fc2 sc0 ls0 ws0">Opis<span class="_ _7"> </span>systemów<span class="_ _9"> </span>kontroli<span class="_ _7"> </span>wewnętrznej<span class="_ _7"> </span>firmy<span class="_ _9"> </span>i<span class="_ _7"> </span>zarządzania<span class="_ _7"> </span>ryzykiem<span class="_ _9"> </span>w<span class="_ _7"> </span>odniesieniu<span class="_ _7"> </span>do<span class="_ _7"> </span>procesu</div><div class="t m0 x11 h10 y197 ff1 fs3 fc2 sc0 ls0 ws0">sporządzania<span class="_ _9"> </span>sp<span class="_ _8"></span>rawozdań<span class="_ _9"> </span>f<span class="_ _8"></span>inansowych.</div><div class="t m0 x11 h6 y198 ff2 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="_ _7"> </span>Spółki<span class="_ _7"> </span>j<span class="_ _8"></span>est<span class="_ _7"> </span>odpowiedzialny<span class="_ _7"> </span>za<span class="_ _7"> </span>system<span class="_ _7"> </span>kontroli<span class="_ _b"> </span>wewnętrznej<span class="_ _7"> </span>w<span class="_ _7"> </span>Spółce<span class="_ _7"> </span>i<span class="_ _7"> </span>jego<span class="_ _7"> </span>skut<span class="_ _8"></span>eczność<span class="_ _7"> </span>w</div><div class="t m0 x11 h6 y199 ff2 fs3 fc2 sc0 ls0 ws0">zakresie<span class="_ _1c"> </span>prawidł<span class="_ _8"></span>owości<span class="_ _1c"> </span>sporządzania<span class="_ _24"> </span>sprawozdań<span class="_ _1c"> </span>finansowych<span class="_ _24"> </span>i<span class="_ _1c"> </span>raportów<span class="_ _1c"> </span>okresowych.</div><div class="t m0 x11 h6 y19a ff2 fs3 fc2 sc0 ls0 ws0">Sprawozdania<span class="_ _1b"> </span>finansowe<span class="_ _d"> </span>i<span class="_ _1b"> </span>raporty<span class="_ _1b"> </span>okresowe<span class="_ _d"> </span>sporządzane<span class="_ _1b"> </span>są<span class="_ _1b"> </span>w<span class="_ _1b"> </span>oparc<span class="_ _8"></span>iu<span class="_ _1b"> </span>o<span class="_ _1b"> </span>dane<span class="_ _d"> </span>finansowe</div><div class="t m0 x11 h6 yc2 ff2 fs3 fc2 sc0 ls0 ws0">pochodzące<span class="_ _1a"> </span>z<span class="_ _14"> </span>systemu<span class="_ _1a"> </span>finansowo-księgowego,<span class="_ _1a"> </span>gdzie<span class="_ _14"> </span>są<span class="_ _1a"> </span>ewidencjonowane<span class="_ _1a"> </span>zgodnie<span class="_ _14"> </span>z<span class="_ _1a"> </span>zasadami</div><div class="t m0 x11 h6 yc3 ff2 fs3 fc2 sc0 ls0 ws0">przyjętej<span class="_ _12"> </span>polityki<span class="_ _1a"> </span>rachunkowości<span class="_ _12"> </span>zgodnie<span class="_ _1a"> </span>z<span class="_ _12"> </span>ustawą<span class="_ _1a"> </span>o<span class="_ _12"> </span>rachunkowości.<span class="_ _1a"> </span>Kontrola<span class="_ _12"> </span>prawidłowości</div><div class="t m0 x11 h6 y19b ff2 fs3 fc2 sc0 ls0 ws0">sporządzania okresowych s<span class="_ _8"></span>prawozdań finansowych odbywa się dzięki coroc<span class="_ _8"></span>znym badaniom</div><div class="t m0 x11 h6 yc5 ff2 fs3 fc2 sc0 ls0 ws0">finansowym<span class="_ _9"> </span>prz<span class="_ _8"></span>eprowadzanym<span class="_ _9"> </span>przez<span class="_ _7"> </span>niezależnych<span class="_ _9"> </span>audytor<span class="_ _8"></span>ów.</div><div class="t m0 x11 h6 y19c ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _1d"> </span>okresie<span class="_ _1d"> </span>sprawozdawczym,<span class="_ _1d"> </span>sprawozdanie<span class="_ _1d"> </span>finansowe<span class="_ _13"> </span>sporządzane<span class="_ _1d"> </span>zost<span class="_ _8"></span>ało<span class="_ _1d"> </span>przez<span class="_ _1d"> </span>Zarząd<span class="_ _1d"> </span>Spółki</div><div class="t m0 x11 h6 y19d ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _17"> </span>skonsultowane<span class="_ _17"> </span>z<span class="_ _17"> </span>profesjonalnym<span class="_ _17"> </span>podm<span class="_ _8"></span>iotem<span class="_ _17"> </span>–<span class="_ _17"> </span>Kancelarią<span class="_ _1b"> </span>„Galex”,<span class="_ _17"> </span>świadczącą<span class="_ _17"> </span>usługi</div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">18</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">doradcze na<span class="_ _10"> </span>zasadzie<span class="_ _10"> </span>umowy. Kor<span class="_ _0"></span>zystając z<span class="_ _10"> </span>usług<span class="_ _10"> </span>doradztwa wy<span class="_ _0"></span>specjaliz<span class="_ _8"></span>owanej<span class="_ _10"> </span>Kancelarii,</div><div class="t m0 x11 h6 y17f ff2 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="_ _1d"> </span>ma<span class="_ _1d"> </span>możliwość<span class="_ _11"> </span>prz<span class="_ _8"></span>eprowadzenia<span class="_ _11"> </span>analiz<span class="_ _8"></span>y<span class="_ _1d"> </span>poprawności<span class="_ _11"> </span>formalnej<span class="_ _1d"> </span>złożonych<span class="_ _1d"> </span>dokumentów,</div><div class="t m0 x11 h6 y180 ff2 fs3 fc2 sc0 ls0 ws0">sporządzenia<span class="_ _1b"> </span>obowią<span class="_ _8"></span>zkowych<span class="_ _1b"> </span>sprawozdań<span class="_ _d"> </span>finansowych,<span class="_ _1b"> </span>w<span class="_ _1b"> </span>t<span class="_ _8"></span>ym<span class="_ _1b"> </span>kwartalnych,<span class="_ _d"> </span>półroczny<span class="_ _0"></span>ch<span class="_ _d"> </span>i</div><div class="t m0 x11 h6 y181 ff2 fs3 fc2 sc0 ls0 ws0">rocznych<span class="_ _9"> </span>sprawozdań<span class="_ _7"> </span>finansowych.</div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3caZflZH3b+9zz/e29VdXW3ulvqltTaFyQksWOMEBiBRggbbLPYEA5O7OCxJ7ZziB1mOPGQFxPHc5JM5jjOjGdsPMs5HI/NeIbgeLwlJgFig2XAQSChXaBGIKlRS713bff+/89vXtyqVksWizE+w8Sfz6tSqbrq6tbtc+5Xz/Jr/XwcSra+tVlEvzCavvS67k2v2Pn66/cstlGWIc4Yh/LnPXgw3/Nbp37j1nrgyLhbGFZn01/6Dxuv+x+P7T9rYZxt1K0ePTX+Pz5yaufiZDQ/qLLZNu2hw/nRe1o3WTh8aojoa5bjJ+LjD00fOjLdGEallbN2j/7pu8/52Z/aURa7u0797E0/8MvL27fv3LX79pXrHjjYP+ODObL7JX/04Ik/v+NrbTr7n/7k5Gte/4aFhafMY3neS17+uXbD8qT8+q//+vwz+/Zf/KnVF9z28LG7Pn/X7Xd+4q7bP3v3Hbf/i5//bx544AF/LwAAvjnla7+h5GuVyTB88d+/aG3t2N/+mbWFxW4yWSjj+mf3HnrLd2z/ubftyhIRdTTEbYfP/dzhcxZHi6Nxjkfj0Whcau1qNyql60rXdV1X51PYS7Ros9KGyGEzBnKINiuRNbKL/p9+4PbW1j7wX17RStfqcP/BhYNHlz740bv/hx87byjrC7N++AYedpYyydkf3xP79i4965x+KFEiI2pE+9N7R/ce2z6OEmVywe5TL758dtZoo0WUbly7rsRC1kl0XZZSSy05H/Neaut/908e+9Q9/axfm82G1lprLTNbZma2jPkHQ0TNlllmWTfWc9qyG+X28ahmRgx9LdnX9VnWSVtq0dc2P/peMobSRWtrszrq2qTGEO3UtDs5HdrQlrLecOPyT//I4u6zRg8dv27X1f/t1dc878nSWFs7cODAJZdcsrz8DLNf7r//gd27d+3du/fMT/Z9f//99+/fv3/Xrl1P+/rW2r333rdnz+7zzjvv9Bc/8sgjp/8iZZSIvOSSS/zVAAD4ZsqkFNu6vnl33vEf949P3nrb0CIjMku9+6FjV+3r3vOWvZGtZLQ6TMvi5x9frmV+m3DXIlpkF7G1IlLOqMQSUeeRUKKWqBk1YihRorQupx+68+in73/sN9/zwqGUiCytxlAnOX3Jteffet/qd121MZTJfCvU11ajzWq54ryFP7575YqzJ13JFlFjemR94YuHa60ZpZbSHzyx/KHP9S+5LC7evV5aZoyitsi+tYxaM8o8OiJzKLNXv3jv3Q9+6WhfIr5qH9UskV1kjiPHi5vpETFkZER0LbK05Um0yKHm1qVc0SJKtiixbdSylo2hnVpr09gYlTh391k/+XdGr37xrtXS7jz+o6983bsmk6eMVlxaWrr22mu/2uO56qpn/flPjkajr/ZHaq3XXnvN075YigAAfAvZ1vXNe/zhT2XUO+9qJbJF98XHjm+snvrnP3L+Ure5lajLeuDYtlNDNx8GEk+ZW/LkDbyZUUrJrXfr8wuyNsfHz8edZH7+if5//d3bfuYNlz//0ijRbQVNZuku27t036MxtKWIb2gFrGS0KLt35cbG7GN3T6e5WKKtDUu33jtMc6lEn5vfvJ1q3R9//qxPHdgzzYyyltln9CX6mn1pfWl9bX1pfRlieTK74QXbo/QRNcpfyULcrMSJteHYqX6aZVRGP3DLub/ySzte+eJdD5y6ZPXc//vmN/7s08oEAID/37Fy8pewcaDtGB56qEb0x0+Ug0dO/sIPX3rVuaMWGbVFRM184NC2jHzyMuCtLoknb+DKJ3Nl/pkS3Xz9o9T5fJOTa8M/e/+f3XDNzp/4nn2RQ8SQZb7A0lrpSvSXnL/v0184+B1XtCglcvS05YsamfNTHPNrgUvWiFqHfXvGnz84PrJy7OJ92x4+PD2yslTrLHPzCP4QtWtdluH+QwsnVxdfdlXdvjgtQ5bsWzeO0mpGi8zMbwRv8QAAIABJREFUEjUivvPZuz52x9Ejh+cXan0L+iRLF9lKZEau9bm2PlvPcSmTa59V3/mj5151xdpGP75j5Sde9T1/1wF0AABx8tfdUv3ikN2BR44dn3YPHzrx7jec/6bv6FrLeXtkxP1Hz3pkZXEy6uZZcOYWrjP+Keb38kacnikSkbE1fTGnbfwv/tWfXnzu+Jf/iytLzCKjldrlkG08ndUSrZSYdLExnH3oxPo5Z62UMi2te+q7/Igyra1r8xEl0UVGRFtcGEfm4RPjYyciR6NSh4hSos7bIqNllPkf/vKp3Y/dtv7s/fXqC/vdo3EtOZQ2RCklIzJjyIhxN7vpxXs/+KFHa9Yhhm/BSzNnLep6ayvT2OgjY3L5eeWH/8aOG69fnJXhzsNvv+76n3rNBRd5HQIAiBNi58LBU6fy2Go+cvjUW1+5+ydvXprFpIu+ZM5yuO/xsz/5he2x0Ep0W3dPlTMGw0eUsrVsMk+XMxYcSmSUEq1E/Orv3Laysvr+f/jshYVRiVlEZGRm+cLjk9X1USktopbIvo7uemzH7hPlir399sWVml3J2tdSsnWtPjbknffnq7YOU5Qya2356NFjURai5FCHElE29/jl6XuyTrfNqM1mrX7uy9vufqjtP3d29Xmx/5xSS5SMGq3FKMqQ2X3nFds+uqc7fLh9k2myFW2ZEaWuD+3U+rAxlNLGZ+/a+JtvOef1r5p0k7jvyHde8sKfe81NV3oFAgCIEzYtj44+cXT2yPHpd16+9J63nhXDYu2mEaVEufeJ+uE7to23lUkrLYZRdk++089aspTcPO+TmWXrw/kqRET2NWu2yP63P/aFT9x94P3/4AVnLWUffckWETVqZtsYclazZMwnwpfMEnlkZXJ4Jfctnrd319Edi9PM/qEn4o/uXr3n0eGdr9ke0UXMiyIfODQ9vFozh4hSstSoJWtGiZiviNSStT15n2/NaBnZannwsfLgwZiU2Z5ds50Lk7W28frnR2RpJWppN75gzwc+fGh+jv0v+HRu3s2VpQ0ZK2vD+qwMJceTfMMtyz/0hgt37jh6cO38E/VdN775rV57AADihKeYtR3/5FeP7Ns+/MKP7V/OUd/1o9ZadK20R5/Y2ZfZKCLiKcchnnGGemydPMktXUbN8vG7Dv2f/+Gz/93fvvLF++drLFupkLOujffuWD+xun044zB9RIuMzMWDK9NHVratre/4pT+4d2N9+k/efsFPfs9q5nizOzIefGLy6fvWI0Zbgz7yqQ9mvoizuT9tvlJz+nFGq9lyJcrJQ3WY9fc+cvJFly7s3zGJbiOje/5V5/zbjx88vvYXLZP5ndYxzW5lrV+fzYaIXFj6/htHb3/jzn17yhP96M71n3vFf/a3njZ+BAAAcUJExHs/OPnIJ1fe/zNXnr+9tehrtoxR1sioDz+WQ92IthjPNEZm8wBKzu/b2jqjkllyMxNqi1mO7n3g4Xe/6bK3vHjbtKs1o8t+vrQQMZRhsrwwK087d541IyJazdpy9L6P3F+G9d9894UXn1Vz2NllRsnW4tMH2j0Pt1mbRMy2Bt3Mv20rWaPV6CLn0dLq1lazcjpOMjIj61Bb6zLWL967/BsfPfJfvXFPyZKlLI6mz7n6nI/ffiTy6xyLz/m4ycj5aknf8tTGcGK23kq3UBdf/V2L73jTtv3njlZz6bPH3viSV//9a3fv9pIDABAnPIPf+/3f+5Vf+4///G9d/qIL+750pZWILkqrMRw5NXnsZIy2ldLyq7wv3zz6vrlgsvW+f378fH48fhTtx9/w0scf//SBJ2aX7R210mJ+OiUzYjyMjp9a3ZlRz5xxntHm37i2+Hd3PHLg4aO/8Z5LL9++NCsrETGUmM0mf3J//9jhUWTtsg1RnzyDX+Y/NkuWEiUzS7QyvywsskWJzBabSzQZ2UpmZGY3rsMdB04dObFr186FiCEyvuPa7bfedryVr3PwpG4+8roeZWW9rU77FqNxxI0v3fW2HxhdfkG3HqPPHv7+593wM7fsv9DrDQBAnPDM7rvvvh/5mz/yozfufeNL5oMFT+9iai26zz3S9ZGjVocybW2UT97G9dREya1IidJai4g2f8Mf83HqMURM47K69HDEEHF671aUbKs5Onh4+5nf6swf8bmvrP3epx7++bef/7xzh75NS3ZD7demS5+4tz98clvG7OusaWyOXNn6iaWc+QPyz7lkz873fezou15/9vw2sEvOXrr0gnrg0a8TJxkxG8rJjWE6nQ0lRrW+6vrlH3jj5PILa+bk9iO3XPWiv//aV1/hxQYAIE74Wm699daXP3vnu968nGXoo9T5rb9Rhph0Of3Mg9MSpWRGlpJZ48zbgp/pXfrmzq5+vs+rtowsUYaMPO/sncfWL5r26+M61Mghog1t1tdT69EPXcYQsXndb0RXchZZHz++8r996PNvuWHPW1+6lK1GGUrWfrrwyfuGYyvbSvZfLUjK5tCSjJalROSQ0UopkbVmbRkxn2vSWmQp+eSB98Xx8Km7V1Zv2bM8iiwtol7//D0HHjn0tAQq0VopLWpEzoZ+ZT3XZ30OC+PF7rWvXHzT9y1fvK9ruXjP4Zdf9Ny/95qbnuNlBgAgTvj63vGOd1xyzsLal967FIdKZt/N92blyZP5h3e1w8fqZNvp7sjWnmF312aqlM0NVS2z1s1Vk81hiZubrNqs747322vJGm3WMjPb0EdrGZtDFVuWoYxK9hH1wa+c+tUPPfjiZ9V//IM7s0TJFlmitU8cmJxcnWyddd+8zviZ+mRrwspWT+TWbq9obfOETG62Vps/mNbqUPds737nttW3XL/cZRdRnnvFOf/PwsGTG0/+iNOn9jdm05X1fr0fDd2we9vke1+77Xtfu+2cHW0ok7sPv3z/tX/vppue5wUGACBO+Au46fvevrb6xi/81nfvXntsdbb02S+sf/zu6T0HN7pc2rM8jLO11tq8TM54Iz8PgNODFud3YrXMGtGiRebmjV2bx1JaRptPSi85RLS6dXFWi8ytb5KRozac6uO3//SRj37uoR986e6fe9O+HLfx0Fp0GfWOg6PjJyf5NQcjbh10z4gWmyNMto7yZ2a2eHLzWGZG26yjjIxpHc5ZXPjwnx168/XX1LKWMdrWTa+4dNft9x2frwFFlNbi5EY5tT6d5VCyO293++5bzvm+1yzuWlpdKUt3HHnlZc//uze9+hqvKwAAccI3Y2nbtoPbbtp3/vt+6/9a/+C/P74w3j6edGXUTqzn8nKbry5kDtn6yFG0PrJEK5GltIioWUtszieZ58YQLbMNJVtEi9IiWp4+hVKiRM6HjeQ8WiJLlpqZ2T9wcOV/+bf3lxh+8ccueN21yxkthuhL18Xs0eM7vnS4y3LGuZg48/bhpwRK5NBqqZvn4COf/HzLnK+6nLFDrW2uokSWmtNDR/LLh1au2Nv1NWrrrtg/ueO+bFHX+2FlY7o27Yc26YbRc69efN0ty9/1srIY3aksnz7+E8996Q8b9A4AgDj5y7ryBT+08aX3v+67R3/wR0dnMR23bSVKP7QT622yGDFfMNncBPXkx1v7tjJPb+KK+VmOqHH6C1pmmw9MzHlZlHL6kq/TldHn6N98+uAHPv7Azc/b8fNvu2DPcpcxzOcy1sjjs8W7DmaLhYjp6VH0X13Ot4rlmV9Wtu483vyKrVyKyDPWhSLiwrOW/uCzx3/65l3jFrWNtm8fn1gfTmy0jaGV1i0vTl5xw9Itr4lnX7itlv7Q9Lx717/3hTf8+Gv37vMqAgBAnHwLXHb5sz5y283Xnf1v3vQ9Oz/w+7OWfUbNyJWNfsd0tjSu0Vq2+R6vJ9VaskXUWrPlfHBiaZGtbF6U1Vq2EvOjHlHO3OK1dTIkWsnIjda/798duPWug//1my94xysXS3aRfcmulWEjJkeO1Qe+MlmfLpQy+9oDR+KMeYuROT8JszmKJTNbZLbMbFsrJ/MwyRwyhowhskUpu5f6W+849lM3nz/OlYxy/q7uyou233bfiWueNXnNK7e//GXdznEO3eTA0Ss3tr3t+hvf8pzFRa8fAADEybfSs1/2nrW7Pvbm7zv1Z7fnlw9ttDYqpbRsx0+tLkzGo3GMzsiSzdWGVuaDEjNO3+U1RBkyo0S2+RCRmF+f1TKHzRzZuuM3I0rrhxj/8u/ff89Dj733nRe+8vJtXRv6bijzYynD0qfuXTgVJbIrMWR+3TWT06GSMWR2LbOUWp7p3+dmqLShRbaMoWXJNmTZmPUPPrJ6YqPfNS5Z+v176nvedv7x3HP2latD6Vf7HZ878urzr/qhl934Eq8ZAACeUfUU/CXtv+DCA/GuxTr6Bz+xbdfieHOuYstpdodXZivT1tpTlk7O3Nx1+lPt9Jn5bBltXgBt84R6xOYSxub2sJbRl/bBW7907xcP/e/vvOhVl49qXWs1S279NsfrsRDDUw+WfPW7jLey5IwfFdmyPX2eyfzBx+lRJ620IWbT4fG1fPjI2qPH11vmg186kqWLiMwuI5d3tPuPPef+6T867/qP3/yD//K65ykTAAC+Kisn3wKvvuUdH/qtB1+w79f/4U/v/O9/de3kWs2ctjbuh3b01Fqrcc54PG5DDNPWldZqa/MszFGNrcmGrUSrOT/1nhFZs5UcWrQSbT7/JMvWQZTW1obR2sqpX/zxy66/aNZHRnYRQ435JVuRORrXrFm+sYc/P38/ekqoxBCxua4TGRllKNm1vkWJLH2braxNT61PT63mRj9k3+/cU264bscFX9x4/GRm9lnmd4jlg8df8eq/8yteIQAAfCNOnyLgL+sPP/juF+7+Vw8eyl98bxw5Nl4cD5PJ4nhxYTJZ2LbQ7Tlrx/btSwvjbjwej8ejrtZSyqhGKfPuGCL6Lks3D4HS5nESkV0MNUqpLWJz4WVoEdFPouxeXqvRZjnqss/MiDKfqNLn8PDhpX7oWvSnFz2GYWhDDFsys+/7zQMkESW6LCVKLTHaipoS8zWQyJalz7qxMZyczVY2phvrZZqtzfr952684PndC58zuvSiWOjLSowOPnT2hX2f85H20d+z6z+/5a3v9NoAAODrl8l8Ep84+ZbIzD/81//oxbt+89BK/ubvHL/t03vrUr+0MFoYLY0mC5NJ3b60uGfntu3bFsejWmspXdfVqFEis0YfOXQZtWQp81WUrTgprSslSivRhmHYPBsfrc8yxJCti6G1za1WpbXMiCGzRattGLL7GnEy9H2bx0mJkl1GiVpOL6ZlRMaoz9nqtF9Z71Y3ptPMyG4U65deOLrmuv451y6ed04/yo1ZWXr4yFUnRzdf+dzvvfSyK48cfmL+iposLOzYsdMLAwAAcfL/jQ/97i88f/l/rm3bZx468a9/e8cTx8d1cbww6hYmC+PxZDwe71jsduxY2rY4ntRWa3Sb1/S22oaulFIzc6iRNfv5nq8uWtSs0bporcWZZz/60+Pa23zMfMzPiQxZn3ZWZNMZcdJay35oJdv8+q/sokSW2kqdZV3bGNambWXa+tYNJSLa9qVy7eXt6mvXr7lix/K2lUlrQ46/cOx5q4uvefbzXnfhRZf41QMAIE6+7dz+mU+c+tI/vmLHA7My++Rt8dGPbz+xujxZmIxG4/mervFkNO7a8sJoeWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8g3EyXzmZf3BmnGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TXPLu/9OLadRvRtq208tCxG8pZNy+vnNx91g6/7m9nC9t37b74Gs8D8O1vx7n+JxcgTv7KtNY+9uH375m+d9+2x9ejfPau8W2fWTj4xNJkPOlG4/E4alez1HFGrbmw0C2NY/ukLHRdiVZjqJGjkpGt1OhKK6XUaDWGoQ1tPpe9RWYOmzNKokVprWXUoZXImC+wbF25FTm01oY2DEPmMOQw9LOhX1vPlbXZysbG6sZ0NistatZxlFHt8ry95corJldeMb380tGu5b6LOivx2Kn9h6Y37jn/xue+8BWLi4sR8d7vXvCLBgD4lrjyVX/j5p/9NXEiTv4Kra2u3vqRX9tf37dn4VAbxVceH939+dHnH9x17NSOWsuotFImWWZRWmbtclYyF8bdZFS3TYbFcZ10ddLVcclR6bvsS2Sfm6NP5nMRW4zmcVKyzq/+HbJFZN+2jqBkHYbYmA3r0+nG+sapvm2sz1ZXp+uzvm/TbCVz1FqZLPWXXdRdesnkskvi0ksmO7ZF6VYyc7Xf/tCxlw6LL7v86puuuPLqp/3XnXzsIb9i/ryv3P2nngTg299Dn/wDTwLfVs679mXP+f6fFCfi5K/cdDr95J/8bjvygWfv+kyUaav18PHRQ19e+uLDex4+VPpZKdll9hGlZSvZl9a3Ukrru2g1c2FURqOYjMqoRmlZu1rL/JhKtijzu4dbKW1o/VD6vgxtmA4tW/bDMO1bP8tZmy+5tD5zGKL1w9JkOHdvvfCCuPjCvOii2Ld3VKNE1qzTk9Mdj558/nT8kn0Xveza57xoPB77DQIAIE7+U/Poow/f85nfG69/+NJdd467aY2+ZffE0dFXHt926InJkSPjI8f71ZMt+3Hf9RG1ZNScRgwlSkTL1mfrIrM9Oe99c+piliyltIxotWY3ZEaZb/xqWdZ37uh2787du/s9e3LvnrZvb561c1RbycihxizqV45fdmL2gvGO6y687KWXX3lVrUZzAgAgTv56OHnyxJ2f/fjJQx/bM77tvO2PTMqp+WiRjG6j746emB0/2q2c7E6eqCfXYrpe19fG62v9bNZvTKO1FlHmXz8a53jclVq6Lkop43FZnAw7luvy4sbOXW3nrnLWWXX7zjqpQ8khylByNJTJ+jB+/OSFJ/ur6/J1+/a/4IqrnrO0tOSXAgCAOPnr7sSJ45+//44jj90zrN27XL68e9vDe5aeiJyUslGiz+yijYZumjVKdl3LsjmBJCIia2a0iFLbOEopUaL1pcyiRMtJi9pHHDl1/omNCzbi0rrtkp17Ljv3vMsvuvgyayMAAIgTvr6TJ0888uUDJ45/ZeXEwdn64WzHR/3xcZyIsjaq609u6Ypow2LmUotxlq5FDnWx1Z3d+PzR5Kyduy88Z9/FF1x4cdd1nlIAAMQJAADANxontvcAAADfFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4sRTAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnHgKAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwBPqrX4AAAOM0lEQVQAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIE08BAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAPy/7dchAQAAAICg/6+9YYAJNgHAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5kQAAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDmRAAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAAAAAANgL7gvl3OnjTLYAAAAASUVORK5CYII="/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">19</div><div class="t m0 x11 h7 y19e ff1 fs4 fc2 sc0 ls0 ws0">IV.<span class="_ _17"> </span>RAPORT<span class="_ _7"> </span>O<span class="_ _b"> </span>WYNAGRODZ<span class="_ _0"></span>ENIACH</div><div class="t m0 x11 h6 y19f ff2 fs3 fc2 sc0 ls0 ws0">Niniejsze<span class="_ _1e"> </span>sprawozdanie<span class="_ _1e"> </span>o<span class="_ _1e"> </span>wynagrodzeniach<span class="_ _1e"> </span>zostało<span class="_ _1e"> </span>sporządzone<span class="_ _1e"> </span>zgodnie<span class="_ _1e"> </span>z<span class="_ _1e"> </span>zasadami</div><div class="t m0 x11 h6 y1a0 ff2 fs3 fc2 sc0 ls0 ws0">wynagradzania<span class="_ _14"> </span>członka<span class="_ _14"> </span>Zarządu<span class="_ _1a"> </span>Spółki.<span class="_ _14"> </span>Członek<span class="_ _14"> </span>Zarządu<span class="_ _14"> </span>otrzymuje<span class="_ _14"> </span>wynagrodzenie<span class="_ _14"> </span>z<span class="_ _8"></span>godnie<span class="_ _14"> </span>z</div><div class="t m0 x11 h6 y1a1 ff2 fs3 fc2 sc0 ls0 ws0">podpisanym<span class="_ _14"> </span>kontraktem<span class="_ _8"></span>.<span class="_ _14"> </span>Raport<span class="_ _1a"> </span>o<span class="_ _14"> </span>wynagrodzeniach<span class="_ _1a"> </span>przedstawia<span class="_ _14"> </span>wynagrodzenie<span class="_ _1a"> </span>i<span class="_ _14"> </span>ś<span class="_ _8"></span>wiadczenia</div><div class="t m0 x11 h6 y1a2 ff2 fs3 fc2 sc0 ls0 ws0">wypłacone<span class="_ _9"> </span>członkowi<span class="_ _7"> </span>Zarządu<span class="_ _7"> </span>w<span class="_ _9"> </span>roku<span class="_ _9"> </span>obrotowym<span class="_ _7"> </span>2024/2025.</div><div class="t m0 x11 h6 y1a3 ff2 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="_ _1b"> </span>Spółki<span class="_ _1b"> </span>składa<span class="_ _1b"> </span>się<span class="_ _1b"> </span>z<span class="_ _17"> </span>j<span class="_ _8"></span>ednego<span class="_ _1b"> </span>członka<span class="_ _1b"> </span>zarządu.<span class="_ _17"> </span>Dami<span class="_ _8"></span>an<span class="_ _1b"> </span>Patrowicz<span class="_ _1b"> </span>został<span class="_ _1b"> </span>pierwotnie</div><div class="t m0 x11 h6 y1a4 ff2 fs3 fc2 sc0 ls0 ws0">powołany<span class="_ _11"> </span>prz<span class="_ _8"></span>ez<span class="_ _11"> </span>Radę<span class="_ _1d"> </span>Nadzorczą<span class="_ _1d"> </span>w<span class="_ _11"> </span>dniu<span class="_ _1d"> </span>18/06/2018<span class="_ _11"> </span>na<span class="_ _1d"> </span>trzyletnią<span class="_ _1d"> </span>kadencję.<span class="_ _11"> </span>Następnie<span class="_ _1d"> </span>kadencja</div><div class="t m0 x11 h6 y1a5 ff2 fs3 fc2 sc0 ls0 ws0">została<span class="_ _9"> </span>prz<span class="_ _8"></span>edłużona<span class="_ _9"> </span>uchwałami<span class="_ _7"> </span>Rady<span class="_ _9"> </span>Nadzorczej.<span class="_ _7"> </span>Obecna<span class="_ _7"> </span>kadencja<span class="_ _9"> </span>trwa<span class="_ _7"> </span>do<span class="_ _9"> </span>18/06/2027.</div><div class="t m0 x11 h6 y1a6 ff2 fs3 fc2 sc0 ls0 ws0">Członkowie<span class="_ _b"> </span>Zarzą<span class="_ _8"></span>du<span class="_ _b"> </span>wybierani<span class="_ _b"> </span>są<span class="_ _4"> </span>przez<span class="_ _b"> </span>Radę<span class="_ _4"> </span>Nadzorczą<span class="_ _4"> </span>Spółki<span class="_ _b"> </span>w<span class="_ _b"> </span>oparciu<span class="_ _4"> </span>o<span class="_ _b"> </span>ich<span class="_ _4"> </span>wiedzę<span class="_ _b"> </span>fachową</div><div class="t m0 x11 h6 y1a7 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _1a"> </span>branży<span class="_ _0"></span>,<span class="_ _12"> </span>w<span class="_ _1a"> </span>której<span class="_ _1a"> </span>działa<span class="_ _1a"> </span>Spółka,<span class="_ _1a"> </span>przy<span class="_ _1a"> </span>czy<span class="_ _0"></span>m<span class="_ _1a"> </span>uwzględniane<span class="_ _1a"> </span>jest<span class="_ _1a"> </span>doświadczenie<span class="_ _1a"> </span>przywódcze<span class="_ _1a"> </span>i</div><div class="t m0 x11 h6 y1a8 ff2 fs3 fc2 sc0 ls0 ws0">zarządcze<span class="_ _17"> </span>kandydata<span class="_ _1b"> </span>oraz<span class="_ _17"> </span>zaangażowanie<span class="_ _17"> </span>na<span class="_ _1b"> </span>rzecz<span class="_ _17"> </span>Spółki.<span class="_ _17"> </span>Członek<span class="_ _17"> </span>Zarz<span class="_ _8"></span>ądu<span class="_ _17"> </span>nie<span class="_ _17"> </span>ot<span class="_ _8"></span>rzymuje</div><div class="t m0 x11 h6 y1a9 ff2 fs3 fc2 sc0 ls0 ws0">wynagrodzenia.<span class="_ _9"> </span>Zarzą<span class="_ _8"></span>dowi<span class="_ _9"> </span>nie<span class="_ _7"> </span>oferuje<span class="_ _9"> </span>się<span class="_ _7"> </span>opcji<span class="_ _9"> </span>na<span class="_ _7"> </span>akcje.</div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">20</div><div class="t m0 x11 h7 y19e ff1 fs4 fc2 sc0 ls0 ws0">V.<span class="_ _b"> </span>SPRAWOZ<span class="_ _0"></span>DANIE<span class="_ _b"> </span>FINANSOWE</div><div class="t m0 x3e h17 y1aa ff1 fs6 fc2 sc0 ls0 ws0">1.<span class="_ _7"> </span>Bilans</div><div class="c x3f y1ab wc h18"><div class="t m0 x40 h4 y1ac ff1 fs2 fc2 sc0 ls0 ws0">SPRAWOZ<span class="_ _0"></span>DANIE<span class="_ _5"> </span>Z<span class="_ _5"> </span>SY<span class="_ _8"></span>TUACJI<span class="_ _5"> </span>FINA<span class="_ _0"></span>NSOWEJ</div></div><div class="c x41 y1ab wd h18"><div class="t m0 x2e h4 y1ac ff1 fs2 fc2 sc0 ls0 ws0">Nota</div></div><div class="c x42 y1ab we h18"><div class="t m0 x24 h4 y1ad ff1 fs2 fc2 sc0 ls0 ws0">30.06.2025</div><div class="t m0 x24 h4 y1ae ff1 fs2 fc2 sc0 ls0 ws0">(tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x43 y1ab wf h18"><div class="t m0 x44 h4 y1ad ff1 fs2 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x44 h4 y1ae ff1 fs2 fc2 sc0 ls0 ws0">(tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x3f y1af wc h19"><div class="t m0 x45 h4 y1b0 ff1 fs2 fc2 sc0 ls0 ws0">A<span class="_ _5"> </span>k<span class="_ _5"> </span>t<span class="_ _9"> </span>y<span class="_ _5"> </span>w<span class="_ _9"> </span>a</div></div><div class="c x3f y1b1 wc h19"><div class="t m0 x45 h4 y1b2 ff1 fs2 fc2 sc0 ls0 ws0">Aktywa<span class="_ _5"> </span>obrotowe</div></div><div class="c x42 y1b1 we h19"><div class="t m0 x46 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x43 y1b1 wf h19"><div class="t m0 x46 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x3f y1b3 wc h19"><div class="t m0 x47 h8 y1b4 ff2 fs2 fc2 sc0 ls0 ws0">Należności<span class="_ _5"> </span>krótkoterm<span class="_ _0"></span>inowe</div></div><div class="c x42 y1b3 we h19"><div class="t m0 x48 h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x43 y1b3 wf h19"><div class="t m0 x48 h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y1b6 wc h19"><div class="t m0 x47 h8 y1b7 ff2 fs2 fc2 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe<span class="_ _5"> </span>aktywa<span class="_ _5"> </span>finansowe</div></div><div class="c x41 y1b6 wd h19"><div class="t m0 x25 h8 y1b7 ff2 fs2 fc2 sc0 ls0 ws0">4</div></div><div class="c x42 y1b6 we h19"><div class="t m0 x46 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>928</div></div><div class="c x43 y1b6 wf h19"><div class="t m0 x46 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>111</div></div><div class="c x3f y1b9 wc h19"><div class="t m0 x47 h8 y1ba ff2 fs2 fc2 sc0 ls0 ws0">Środki<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>i<span class="_ _5"> </span>i<span class="_ _8"></span>ch<span class="_ _5"> </span>ekwiwalenty</div></div><div class="c x42 y1b9 we h19"><div class="t m0 x48 h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x43 y1b9 wf h19"><div class="t m0 x48 h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y1bc wc h19"><div class="t m0 x47 h8 y1bd ff2 fs2 fc2 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe<span class="_ _5"> </span>rozliczenia<span class="_ _5"> </span>międzyokresowe</div></div><div class="c x42 y1bc we h19"><div class="t m0 x48 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x43 y1bc wf h19"><div class="t m0 x48 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x3f y1bf wc h19"><div class="t m0 x45 h4 y1b0 ff1 fs2 fc2 sc0 ls0 ws0">A<span class="_ _5"> </span>k<span class="_ _5"> </span>t<span class="_ _9"> </span>y<span class="_ _5"> </span>w<span class="_ _9"> </span>a<span class="_ _1a"> </span>r<span class="_ _5"> </span>a<span class="_ _9"> </span>z<span class="_ _5"> </span>e<span class="_ _9"> </span>m</div></div><div class="c x42 y1bf we h19"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x43 y1bf wf h19"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x3f y1c1 wc h19"><div class="t m0 x45 h4 y1b7 ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>własny</div></div><div class="c x3f y1c2 wc h19"><div class="t m0 x47 h8 y1ba ff2 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakładowy</div></div><div class="c x41 y1c2 wd h19"><div class="t m0 x25 h8 y1ba ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x42 y1c2 we h19"><div class="t m0 x11 h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x43 y1c2 wf h19"><div class="t m0 x11 h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x3f y1c3 wc h1a"><div class="t m0 x47 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zapasowy</div></div><div class="c x41 y1c3 wd h1a"><div class="t m0 x25 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x42 y1c3 we h1a"><div class="t m0 x46 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x43 y1c3 wf h1a"><div class="t m0 x46 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x3f y1c5 wc h19"><div class="t m0 x47 h8 y1b2 ff2 fs2 fc2 sc0 ls0 ws0">Kapitały<span class="_ _5"> </span>rezerwowe</div></div><div class="c x42 y1c5 we h19"><div class="t m0 x49 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x43 y1c5 wf h19"><div class="t m0 x49 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x3f y1c6 wc h19"><div class="t m0 x47 h8 y1b4 ff2 fs2 fc2 sc0 ls0 ws0">Różnice<span class="_ _5"> </span>z<span class="_ _5"> </span>przeliczenia<span class="_ _5"> </span>na<span class="_ _9"> </span>EURO</div></div><div class="c x42 y1c6 we h19"><div class="t m0 x3f h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">-431</div></div><div class="c x43 y1c6 wf h19"><div class="t m0 x3f h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x3f y1c7 wc h19"><div class="t m0 x47 h8 y1b7 ff2 fs2 fc2 sc0 ls0 ws0">Zyski<span class="_ _5"> </span>zatrzymane</div></div><div class="c x42 y1c7 we h19"><div class="t m0 x30 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>581</div></div><div class="c x43 y1c7 wf h19"><div class="t m0 x30 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x3f y1c8 wc h19"><div class="t m0 x45 h4 y1ba ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>własny<span class="_ _5"> </span>całkowity</div></div><div class="c x42 y1c8 we h19"><div class="t m0 x46 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c x43 y1c8 wf h19"><div class="t m0 x46 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x3f y1c9 wc h19"><div class="t m0 x45 h4 y1bd ff1 fs2 fc2 sc0 ls0 ws0">Zobowiązania</div></div><div class="c x3f y1ca wc h19"><div class="t m0 x45 h4 y1b0 ff1 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>krótkotermi<span class="_ _0"></span>nowe</div></div><div class="c x42 y1ca we h19"><div class="t m0 x49 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x43 y1ca wf h19"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c x3f y1cb wc h19"><div class="t m0 x26 h8 y1b2 ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>handlowe</div></div><div class="c x42 y1cb we h19"><div class="t m0 x48 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x43 y1cb wf h19"><div class="t m0 x48 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x3f y1cc wc h19"><div class="t m0 x26 h8 y1b4 ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>pozostał<span class="_ _0"></span>e</div></div><div class="c x41 y1cc wd h19"><div class="t m0 x25 h8 y1cd ff2 fs2 fc2 sc0 ls0 ws0">6</div></div><div class="c x42 y1cc we h19"><div class="t m0 x48 h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y1cc wf h19"><div class="t m0 x46 h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>248</div></div><div class="c x3f y1ce wc h19"><div class="t m0 x26 h8 y1b7 ff2 fs2 fc2 sc0 ls0 ws0">Rezerwy</div></div><div class="c x42 y1ce we h19"><div class="t m0 x49 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x43 y1ce wf h19"><div class="t m0 x48 h8 y1b8 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x3f y1cf wc h19"><div class="t m0 x45 h4 y1ba ff1 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>całkowite</div></div><div class="c x42 y1cf we h19"><div class="t m0 x49 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x43 y1cf wf h19"><div class="t m0 x46 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c x3f y1d0 wc h19"><div class="t m0 x45 h4 y1bd ff1 fs2 fc2 sc0 ls0 ws0">P<span class="_ _5"> </span>a<span class="_ _9"> </span>s<span class="_ _5"> </span>y<span class="_ _5"> </span>w<span class="_ _9"> </span>a<span class="_ _1a"> </span>r<span class="_ _5"> </span>a<span class="_ _5"> </span>z<span class="_ _9"> </span>e<span class="_ _5"> </span>m</div></div><div class="c x42 y1d0 we h19"><div class="t m0 x46 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x43 y1d0 wf h19"><div class="t m0 x46 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x3f y1d1 wc h19"><div class="t m0 x45 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa</div></div><div class="c x42 y1d1 we h19"><div class="t m0 x46 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c x43 y1d1 wf h19"><div class="t m0 x46 h4 y161 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x3f y1d2 wc hc"><div class="t m0 x45 h4 y1d3 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji<span class="_ _5"> </span>(w<span class="_ _5"> </span>s<span class="_ _8"></span>zt.)</div></div><div class="c x41 y1d2 wd hc"><div class="t m0 x25 h6 y1d4 ff2 fs3 fc2 sc0 ls0 ws0">7</div></div><div class="c x42 y1d2 we hc"><div class="t m0 x4a h4 y1d3 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x43 y1d2 wf hc"><div class="t m0 x4a h4 y1d3 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x3f y1d5 wc h16"><div class="t m0 x45 h4 y1d6 ff1 fs2 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa<span class="_ _5"> </span>na<span class="_ _5"> </span>jedną<span class="_ _5"> </span>akcję<span class="_ _5"> </span>(w<span class="_ _5"> </span>EUR)</div></div><div class="c x41 y1d5 wd h16"><div class="t m0 x25 h6 y1d7 ff2 fs3 fc2 sc0 ls0 ws0">7</div></div><div class="c x42 y1d5 we h16"><div class="t m0 x4b h4 y1d6 ff1 fs2 fc2 sc0 ls0 ws0">0,87</div></div><div class="c x43 y1d5 wf h16"><div class="t m0 x4b h4 y1d6 ff1 fs2 fc2 sc0 ls0 ws0">0,86</div></div><div class="t m0 x4c h8 y1d8 ff2 fs2 fc2 sc0 ls0 ws0">Noty<span class="_ _5"> </span>do<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansoweg<span class="_ _0"></span>o<span class="_ _5"> </span>na<span class="_ _9"> </span>stronach<span class="_ _5"> </span>24-49<span class="_ _5"> </span>stanowią<span class="_ _5"> </span>integralną<span class="_ _5"> </span>część<span class="_ _5"> </span>rocznego</div><div class="t m0 x1d h8 y1d9 ff2 fs2 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _5"> </span>finanso<span class="_ _0"></span>wego.</div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">21</div><div class="t m0 x4d h17 y1da ff1 fs6 fc2 sc0 ls0 ws0">2.<span class="_ _7"> </span>Rachun<span class="_ _8"></span>ek<span class="_ _7"> </span>zy<span class="_ _8"></span>sków<span class="_ _7"> </span>i<span class="_ _b"> </span>strat</div><div class="c x3f y1db w10 h1b"><div class="t m0 x48 h4 y1dc ff1 fs2 fc2 sc0 ls0 ws0">RACHUNE<span class="_ _0"></span>K<span class="_ _5"> </span>ZYSKÓW<span class="_ _5"> </span>I<span class="_ _9"> </span>STRAT</div></div><div class="c x4e y1db w11 h1b"><div class="t m0 x45 h4 y1dc ff1 fs2 fc2 sc0 ls0 ws0">Nota</div></div><div class="c x42 y1db we h1b"><div class="t m0 x4f h1c y1dd ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x50 h1c y1de ff1 fs7 fc2 sc0 ls0 ws0">01.07.2024<span class="_ _3"> </span>-</div><div class="t m0 x20 h1c y1df ff1 fs7 fc2 sc0 ls0 ws0">30.06.2025</div><div class="t m0 x44 h1c y1e0 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x43 y1db w12 h1b"><div class="t m0 x4f h1c y1dd ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x50 h1c y1de ff1 fs7 fc2 sc0 ls0 ws0">01.07.2023<span class="_ _3"> </span>-</div><div class="t m0 x20 h1c y1df ff1 fs7 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x44 h1c y1e0 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x3f y1e1 w10 h1d"><div class="t m0 x45 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">Dochód<span class="_ _5"> </span>odsetkowy<span class="_ _5"> </span>netto</div></div><div class="c x4e y1e1 w11 h1d"><div class="t m0 x22 h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x42 y1e1 we h1d"><div class="t m0 x49 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c x43 y1e1 w12 h1d"><div class="t m0 x11 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x3f y1e2 w10 h19"><div class="t m0 x45 h4 y1e3 ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>brutto<span class="_ _5"> </span>ze<span class="_ _9"> </span>sprzedaży</div></div><div class="c x42 y1e2 we h19"><div class="t m0 x49 h4 y1e3 ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c x43 y1e2 w12 h19"><div class="t m0 x11 h4 y1e3 ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x3f y1e4 w10 h19"><div class="t m0 x45 h8 y1e5 ff2 fs2 fc2 sc0 ls0 ws0">Koszty<span class="_ _5"> </span>ogólnego<span class="_ _5"> </span>zarządu</div></div><div class="c x42 y1e4 we h19"><div class="t m0 x49 h8 y1e5 ff2 fs2 fc2 sc0 ls0 ws0">31</div></div><div class="c x43 y1e4 w12 h19"><div class="t m0 x49 h8 y1e5 ff2 fs2 fc2 sc0 ls0 ws0">34</div></div><div class="c x3f y1e6 w10 h19"><div class="t m0 x45 h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>z<span class="_ _5"> </span>działalności<span class="_ _5"> </span>operacyjnej</div></div><div class="c x42 y1e6 we h19"><div class="t m0 x49 h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">60</div></div><div class="c x43 y1e6 w12 h19"><div class="t m0 x11 h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">101</div></div><div class="c x3f y1e8 w10 h19"><div class="t m0 x45 h8 y1e9 ff2 fs2 fc2 sc0 ls0 ws0">Koszty<span class="_ _5"> </span>finansowe</div></div><div class="c x42 y1e8 we h19"><div class="t m0 x49 h8 y1e9 ff2 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x43 y1e8 w12 h19"><div class="t m0 x49 h8 y1e9 ff2 fs2 fc2 sc0 ls0 ws0">66</div></div><div class="c x3f y1ea w10 h19"><div class="t m0 x45 h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>przed<span class="_ _5"> </span>opodatkowaniem</div></div><div class="c x42 y1ea we h19"><div class="t m0 x49 h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x43 y1ea w12 h19"><div class="t m0 x49 h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x3f y1ec w10 h19"><div class="t m0 x45 h4 y1ed ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>netto<span class="_ _5"> </span>za<span class="_ _9"> </span>okres</div></div><div class="c x42 y1ec we h19"><div class="t m0 x49 h4 y1ed ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x43 y1ec w12 h19"><div class="t m0 x49 h4 y1ed ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x3f y1ee w10 h19"><div class="t m0 x45 h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji<span class="_ _5"> </span>zwykłych</div></div><div class="c x42 y1ee we h19"><div class="t m0 x4a h4 y1ef ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x43 y1ee w12 h19"><div class="t m0 x4a h4 y1ef ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x3f y1f0 w10 h1e"><div class="t m0 x45 h4 y1f1 ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>na<span class="_ _5"> </span>j<span class="_ _8"></span>edną<span class="_ _5"> </span>akcję<span class="_ _5"> </span>zwykłą<span class="_ _5"> </span>(w<span class="_ _5"> </span>EUR)</div></div><div class="c x42 y1f0 we h1e"><div class="t m0 x46 h4 y1cd ff1 fs2 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x43 y1f0 w12 h1e"><div class="t m0 x46 h4 y1cd ff1 fs2 fc2 sc0 ls0 ws0">0,008</div></div><div class="t m0 x4c h8 y1f2 ff2 fs2 fc2 sc0 ls0 ws0">Noty<span class="_ _5"> </span>do<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansoweg<span class="_ _0"></span>o<span class="_ _5"> </span>na<span class="_ _9"> </span>stronach<span class="_ _5"> </span>24-49<span class="_ _5"> </span>stanowią<span class="_ _5"> </span>integralną<span class="_ _5"> </span>część<span class="_ _5"> </span>rocznego</div><div class="t m0 x1d h8 y73 ff2 fs2 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _5"> </span>finanso<span class="_ _0"></span>wego.</div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">22</div><div class="t m0 x51 h17 y1da ff1 fs6 fc2 sc0 ls0 ws0">3.<span class="_ _7"> </span>Sprawoz<span class="_ _8"></span>danie<span class="_ _7"> </span>z<span class="_ _b"> </span>całkowityc<span class="_ _8"></span>h<span class="_ _7"> </span>dochod<span class="_ _8"></span>ów</div><div class="c x3f y1db w13 h1b"><div class="t m0 x52 h4 y1f3 ff1 fs2 fc2 sc0 ls0 ws0">SPRAWOZ<span class="_ _0"></span>DANIE<span class="_ _5"> </span>Z<span class="_ _5"> </span>CAŁKOWITYCH<span class="_ _5"> </span>DOCHODÓW</div></div><div class="c x53 y1db w14 h1b"><div class="t m0 x4f h1c y1dd ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x50 h1c y1de ff1 fs7 fc2 sc0 ls0 ws0">01.07.2024<span class="_ _3"> </span>-</div><div class="t m0 x20 h1c y1df ff1 fs7 fc2 sc0 ls0 ws0">30.06.2025</div><div class="t m0 x44 h1c y1e0 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x43 y1db w15 h1b"><div class="t m0 x4f h1c y1dd ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x50 h1c y1de ff1 fs7 fc2 sc0 ls0 ws0">01.07.2023<span class="_ _3"> </span>-</div><div class="t m0 x54 h1c y1df ff1 fs7 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x44 h1c y1e0 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x3f y1f4 w13 h19"><div class="t m0 x45 h4 y1b4 ff1 fs2 fc2 sc0 ls0 ws0">Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>za<span class="_ _5"> </span>okres</div></div><div class="c x53 y1f4 w14 h19"><div class="t m0 x49 h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x43 y1f4 w15 h19"><div class="t m0 x49 h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x3f y1f5 w13 hb"><div class="t m0 x45 h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">Inne<span class="_ _5"> </span>całkowite<span class="_ _5"> </span>dochody<span class="_ _5"> </span>(strata),<span class="_ _5"> </span>w<span class="_ _5"> </span>tym:</div></div><div class="c x53 y1f5 w14 hb"><div class="t m0 x49 h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x43 y1f5 w15 hb"><div class="t m0 x3f h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x3f y1f7 w13 h1f"><div class="t m0 x1e h8 y1f8 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>różnice<span class="_ _5"> </span>kursowe<span class="_ _5"> </span>–<span class="_ _5"> </span>ni<span class="_ _8"></span>e<span class="_ _5"> </span>zostaną<span class="_ _5"> </span>przeklasyfikowane<span class="_ _5"> </span>do<span class="_ _5"> </span>rachunku</div><div class="t m0 x45 h8 y89 ff2 fs2 fc2 sc0 ls0 ws0">zysków<span class="_ _5"> </span>i<span class="_ _5"> </span>stra<span class="_ _8"></span>t</div></div><div class="c x53 y1f7 w14 h1f"><div class="t m0 x49 h8 y1f9 ff2 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x43 y1f7 w15 h1f"><div class="t m0 x3f h8 y1f9 ff2 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x3f y1fa w13 h19"><div class="t m0 x45 h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">Całkowity<span class="_ _5"> </span>dochód<span class="_ _5"> </span>za<span class="_ _5"> </span>okres</div></div><div class="c x53 y1fa w14 h19"><div class="t m0 x49 h4 y1ef ff1 fs2 fc2 sc0 ls0 ws0">60</div></div><div class="c x43 y1fa w15 h19"><div class="t m0 x55 h4 y1ef ff1 fs2 fc2 sc0 ls0 ws0">-92</div></div><div class="c x3f y1fb w13 h1e"><div class="t m0 x45 h4 y1f1 ff1 fs2 fc2 sc0 ls0 ws0">Podstawowy<span class="_ _5"> </span>zysk<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>(w<span class="_ _5"> </span>euro)</div></div><div class="c x53 y1fb w14 h1e"><div class="t m0 x46 h4 y1cd ff1 fs2 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x43 y1fb w15 h1e"><div class="t m0 x4b h4 y1cd ff1 fs2 fc2 sc0 ls0 ws0">0,01</div></div><div class="t m0 x4c h8 y1fc ff2 fs2 fc2 sc0 ls0 ws0">Noty<span class="_ _5"> </span>do<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansoweg<span class="_ _0"></span>o<span class="_ _5"> </span>na<span class="_ _9"> </span>stronach<span class="_ _5"> </span>24-49<span class="_ _5"> </span>stanowią<span class="_ _5"> </span>integralną<span class="_ _5"> </span>część<span class="_ _5"> </span>rocznego</div><div class="t m0 x1d h8 y1fd ff2 fs2 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _5"> </span>finanso<span class="_ _0"></span>wego.</div><div class="t m0 x3 h17 y1fe ff1 fs6 fc2 sc0 ls0 ws0">4.<span class="_ _7"> </span>Zestaw<span class="_ _8"></span>ienie<span class="_ _b"> </span>zmian<span class="_ _7"> </span>w<span class="_ _b"> </span>kapitale<span class="_ _b"> </span>własny<span class="_ _8"></span>m</div><div class="c x3f y1ff w16 h18"><div class="t m0 x56 h4 y200 ff1 fs2 fc2 sc0 ls0 ws0">ZEST<span class="_ _0"></span>AWIENIE<span class="_ _5"> </span>ZMIAN<span class="_ _5"> </span>W<span class="_ _5"> </span>KAPITALE<span class="_ _5"> </span>WŁASNYM</div></div><div class="c x57 y1ff w17 h18"><div class="t m0 x25 h4 y200 ff1 fs2 fc2 sc0 ls0 ws0">Nota</div></div><div class="c x58 y1ff w18 h18"><div class="t m0 x22 h4 y201 ff1 fs2 fc2 sc0 ls0 ws0">30.06.2025</div><div class="t m0 x22 h4 y202 ff1 fs2 fc2 sc0 ls0 ws0">(tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x59 y1ff w19 h18"><div class="t m0 x5a h4 y201 ff1 fs2 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x5a h4 y202 ff1 fs2 fc2 sc0 ls0 ws0">(tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x3f y203 w16 h19"><div class="t m0 x45 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>własny<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y203 w18 h19"><div class="t m0 x5b h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x59 y203 w19 h19"><div class="t m0 x5c h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>996</div></div><div class="c x3f y204 w16 h19"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakładowy<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y204 w18 h19"><div class="t m0 x4b h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x59 y204 w19 h19"><div class="t m0 x5d h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>511</div></div><div class="c x3f y205 w16 h19"><div class="t m0 x5e h8 y206 ff2 fs2 fc2 sc0 ls0 ws0">Zmiany<span class="_ _5"> </span>kapitału<span class="_ _5"> </span>zakładowego</div></div><div class="c x58 y205 w18 h19"><div class="t m0 x5f h8 y206 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y205 w19 h19"><div class="t m0 x60 h8 y206 ff2 fs2 fc2 sc0 ls0 ws0">-10<span class="_ _5"> </span>060</div></div><div class="c x3f y207 w16 h19"><div class="t m0 x61 h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>zmniejszenia<span class="_ _5"> </span>(z<span class="_ _5"> </span>t<span class="_ _8"></span>ytułu)</div></div><div class="c x58 y207 w18 h19"><div class="t m0 x5f h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y207 w19 h19"><div class="t m0 x5d h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>060</div></div><div class="c x3f y208 w16 h19"><div class="t m0 x3f h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>umorzenie<span class="_ _5"> </span>akcji<span class="_ _5"> </span>własnych</div></div><div class="c x57 y208 w17 h19"><div class="t m0 x28 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x58 y208 w18 h19"><div class="t m0 x5f h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y208 w19 h19"><div class="t m0 x5c h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>048</div></div><div class="c x3f y209 w16 h19"><div class="t m0 x3f h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>obniżenie<span class="_ _5"> </span>kapitału<span class="_ _5"> </span>zakładowego</div></div><div class="c x57 y209 w17 h19"><div class="t m0 x28 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x58 y209 w18 h19"><div class="t m0 x5f h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y209 w19 h19"><div class="t m0 x5c h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y20b w16 h19"><div class="t m0 x45 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakładowy<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y20b w18 h19"><div class="t m0 x4b h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x59 y20b w19 h19"><div class="t m0 x61 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x3f y20c w16 h19"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zapasowy<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y20c w18 h19"><div class="t m0 x5b h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x59 y20c w19 h19"><div class="t m0 x61 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">409</div></div><div class="c x3f y20d w16 h19"><div class="t m0 x5c h8 y1d3 ff2 fs2 fc2 sc0 ls0 ws0">Zmiany<span class="_ _5"> </span>kapitału<span class="_ _5"> </span>zapasowego</div></div><div class="c x58 y20d w18 h19"><div class="t m0 x5f h8 y1d3 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y20d w19 h19"><div class="t m0 x5c h8 y1d3 ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y20e w16 h19"><div class="t m0 x19 h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>zwiększenia<span class="_ _5"> </span>(z<span class="_ _5"> </span>t<span class="_ _8"></span>ytułu)</div></div><div class="c x58 y20e w18 h19"><div class="t m0 x5f h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y20e w19 h19"><div class="t m0 x5c h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y20f w16 h19"><div class="t m0 x3f h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>obniżenie<span class="_ _5"> </span>kapitału<span class="_ _5"> </span>zakładowego</div></div><div class="c x57 y20f w17 h19"><div class="t m0 x28 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x58 y20f w18 h19"><div class="t m0 x5f h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y20f w19 h19"><div class="t m0 x5c h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y210 w16 h19"><div class="t m0 x45 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zapasowy<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y210 w18 h19"><div class="t m0 x5b h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x59 y210 w19 h19"><div class="t m0 x5c h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x3f y211 w16 h19"><div class="t m0 x45 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Pozostałe<span class="_ _5"> </span>kapitały<span class="_ _5"> </span>rezerwowe<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y211 w18 h19"><div class="t m0 x62 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x59 y211 w19 h19"><div class="t m0 x63 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x3f y212 w16 h19"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Pozostałe<span class="_ _5"> </span>kapitały<span class="_ _5"> </span>rezerwowe<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y212 w18 h19"><div class="t m0 x62 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x59 y212 w19 h19"><div class="t m0 x63 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x3f y213 w16 hb"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Zyski<span class="_ _5"> </span>zatrzymane<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y213 w18 hb"><div class="t m0 x64 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x59 y213 w19 hb"><div class="t m0 x52 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>635</div></div><div class="c x3f y214 w16 h1f"><div class="t m0 x64 h8 y215 ff2 fs2 fc2 sc0 ls0 ws0">Zwiększenia/zm<span class="_ _0"></span>niejszenia<span class="_ _5"> </span>z<span class="_ _9"> </span>powodu<span class="_ _5"> </span>zysku/straty<span class="_ _5"> </span>za</div><div class="t m0 x45 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">okres</div></div><div class="c x58 y214 w18 h1f"><div class="t m0 x62 h8 y216 ff2 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x59 y214 w19 h1f"><div class="t m0 x63 h8 y216 ff2 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x3f y217 w16 hb"><div class="t m0 x45 h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">Zyski<span class="_ _5"> </span>zatrzymane<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y217 w18 hb"><div class="t m0 x64 h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>581</div></div><div class="c x59 y217 w19 hb"><div class="t m0 x52 h4 y1f6 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x3f y218 w16 h19"><div class="t m0 x45 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">Różnice<span class="_ _5"> </span>kursowe<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x58 y218 w18 h19"><div class="t m0 x65 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x59 y218 w19 h19"><div class="t m0 x66 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">-345</div></div><div class="c x3f y219 w16 hb"><div class="t m0 x64 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">Zmiany<span class="_ _5"> </span>różnic<span class="_ _5"> </span>kursowych</div></div><div class="c x58 y219 w18 hb"><div class="t m0 x62 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x59 y219 w19 hb"><div class="t m0 x66 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x3f y21a w16 h19"><div class="t m0 x45 h4 y1b8 ff1 fs2 fc2 sc0 ls0 ws0">Różnice<span class="_ _5"> </span>kursowe<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y21a w18 h19"><div class="t m0 x65 h4 y1b8 ff1 fs2 fc2 sc0 ls0 ws0">-431</div></div><div class="c x59 y21a w19 h19"><div class="t m0 x66 h4 y1b8 ff1 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x3f y21b w16 h1e"><div class="t m0 x45 h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>własny<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x58 y21b w18 h1e"><div class="t m0 x5b h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c x59 y21b w19 h1e"><div class="t m0 x5c h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="t m0 x4c h8 y21d ff2 fs2 fc2 sc0 ls0 ws0">Noty<span class="_ _5"> </span>do<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansoweg<span class="_ _0"></span>o<span class="_ _5"> </span>na<span class="_ _9"> </span>stronach<span class="_ _5"> </span>24-49<span class="_ _5"> </span>stanowią<span class="_ _5"> </span>integralną<span class="_ _5"> </span>część<span class="_ _5"> </span>rocznego</div><div class="t m0 x1d h8 y21e ff2 fs2 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _5"> </span>finanso<span class="_ _0"></span>wego.</div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">23</div><div class="t m0 x67 h17 y21f ff1 fs6 fc2 sc0 ls0 ws0">5.<span class="_ _7"> </span>Rachune<span class="_ _8"></span>k<span class="_ _7"> </span>prze<span class="_ _8"></span>pływów<span class="_ _b"> </span>pienię<span class="_ _8"></span>żnych</div><div class="c x3f y220 w1a h1b"><div class="t m0 x64 h4 y221 ff1 fs2 fc2 sc0 ls0 ws0">RACHUNE<span class="_ _0"></span>K<span class="_ _5"> </span>PRZEPŁYWÓW<span class="_ _5"> </span>PIENIĘŻNYCH</div><div class="t m0 x68 h4 y222 ff1 fs2 fc2 sc0 ls0 ws0">(metoda<span class="_ _5"> </span>pośrednia)</div></div><div class="c x69 y220 w1b h1b"><div class="t m0 x2e h4 y223 ff1 fs2 fc2 sc0 ls0 ws0">Nota</div></div><div class="c x6a y220 w1c h1b"><div class="t m0 x28 h1c y224 ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x6b h1c y225 ff1 fs7 fc2 sc0 ls0 ws0">01.07.2024<span class="_ _3"> </span>-</div><div class="t m0 x25 h1c y226 ff1 fs7 fc2 sc0 ls0 ws0">30.06.2025</div><div class="t m0 x6c h1c y227 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x23 y220 w1d h1b"><div class="t m0 x28 h1c y224 ff1 fs7 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x6b h1c y225 ff1 fs7 fc2 sc0 ls0 ws0">01.07.2023<span class="_ _3"> </span>-</div><div class="t m0 x25 h1c y226 ff1 fs7 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x6c h1c y227 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c x3f y228 w1a h19"><div class="t m0 x6d h4 y1e7 ff1 fs2 fc2 sc0 ls0 ws0">Działalność<span class="_ _5"> </span>operacyjna</div></div><div class="c x3f y229 w1a h19"><div class="t m0 x1e h4 y1e9 ff1 fs2 fc2 sc0 ls0 ws0">A.I.<span class="_ _5"> </span>Zysk<span class="_ _5"> </span>(strata)<span class="_ _5"> </span>brutto<span class="_ _5"> </span>za<span class="_ _5"> </span>okre<span class="_ _8"></span>s</div></div><div class="c x6a y229 w1c h19"><div class="t m0 x6e h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x23 y229 w1d h19"><div class="t m0 x6e h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x3f y22a w1a h19"><div class="t m0 x1e h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">A.II.<span class="_ _5"> </span>Korekty<span class="_ _5"> </span>razem</div></div><div class="c x6a y22a w1c h19"><div class="t m0 x61 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">-18</div></div><div class="c x23 y22a w1d h19"><div class="t m0 x61 h4 y20a ff1 fs2 fc2 sc0 ls0 ws0">-35</div></div><div class="c x3f y22b w1a h19"><div class="t m0 x47 h8 y22c ff2 fs2 fc2 sc0 ls0 ws0">Różnica<span class="_ _5"> </span>między<span class="_ _5"> </span>odsetkami<span class="_ _5"> </span>naliczonym<span class="_ _0"></span>i,<span class="_ _9"> </span>a<span class="_ _5"> </span>otrzymanymi</div></div><div class="c x6a y22b w1c h19"><div class="t m0 x61 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">-87</div></div><div class="c x23 y22b w1d h19"><div class="t m0 x61 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">-66</div></div><div class="c x3f y22d w1a h19"><div class="t m0 x47 h8 y1e3 ff2 fs2 fc2 sc0 ls0 ws0">Udzielone<span class="_ _5"> </span>pożycz<span class="_ _0"></span>ki</div></div><div class="c x6a y22d w1c h19"><div class="t m0 x11 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x23 y22d w1d h19"><div class="t m0 x5d h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">-1<span class="_ _5"> </span>241</div></div><div class="c x3f y22e w1a h19"><div class="t m0 x47 h8 y1e5 ff2 fs2 fc2 sc0 ls0 ws0">Otrzymane<span class="_ _5"> </span>spłaty</div></div><div class="c x6a y22e w1c h19"><div class="t m0 x6e h8 y1d3 ff2 fs2 fc2 sc0 ls0 ws0">24</div></div><div class="c x23 y22e w1d h19"><div class="t m0 x6f h8 y1d3 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>248</div></div><div class="c x3f y22f w1a h19"><div class="t m0 x47 h8 y1e7 ff2 fs2 fc2 sc0 ls0 ws0">Zmiana<span class="_ _5"> </span>stanu<span class="_ _5"> </span>rezerw</div></div><div class="c x6a y22f w1c h19"><div class="t m0 x11 h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">7</div></div><div class="c x23 y22f w1d h19"><div class="t m0 x11 h8 y1ef ff2 fs2 fc2 sc0 ls0 ws0">3</div></div><div class="c x3f y230 w1a h19"><div class="t m0 x47 h8 y1e9 ff2 fs2 fc2 sc0 ls0 ws0">Zmiana<span class="_ _5"> </span>stanu<span class="_ _5"> </span>zobowiązań</div></div><div class="c x6a y230 w1c h19"><div class="t m0 x11 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x23 y230 w1d h19"><div class="t m0 x6f h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>249</div></div><div class="c x3f y231 w1a h19"><div class="t m0 x70 h8 y1eb ff2 fs2 fc2 sc0 ls0 ws0">Zmiana<span class="_ _5"> </span>stanu<span class="_ _5"> </span>należności<span class="_ _5"> </span>i<span class="_ _5"> </span>czynnych<span class="_ _5"> </span>rozliczeń<span class="_ _5"> </span>międzyokresowych</div></div><div class="c x6a y231 w1c h19"><div class="t m0 x63 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">-1</div></div><div class="c x23 y231 w1d h19"><div class="t m0 x11 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y232 w1a h19"><div class="t m0 x47 h8 y22c ff2 fs2 fc2 sc0 ls0 ws0">Inne<span class="_ _5"> </span>korekty</div></div><div class="c x69 y232 w1b h19"><div class="t m0 x25 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">9</div></div><div class="c x6a y232 w1c h19"><div class="t m0 x6e h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">39</div></div><div class="c x23 y232 w1d h19"><div class="t m0 x5d h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">-1<span class="_ _5"> </span>248</div></div><div class="c x3f y233 w1a hb"><div class="t m0 x45 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">A.III.<span class="_ _5"> </span>Przepływy<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>netto<span class="_ _5"> </span>z<span class="_ _5"> </span>działalności<span class="_ _5"> </span>operacyjnej</div></div><div class="c x6a y233 w1c hb"><div class="t m0 x11 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x23 y233 w1d hb"><div class="t m0 x11 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y234 w1a hc"><div class="t m0 x45 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">B.<span class="_ _5"> </span>Różnice<span class="_ _5"> </span>kursow<span class="_ _8"></span>e</div></div><div class="c x6a y234 w1c hc"><div class="t m0 x11 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x23 y234 w1d hc"><div class="t m0 x19 h10 y1e9 ff1 fs3 fc2 sc0 ls0 ws0">20</div></div><div class="c x3f y235 w1a h19"><div class="t m0 x45 h4 y1b4 ff1 fs2 fc2 sc0 ls0 ws0">Przepływy<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>netto,<span class="_ _5"> </span>razem<span class="_ _5"> </span>(A.III+/-B)</div></div><div class="c x6a y235 w1c h19"><div class="t m0 x11 h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x23 y235 w1d h19"><div class="t m0 x6e h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">20</div></div><div class="c x3f y236 w1a h19"><div class="t m0 x45 h4 y1b7 ff1 fs2 fc2 sc0 ls0 ws0">Bilansowa<span class="_ _5"> </span>zmiana<span class="_ _5"> </span>stanu<span class="_ _5"> </span>środków<span class="_ _5"> </span>pieniężnych<span class="_ _5"> </span>i<span class="_ _5"> </span>ich<span class="_ _9"> </span>ekwiwalentó<span class="_ _0"></span>w</div></div><div class="c x6a y236 w1c h19"><div class="t m0 x11 h4 y1b7 ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x23 y236 w1d h19"><div class="t m0 x11 h4 y1b7 ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y237 w1a h19"><div class="t m0 x45 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">Środki<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x6a y237 w1c h19"><div class="t m0 x11 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x23 y237 w1d h19"><div class="t m0 x11 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y238 w1a h1e"><div class="t m0 x45 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">Środki<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x6a y238 w1c h1e"><div class="t m0 x11 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x23 y238 w1d h1e"><div class="t m0 x11 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="t m0 x4c h8 y239 ff2 fs2 fc2 sc0 ls0 ws0">Noty<span class="_ _5"> </span>do<span class="_ _5"> </span>rocznego<span class="_ _5"> </span>sprawozdania<span class="_ _5"> </span>finansoweg<span class="_ _0"></span>o<span class="_ _5"> </span>na<span class="_ _9"> </span>stronach<span class="_ _5"> </span>24-49<span class="_ _5"> </span>stanowią<span class="_ _5"> </span>integralną<span class="_ _5"> </span>część<span class="_ _5"> </span>rocznego</div><div class="t m0 x1d h8 y23a ff2 fs2 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _5"> </span>finanso<span class="_ _0"></span>wego.</div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">24</div><div class="t m0 x71 h17 y1da ff1 fs6 fc2 sc0 ls0 ws0">NOTY<span class="_ _7"> </span>D<span class="_ _8"></span>O<span class="_ _7"> </span>SPRAW<span class="_ _8"></span>OZDANIA<span class="_ _b"> </span>FINAN<span class="_ _8"></span>SOWEGO</div><div class="t m0 x11 h10 y23b ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>1.<span class="_ _7"> </span>Polityka<span class="_ _9"> </span>rachunkowości</div><div class="t m0 x11 h10 ya8 ff1 fs3 fc2 sc0 ls0 ws0">1.1.<span class="_ _9"> </span>Ogóln<span class="_ _8"></span>e<span class="_ _9"> </span>informacje</div><div class="t m0 x11 h6 y23c ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _7"> </span>Friends<span class="_ _9"> </span>Capital<span class="_ _9"> </span>S<span class="_ _8"></span>E<span class="_ _9"> </span>(zwana<span class="_ _7"> </span>dalej<span class="_ _9"> </span>„<span class="_ _8"></span>Spółką”<span class="_ _9"> </span>lub<span class="_ _7"> </span>„Investment<span class="_ _9"> </span>Friends<span class="_ _7"> </span>Capital”).</div><div class="t m0 x11 h6 y23d ff2 fs3 fc2 sc0 ls0 ws0">Sprawozdanie finansowe<span class="_ _10"> </span>Spółki za<span class="_ _10"> </span>rok 2024/2025<span class="_ _10"> </span>z<span class="_ _8"></span>ostało<span class="_ _10"> </span>podpisane przez<span class="_ _10"> </span>czł<span class="_ _8"></span>onka zarządu</div><div class="t m0 x11 h6 y23e ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _7"> </span>Friends<span class="_ _9"> </span>Capital<span class="_ _9"> </span>S<span class="_ _8"></span>E<span class="_ _9"> </span>w<span class="_ _7"> </span>dniu<span class="_ _9"> </span>31<span class="_ _7"> </span>października<span class="_ _9"> </span>2025<span class="_ _7"> </span>roku.</div><div class="t m0 x11 h6 y23f ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _1d"> </span>z<span class="_ _1d"> </span>wymogami<span class="_ _13"> </span>Kodeksu<span class="_ _1d"> </span>Handlowego<span class="_ _1d"> </span>R<span class="_ _8"></span>epubliki<span class="_ _1d"> </span>Estoński<span class="_ _8"></span>ej,<span class="_ _1d"> </span>raport<span class="_ _1d"> </span>roczny<span class="_ _1d"> </span>prz<span class="_ _8"></span>ygotowany</div><div class="t m0 x11 h6 y240 ff2 fs3 fc2 sc0 ls0 ws0">przez<span class="_ _d"> </span>Zarząd<span class="_ _1b"> </span>i<span class="_ _d"> </span>zatwierdzony<span class="_ _1b"> </span>prz<span class="_ _8"></span>ez<span class="_ _1b"> </span>Rad<span class="_ _8"></span>ę<span class="_ _d"> </span>Nadzorczą,<span class="_ _1b"> </span>który<span class="_ _d"> </span>zawiera<span class="_ _d"> </span>również<span class="_ _1b"> </span>sprawozdanie</div><div class="t m0 x11 h6 y241 ff2 fs3 fc2 sc0 ls0 ws0">finansowe, jest zatwierdzany<span class="_ _17"> </span>przez walne z<span class="_ _8"></span>gromadzenie Akcjonariuszy. Akcjonariusze<span class="_ _17"> </span>mają</div><div class="t m0 x11 h6 y242 ff2 fs3 fc2 sc0 ls0 ws0">prawo<span class="_ _12"> </span>nie<span class="_ _12"> </span>zatwierdzać<span class="_ _12"> </span>sprawozdania<span class="_ _12"> </span>rocznego<span class="_ _12"> </span>sporzą<span class="_ _8"></span>dzonego<span class="_ _1a"> </span>prz<span class="_ _8"></span>ez<span class="_ _12"> </span>Zarząd<span class="_ _12"> </span>i<span class="_ _12"> </span>zatwierdzonego</div><div class="t m0 x11 h6 y243 ff2 fs3 fc2 sc0 ls0 ws0">przez<span class="_ _9"> </span>R<span class="_ _8"></span>adę<span class="_ _9"> </span>Nadzorczą<span class="_ _7"> </span>oraz<span class="_ _9"> </span>z<span class="_ _8"></span>ażądać<span class="_ _9"> </span>sporządzenia<span class="_ _7"> </span>nowego<span class="_ _9"> </span>sprawozdania.</div><div class="t m0 x11 h10 y244 ff1 fs3 fc2 sc0 ls0 ws0">1.2.<span class="_ _9"> </span>Podstaw<span class="_ _8"></span>a<span class="_ _9"> </span>sporządzania<span class="_ _9"> </span>s<span class="_ _8"></span>prawozdań<span class="_ _9"> </span>finansow<span class="_ _8"></span>ych</div><div class="t m0 x11 h6 y10e ff2 fs3 fc2 sc0 ls0 ws0">Roczne<span class="_ _1f"> </span>sprawozdanie<span class="_ _25"> </span>finansowe<span class="_ _25"> </span>Spółki<span class="_ _25"> </span>2024/2025<span class="_ _1f"> </span>zostało<span class="_ _25"> </span>sporządzone<span class="_ _25"> </span>z<span class="_ _8"></span>godnie<span class="_ _25"> </span>z</div><div class="t m0 x11 h6 y10f ff2 fs3 fc2 sc0 ls0 ws0">Międzynarodowymi<span class="_ _15"> </span>Standardami<span class="_ _15"> </span>Sprawozdawczości<span class="_ _15"> </span>Finansowej<span class="_ _20"> </span>z<span class="_ _8"></span>atwierdzonymi<span class="_ _15"> </span>w<span class="_ _15"> </span>Unii</div><div class="t m0 x11 h6 y245 ff2 fs3 fc2 sc0 ls0 ws0">Europejskiej<span class="_ _f"> </span>(„MS<span class="_ _8"></span>SF<span class="_ _f"> </span>(UE)”).<span class="_ _f"> </span>S<span class="_ _8"></span>półka<span class="_ _f"> </span>konsekwentnie<span class="_ _f"> </span>st<span class="_ _8"></span>osowała<span class="_ _f"> </span>zasady<span class="_ _e"> </span>rachunkowości<span class="_ _f"> </span>we</div><div class="t m0 x11 h6 y110 ff2 fs3 fc2 sc0 ls0 ws0">wszystkich<span class="_ _7"> </span>prezentowanych<span class="_ _9"> </span>okresach,<span class="_ _9"> </span>o<span class="_ _7"> </span>ile<span class="_ _7"> </span>nie<span class="_ _9"> </span>zaznaczono<span class="_ _7"> </span>inaczej.</div><div class="t m0 x11 h6 y246 ff2 fs3 fc2 sc0 ls0 ws0">Roczne<span class="_ _19"> </span>sprawozdanie<span class="_ _19"> </span>finansowe<span class="_ _19"> </span>z<span class="_ _8"></span>a<span class="_ _19"> </span>rok<span class="_ _23"> </span>2024/<span class="_ _8"></span>2025<span class="_ _19"> </span>zostało<span class="_ _19"> </span>sporządzone<span class="_ _19"> </span>przy<span class="_ _19"> </span>założeniu</div><div class="t m0 x11 h6 y247 ff2 fs3 fc2 sc0 ls0 ws0">kontynuacji<span class="_ _7"> </span>działalności.</div><div class="t m0 x11 h6 y248 ff2 fs3 fc2 sc0 ls0 ws0">Sporządzenie<span class="_ _d"> </span>rocznego<span class="_ _d"> </span>sprawozdania<span class="_ _d"> </span>finansowego<span class="_ _d"> </span>zgodnie<span class="_ _d"> </span>z<span class="_ _d"> </span>MSSF<span class="_ _1b"> </span>(UE)<span class="_ _d"> </span>wymaga<span class="_ _d"> </span>użycia</div><div class="t m0 x11 h6 y249 ff2 fs3 fc2 sc0 ls0 ws0">pewnych<span class="_ _d"> </span>istotnych<span class="_ _d"> </span>szacunków<span class="_ _d"> </span>księgowy<span class="_ _0"></span>ch.<span class="_ _d"> </span>W<span class="_ _8"></span>ymaga<span class="_ _d"> </span>również<span class="_ _d"> </span>od<span class="_ _d"> </span>kierownictwa<span class="_ _1b"> </span>s<span class="_ _8"></span>tosowania</div><div class="t m0 x11 h6 y24a ff2 fs3 fc2 sc0 ls0 ws0">własnego<span class="_ _4"> </span>osądu<span class="_ _4"> </span>w<span class="_ _11"> </span>proce<span class="_ _0"></span>sie<span class="_ _11"> </span>stosowania<span class="_ _b"> </span>z<span class="_ _8"></span>asad<span class="_ _4"> </span>rachunkowości<span class="_ _4"> </span>Spółki<span class="_ _8"></span>.<span class="_ _4"> </span>Zmiany<span class="_ _4"> </span>założeń<span class="_ _4"> </span>mogą<span class="_ _11"> </span>mieć</div><div class="t m0 x11 h6 y24b ff2 fs3 fc2 sc0 ls0 ws0">istotny<span class="_ _f"> </span>wpływ<span class="_ _f"> </span>na<span class="_ _f"> </span>sprawozdanie<span class="_ _f"> </span>finansowe<span class="_ _e"> </span>w<span class="_ _f"> </span>okresie,<span class="_ _f"> </span>w<span class="_ _f"> </span>którym<span class="_ _f"> </span>zmieniły<span class="_ _f"> </span>się<span class="_ _f"> </span>założenia.</div><div class="t m0 x11 h6 y24c ff2 fs3 fc2 sc0 ls0 ws0">Kierownictwo<span class="_ _4"> </span>Spółki<span class="_ _4"> </span>uważa,<span class="_ _b"> </span>że<span class="_ _4"> </span>założenia<span class="_ _4"> </span>leżące<span class="_ _4"> </span>u<span class="_ _4"> </span>podstaw<span class="_ _4"> </span>sporządzenia<span class="_ _4"> </span>rocznego<span class="_ _4"> </span>sprawozdania</div><div class="t m0 x11 h6 y24d ff2 fs3 fc2 sc0 ls0 ws0">finansowego<span class="_ _9"> </span>na<span class="_ _7"> </span>rok<span class="_ _9"> </span>2024/2025<span class="_ _7"> </span>są<span class="_ _9"> </span>właściwe.</div><div class="t m0 x11 h6 y24e ff2 fs3 fc2 sc0 ls0 ws0">Niniejsze<span class="_ _10"> </span>roczne spra<span class="_ _0"></span>wozdanie f<span class="_ _0"></span>inansowe<span class="_ _10"> </span>składa si<span class="_ _0"></span>ę<span class="_ _10"> </span>ze<span class="_ _10"> </span>s<span class="_ _8"></span>prawozdania<span class="_ _10"> </span>z sy<span class="_ _0"></span>tuacji<span class="_ _10"> </span>finansowej,</div><div class="t m0 x11 h6 y24f ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _b"> </span>z<span class="_ _b"> </span>z<span class="_ _8"></span>ysków<span class="_ _b"> </span>lub<span class="_ _b"> </span>st<span class="_ _8"></span>rat,<span class="_ _b"> </span>sprawozdania<span class="_ _b"> </span>z<span class="_ _4"> </span>całkowitych<span class="_ _b"> </span>dochodów,<span class="_ _b"> </span>s<span class="_ _8"></span>prawozdania<span class="_ _b"> </span>z<span class="_ _8"></span>e<span class="_ _b"> </span>zmian</div><div class="t m0 x11 h6 y250 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _9"> </span>kapit<span class="_ _8"></span>ale<span class="_ _9"> </span>własnym,<span class="_ _7"> </span>sprawozdania<span class="_ _9"> </span>z<span class="_ _7"> </span>przepływów<span class="_ _9"> </span>pieniężnych<span class="_ _7"> </span>oraz<span class="_ _7"> </span>not<span class="_ _9"> </span>objaśniających.</div><div class="t m0 x11 h6 y251 ff2 fs3 fc2 sc0 ls0 ws0">Roczne<span class="_ _7"> </span>s<span class="_ _8"></span>prawozdania<span class="_ _b"> </span>finansowe<span class="_ _7"> </span>s<span class="_ _8"></span>ą<span class="_ _7"> </span>prezentowane<span class="_ _4"> </span>w<span class="_ _7"> </span>euro,<span class="_ _b"> </span>a<span class="_ _b"> </span>wszystkie<span class="_ _b"> </span>wartości<span class="_ _b"> </span>zaokrąglane<span class="_ _b"> </span>są<span class="_ _7"> </span>do</div><div class="t m0 x11 h6 y252 ff2 fs3 fc2 sc0 ls0 ws0">najbliższego<span class="_ _9"> </span>t<span class="_ _8"></span>ysiąca<span class="_ _9"> </span>(000<span class="_ _7"> </span>EUR),<span class="_ _9"> </span>chyba<span class="_ _7"> </span>że<span class="_ _9"> </span>wskazano<span class="_ _7"> </span>inaczej.</div><div class="t m0 x11 h6 y253 ff2 fs3 fc2 sc0 ls0 ws0">Oryginalne<span class="_ _f"> </span>sprawozdanie<span class="_ _f"> </span>finansowe<span class="_ _f"> </span>Spółki<span class="_ _f"> </span>zostało<span class="_ _f"> </span>sporządzone<span class="_ _f"> </span>w<span class="_ _d"> </span>jęz<span class="_ _8"></span>yku<span class="_ _f"> </span>angielskim.<span class="_ _f"> </span>W</div><div class="t m0 x11 h6 y15c ff2 fs3 fc2 sc0 ls0 ws0">przypadku<span class="_ _9"> </span>konfliktu<span class="_ _7"> </span>z<span class="_ _9"> </span>polską<span class="_ _7"> </span>lub<span class="_ _9"> </span>estońską<span class="_ _7"> </span>wersją<span class="_ _7"> </span>rozstrzy<span class="_ _0"></span>gaj<span class="_ _8"></span>ącą<span class="_ _9"> </span>będzi<span class="_ _8"></span>e<span class="_ _9"> </span>wersja<span class="_ _7"> </span>angielska.</div><div class="t m0 x11 h10 y85 ff1 fs3 fc2 sc0 ls0 ws0">1.3.<span class="_ _9"> </span>Waluta<span class="_ _7"> </span>funkcjonalna<span class="_ _9"> </span>i<span class="_ _7"> </span>sprawozdawcza</div><div class="t m0 x11 h6 y254 ff2 fs3 fc2 sc0 ls0 ws0">Walutą<span class="_ _1a"> </span>funkcjonalną<span class="_ _1a"> </span>Spółki<span class="_ _1a"> </span>jest<span class="_ _14"> </span>złoty<span class="_ _1a"> </span>polski<span class="_ _1a"> </span>(PLN),<span class="_ _1a"> </span>a<span class="_ _14"> </span>walutą<span class="_ _1a"> </span>sprawozdawczą<span class="_ _1a"> </span>(prezentacyjną)</div><div class="t m0 x11 h6 y255 ff2 fs3 fc2 sc0 ls0 ws0">Spółki<span class="_ _9"> </span>jest<span class="_ _7"> </span>euro<span class="_ _9"> </span>(EUR).</div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3caZflZH3b+9zz/e29VdXW3ulvqltTaFyQksWOMEBiBRggbbLPYEA5O7OCxJ7ZziB1mOPGQFxPHc5JM5jjOjGdsPMs5HI/NeIbgeLwlJgFig2XAQSChXaBGIKlRS713bff+/89vXtyqVksWizE+w8Sfz6tSqbrq6tbtc+5Xz/Jr/XwcSra+tVlEvzCavvS67k2v2Pn66/cstlGWIc4Yh/LnPXgw3/Nbp37j1nrgyLhbGFZn01/6Dxuv+x+P7T9rYZxt1K0ePTX+Pz5yaufiZDQ/qLLZNu2hw/nRe1o3WTh8aojoa5bjJ+LjD00fOjLdGEallbN2j/7pu8/52Z/aURa7u0797E0/8MvL27fv3LX79pXrHjjYP+ODObL7JX/04Ik/v+NrbTr7n/7k5Gte/4aFhafMY3neS17+uXbD8qT8+q//+vwz+/Zf/KnVF9z28LG7Pn/X7Xd+4q7bP3v3Hbf/i5//bx544AF/LwAAvjnla7+h5GuVyTB88d+/aG3t2N/+mbWFxW4yWSjj+mf3HnrLd2z/ubftyhIRdTTEbYfP/dzhcxZHi6Nxjkfj0Whcau1qNyql60rXdV1X51PYS7Ros9KGyGEzBnKINiuRNbKL/p9+4PbW1j7wX17RStfqcP/BhYNHlz740bv/hx87byjrC7N++AYedpYyydkf3xP79i4965x+KFEiI2pE+9N7R/ce2z6OEmVywe5TL758dtZoo0WUbly7rsRC1kl0XZZSSy05H/Neaut/908e+9Q9/axfm82G1lprLTNbZma2jPkHQ0TNlllmWTfWc9qyG+X28ahmRgx9LdnX9VnWSVtq0dc2P/peMobSRWtrszrq2qTGEO3UtDs5HdrQlrLecOPyT//I4u6zRg8dv27X1f/t1dc878nSWFs7cODAJZdcsrz8DLNf7r//gd27d+3du/fMT/Z9f//99+/fv3/Xrl1P+/rW2r333rdnz+7zzjvv9Bc/8sgjp/8iZZSIvOSSS/zVAAD4ZsqkFNu6vnl33vEf949P3nrb0CIjMku9+6FjV+3r3vOWvZGtZLQ6TMvi5x9frmV+m3DXIlpkF7G1IlLOqMQSUeeRUKKWqBk1YihRorQupx+68+in73/sN9/zwqGUiCytxlAnOX3Jteffet/qd121MZTJfCvU11ajzWq54ryFP7575YqzJ13JFlFjemR94YuHa60ZpZbSHzyx/KHP9S+5LC7evV5aZoyitsi+tYxaM8o8OiJzKLNXv3jv3Q9+6WhfIr5qH9UskV1kjiPHi5vpETFkZER0LbK05Um0yKHm1qVc0SJKtiixbdSylo2hnVpr09gYlTh391k/+XdGr37xrtXS7jz+o6983bsmk6eMVlxaWrr22mu/2uO56qpn/flPjkajr/ZHaq3XXnvN075YigAAfAvZ1vXNe/zhT2XUO+9qJbJF98XHjm+snvrnP3L+Ure5lajLeuDYtlNDNx8GEk+ZW/LkDbyZUUrJrXfr8wuyNsfHz8edZH7+if5//d3bfuYNlz//0ijRbQVNZuku27t036MxtKWIb2gFrGS0KLt35cbG7GN3T6e5WKKtDUu33jtMc6lEn5vfvJ1q3R9//qxPHdgzzYyyltln9CX6mn1pfWl9bX1pfRlieTK74QXbo/QRNcpfyULcrMSJteHYqX6aZVRGP3DLub/ySzte+eJdD5y6ZPXc//vmN/7s08oEAID/37Fy8pewcaDtGB56qEb0x0+Ug0dO/sIPX3rVuaMWGbVFRM184NC2jHzyMuCtLoknb+DKJ3Nl/pkS3Xz9o9T5fJOTa8M/e/+f3XDNzp/4nn2RQ8SQZb7A0lrpSvSXnL/v0184+B1XtCglcvS05YsamfNTHPNrgUvWiFqHfXvGnz84PrJy7OJ92x4+PD2yslTrLHPzCP4QtWtdluH+QwsnVxdfdlXdvjgtQ5bsWzeO0mpGi8zMbwRv8QAAIABJREFUEjUivvPZuz52x9Ejh+cXan0L+iRLF9lKZEau9bm2PlvPcSmTa59V3/mj5151xdpGP75j5Sde9T1/1wF0AABx8tfdUv3ikN2BR44dn3YPHzrx7jec/6bv6FrLeXtkxP1Hz3pkZXEy6uZZcOYWrjP+Keb38kacnikSkbE1fTGnbfwv/tWfXnzu+Jf/iytLzCKjldrlkG08ndUSrZSYdLExnH3oxPo5Z62UMi2te+q7/Igyra1r8xEl0UVGRFtcGEfm4RPjYyciR6NSh4hSos7bIqNllPkf/vKp3Y/dtv7s/fXqC/vdo3EtOZQ2RCklIzJjyIhxN7vpxXs/+KFHa9Yhhm/BSzNnLep6ayvT2OgjY3L5eeWH/8aOG69fnJXhzsNvv+76n3rNBRd5HQIAiBNi58LBU6fy2Go+cvjUW1+5+ydvXprFpIu+ZM5yuO/xsz/5he2x0Ep0W3dPlTMGw0eUsrVsMk+XMxYcSmSUEq1E/Orv3Laysvr+f/jshYVRiVlEZGRm+cLjk9X1USktopbIvo7uemzH7hPlir399sWVml3J2tdSsnWtPjbknffnq7YOU5Qya2356NFjURai5FCHElE29/jl6XuyTrfNqM1mrX7uy9vufqjtP3d29Xmx/5xSS5SMGq3FKMqQ2X3nFds+uqc7fLh9k2myFW2ZEaWuD+3U+rAxlNLGZ+/a+JtvOef1r5p0k7jvyHde8sKfe81NV3oFAgCIEzYtj44+cXT2yPHpd16+9J63nhXDYu2mEaVEufeJ+uE7to23lUkrLYZRdk++089aspTcPO+TmWXrw/kqRET2NWu2yP63P/aFT9x94P3/4AVnLWUffckWETVqZtsYclazZMwnwpfMEnlkZXJ4Jfctnrd319Edi9PM/qEn4o/uXr3n0eGdr9ke0UXMiyIfODQ9vFozh4hSstSoJWtGiZiviNSStT15n2/NaBnZannwsfLgwZiU2Z5ds50Lk7W28frnR2RpJWppN75gzwc+fGh+jv0v+HRu3s2VpQ0ZK2vD+qwMJceTfMMtyz/0hgt37jh6cO38E/VdN775rV57AADihKeYtR3/5FeP7Ns+/MKP7V/OUd/1o9ZadK20R5/Y2ZfZKCLiKcchnnGGemydPMktXUbN8vG7Dv2f/+Gz/93fvvLF++drLFupkLOujffuWD+xun044zB9RIuMzMWDK9NHVratre/4pT+4d2N9+k/efsFPfs9q5nizOzIefGLy6fvWI0Zbgz7yqQ9mvoizuT9tvlJz+nFGq9lyJcrJQ3WY9fc+cvJFly7s3zGJbiOje/5V5/zbjx88vvYXLZP5ndYxzW5lrV+fzYaIXFj6/htHb3/jzn17yhP96M71n3vFf/a3njZ+BAAAcUJExHs/OPnIJ1fe/zNXnr+9tehrtoxR1sioDz+WQ92IthjPNEZm8wBKzu/b2jqjkllyMxNqi1mO7n3g4Xe/6bK3vHjbtKs1o8t+vrQQMZRhsrwwK087d541IyJazdpy9L6P3F+G9d9894UXn1Vz2NllRsnW4tMH2j0Pt1mbRMy2Bt3Mv20rWaPV6CLn0dLq1lazcjpOMjIj61Bb6zLWL967/BsfPfJfvXFPyZKlLI6mz7n6nI/ffiTy6xyLz/m4ycj5aknf8tTGcGK23kq3UBdf/V2L73jTtv3njlZz6bPH3viSV//9a3fv9pIDABAnPIPf+/3f+5Vf+4///G9d/qIL+750pZWILkqrMRw5NXnsZIy2ldLyq7wv3zz6vrlgsvW+f378fH48fhTtx9/w0scf//SBJ2aX7R210mJ+OiUzYjyMjp9a3ZlRz5xxntHm37i2+Hd3PHLg4aO/8Z5LL9++NCsrETGUmM0mf3J//9jhUWTtsg1RnzyDX+Y/NkuWEiUzS7QyvywsskWJzBabSzQZ2UpmZGY3rsMdB04dObFr186FiCEyvuPa7bfedryVr3PwpG4+8roeZWW9rU77FqNxxI0v3fW2HxhdfkG3HqPPHv7+593wM7fsv9DrDQBAnPDM7rvvvh/5mz/yozfufeNL5oMFT+9iai26zz3S9ZGjVocybW2UT97G9dREya1IidJai4g2f8Mf83HqMURM47K69HDEEHF671aUbKs5Onh4+5nf6swf8bmvrP3epx7++bef/7xzh75NS3ZD7demS5+4tz98clvG7OusaWyOXNn6iaWc+QPyz7lkz873fezou15/9vw2sEvOXrr0gnrg0a8TJxkxG8rJjWE6nQ0lRrW+6vrlH3jj5PILa+bk9iO3XPWiv//aV1/hxQYAIE74Wm699daXP3vnu968nGXoo9T5rb9Rhph0Of3Mg9MSpWRGlpJZ48zbgp/pXfrmzq5+vs+rtowsUYaMPO/sncfWL5r26+M61Mghog1t1tdT69EPXcYQsXndb0RXchZZHz++8r996PNvuWHPW1+6lK1GGUrWfrrwyfuGYyvbSvZfLUjK5tCSjJalROSQ0UopkbVmbRkxn2vSWmQp+eSB98Xx8Km7V1Zv2bM8iiwtol7//D0HHjn0tAQq0VopLWpEzoZ+ZT3XZ30OC+PF7rWvXHzT9y1fvK9ruXjP4Zdf9Ny/95qbnuNlBgAgTvj63vGOd1xyzsLal967FIdKZt/N92blyZP5h3e1w8fqZNvp7sjWnmF312aqlM0NVS2z1s1Vk81hiZubrNqs747322vJGm3WMjPb0EdrGZtDFVuWoYxK9hH1wa+c+tUPPfjiZ9V//IM7s0TJFlmitU8cmJxcnWyddd+8zviZ+mRrwspWT+TWbq9obfOETG62Vps/mNbqUPds737nttW3XL/cZRdRnnvFOf/PwsGTG0/+iNOn9jdm05X1fr0fDd2we9vke1+77Xtfu+2cHW0ok7sPv3z/tX/vppue5wUGACBO+Au46fvevrb6xi/81nfvXntsdbb02S+sf/zu6T0HN7pc2rM8jLO11tq8TM54Iz8PgNODFud3YrXMGtGiRebmjV2bx1JaRptPSi85RLS6dXFWi8ytb5KRozac6uO3//SRj37uoR986e6fe9O+HLfx0Fp0GfWOg6PjJyf5NQcjbh10z4gWmyNMto7yZ2a2eHLzWGZG26yjjIxpHc5ZXPjwnx168/XX1LKWMdrWTa+4dNft9x2frwFFlNbi5EY5tT6d5VCyO293++5bzvm+1yzuWlpdKUt3HHnlZc//uze9+hqvKwAAccI3Y2nbtoPbbtp3/vt+6/9a/+C/P74w3j6edGXUTqzn8nKbry5kDtn6yFG0PrJEK5GltIioWUtszieZ58YQLbMNJVtEi9IiWp4+hVKiRM6HjeQ8WiJLlpqZ2T9wcOV/+bf3lxh+8ccueN21yxkthuhL18Xs0eM7vnS4y3LGuZg48/bhpwRK5NBqqZvn4COf/HzLnK+6nLFDrW2uokSWmtNDR/LLh1au2Nv1NWrrrtg/ueO+bFHX+2FlY7o27Yc26YbRc69efN0ty9/1srIY3aksnz7+E8996Q8b9A4AgDj5y7ryBT+08aX3v+67R3/wR0dnMR23bSVKP7QT622yGDFfMNncBPXkx1v7tjJPb+KK+VmOqHH6C1pmmw9MzHlZlHL6kq/TldHn6N98+uAHPv7Azc/b8fNvu2DPcpcxzOcy1sjjs8W7DmaLhYjp6VH0X13Ot4rlmV9Wtu483vyKrVyKyDPWhSLiwrOW/uCzx3/65l3jFrWNtm8fn1gfTmy0jaGV1i0vTl5xw9Itr4lnX7itlv7Q9Lx717/3hTf8+Gv37vMqAgBAnHwLXHb5sz5y283Xnf1v3vQ9Oz/w+7OWfUbNyJWNfsd0tjSu0Vq2+R6vJ9VaskXUWrPlfHBiaZGtbF6U1Vq2EvOjHlHO3OK1dTIkWsnIjda/798duPWug//1my94xysXS3aRfcmulWEjJkeO1Qe+MlmfLpQy+9oDR+KMeYuROT8JszmKJTNbZLbMbFsrJ/MwyRwyhowhskUpu5f6W+849lM3nz/OlYxy/q7uyou233bfiWueNXnNK7e//GXdznEO3eTA0Ss3tr3t+hvf8pzFRa8fAADEybfSs1/2nrW7Pvbm7zv1Z7fnlw9ttDYqpbRsx0+tLkzGo3GMzsiSzdWGVuaDEjNO3+U1RBkyo0S2+RCRmF+f1TKHzRzZuuM3I0rrhxj/8u/ff89Dj733nRe+8vJtXRv6bijzYynD0qfuXTgVJbIrMWR+3TWT06GSMWR2LbOUWp7p3+dmqLShRbaMoWXJNmTZmPUPPrJ6YqPfNS5Z+v176nvedv7x3HP2latD6Vf7HZ878urzr/qhl934Eq8ZAACeUfUU/CXtv+DCA/GuxTr6Bz+xbdfieHOuYstpdodXZivT1tpTlk7O3Nx1+lPt9Jn5bBltXgBt84R6xOYSxub2sJbRl/bBW7907xcP/e/vvOhVl49qXWs1S279NsfrsRDDUw+WfPW7jLey5IwfFdmyPX2eyfzBx+lRJ620IWbT4fG1fPjI2qPH11vmg186kqWLiMwuI5d3tPuPPef+6T867/qP3/yD//K65ykTAAC+Kisn3wKvvuUdH/qtB1+w79f/4U/v/O9/de3kWs2ctjbuh3b01Fqrcc54PG5DDNPWldZqa/MszFGNrcmGrUSrOT/1nhFZs5UcWrQSbT7/JMvWQZTW1obR2sqpX/zxy66/aNZHRnYRQ435JVuRORrXrFm+sYc/P38/ekqoxBCxua4TGRllKNm1vkWJLH2braxNT61PT63mRj9k3+/cU264bscFX9x4/GRm9lnmd4jlg8df8eq/8yteIQAAfCNOnyLgL+sPP/juF+7+Vw8eyl98bxw5Nl4cD5PJ4nhxYTJZ2LbQ7Tlrx/btSwvjbjwej8ejrtZSyqhGKfPuGCL6Lks3D4HS5nESkV0MNUqpLWJz4WVoEdFPouxeXqvRZjnqss/MiDKfqNLn8PDhpX7oWvSnFz2GYWhDDFsys+/7zQMkESW6LCVKLTHaipoS8zWQyJalz7qxMZyczVY2phvrZZqtzfr952684PndC58zuvSiWOjLSowOPnT2hX2f85H20d+z6z+/5a3v9NoAAODrl8l8Ep84+ZbIzD/81//oxbt+89BK/ubvHL/t03vrUr+0MFoYLY0mC5NJ3b60uGfntu3bFsejWmspXdfVqFEis0YfOXQZtWQp81WUrTgprSslSivRhmHYPBsfrc8yxJCti6G1za1WpbXMiCGzRattGLL7GnEy9H2bx0mJkl1GiVpOL6ZlRMaoz9nqtF9Z71Y3ptPMyG4U65deOLrmuv451y6ed04/yo1ZWXr4yFUnRzdf+dzvvfSyK48cfmL+iposLOzYsdMLAwAAcfL/jQ/97i88f/l/rm3bZx468a9/e8cTx8d1cbww6hYmC+PxZDwe71jsduxY2rY4ntRWa3Sb1/S22oaulFIzc6iRNfv5nq8uWtSs0bporcWZZz/60+Pa23zMfMzPiQxZn3ZWZNMZcdJay35oJdv8+q/sokSW2kqdZV3bGNambWXa+tYNJSLa9qVy7eXt6mvXr7lix/K2lUlrQ46/cOx5q4uvefbzXnfhRZf41QMAIE6+7dz+mU+c+tI/vmLHA7My++Rt8dGPbz+xujxZmIxG4/mervFkNO7a8sJoeWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8g3EyXzmZf3BmnGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TXPLu/9OLadRvRtq208tCxG8pZNy+vnNx91g6/7m9nC9t37b74Gs8D8O1vx7n+JxcgTv7KtNY+9uH375m+d9+2x9ejfPau8W2fWTj4xNJkPOlG4/E4alez1HFGrbmw0C2NY/ukLHRdiVZjqJGjkpGt1OhKK6XUaDWGoQ1tPpe9RWYOmzNKokVprWXUoZXImC+wbF25FTm01oY2DEPmMOQw9LOhX1vPlbXZysbG6sZ0NistatZxlFHt8ry95corJldeMb380tGu5b6LOivx2Kn9h6Y37jn/xue+8BWLi4sR8d7vXvCLBgD4lrjyVX/j5p/9NXEiTv4Kra2u3vqRX9tf37dn4VAbxVceH939+dHnH9x17NSOWsuotFImWWZRWmbtclYyF8bdZFS3TYbFcZ10ddLVcclR6bvsS2Sfm6NP5nMRW4zmcVKyzq/+HbJFZN+2jqBkHYbYmA3r0+nG+sapvm2sz1ZXp+uzvm/TbCVz1FqZLPWXXdRdesnkskvi0ksmO7ZF6VYyc7Xf/tCxlw6LL7v86puuuPLqp/3XnXzsIb9i/ryv3P2nngTg299Dn/wDTwLfVs679mXP+f6fFCfi5K/cdDr95J/8bjvygWfv+kyUaav18PHRQ19e+uLDex4+VPpZKdll9hGlZSvZl9a3Ukrru2g1c2FURqOYjMqoRmlZu1rL/JhKtijzu4dbKW1o/VD6vgxtmA4tW/bDMO1bP8tZmy+5tD5zGKL1w9JkOHdvvfCCuPjCvOii2Ld3VKNE1qzTk9Mdj558/nT8kn0Xveza57xoPB77DQIAIE7+U/Poow/f85nfG69/+NJdd467aY2+ZffE0dFXHt926InJkSPjI8f71ZMt+3Hf9RG1ZNScRgwlSkTL1mfrIrM9Oe99c+piliyltIxotWY3ZEaZb/xqWdZ37uh2787du/s9e3LvnrZvb561c1RbycihxizqV45fdmL2gvGO6y687KWXX3lVrUZzAgAgTv56OHnyxJ2f/fjJQx/bM77tvO2PTMqp+WiRjG6j746emB0/2q2c7E6eqCfXYrpe19fG62v9bNZvTKO1FlHmXz8a53jclVq6Lkop43FZnAw7luvy4sbOXW3nrnLWWXX7zjqpQ8khylByNJTJ+jB+/OSFJ/ur6/J1+/a/4IqrnrO0tOSXAgCAOPnr7sSJ45+//44jj90zrN27XL68e9vDe5aeiJyUslGiz+yijYZumjVKdl3LsjmBJCIia2a0iFLbOEopUaL1pcyiRMtJi9pHHDl1/omNCzbi0rrtkp17Ljv3vMsvuvgyayMAAIgTvr6TJ0888uUDJ45/ZeXEwdn64WzHR/3xcZyIsjaq609u6Ypow2LmUotxlq5FDnWx1Z3d+PzR5Kyduy88Z9/FF1x4cdd1nlIAAMQJAADANxontvcAAADfFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4sRTAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnHgKAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwBPqrX4AAAOM0lEQVQAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIE08BAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAPy/7dchAQAAAICg/6+9YYAJNgHAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5AQAAMCcAAIA5kQAAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDmRAAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAMCcAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAAAAAANgL7gvl3OnjTLYAAAAASUVORK5CYII="/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">25</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Pozycje<span class="_ _b"> </span>bilansowe<span class="_ _b"> </span>prz<span class="_ _8"></span>eliczane<span class="_ _b"> </span>są<span class="_ _4"> </span>według<span class="_ _b"> </span>kursu<span class="_ _4"> </span>ogłoszonego<span class="_ _b"> </span>przez<span class="_ _b"> </span>Europejski<span class="_ _b"> </span>Bank<span class="_ _4"> </span>Centralny<span class="_ _b"> </span>na</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">dzień<span class="_ _9"> </span>bi<span class="_ _8"></span>lansowy.</div><div class="t m0 x11 h6 y256 ff2 fs3 fc2 sc0 ls0 ws0">Pozycje<span class="_ _11"> </span>rachunku<span class="_ _11"> </span>z<span class="_ _8"></span>ysków<span class="_ _11"> </span>i<span class="_ _11"> </span>strat<span class="_ _11"> </span>oraz<span class="_ _11"> </span>rachunku<span class="_ _11"> </span>prz<span class="_ _8"></span>epływów<span class="_ _11"> </span>pieniężnych<span class="_ _1d"> </span>przelicza<span class="_ _11"> </span>się<span class="_ _11"> </span>po<span class="_ _11"> </span>kursie</div><div class="t m0 x11 h6 y257 ff2 fs3 fc2 sc0 ls0 ws0">będącym<span class="_ _9"> </span>średnim<span class="_ _7"> </span>arytmetycznym<span class="_ _9"> </span>kursem<span class="_ _7"> </span>ogłasz<span class="_ _8"></span>any<span class="_ _0"></span>m<span class="_ _7"> </span>przez<span class="_ _7"> </span>Europejski<span class="_ _9"> </span>Bank<span class="_ _9"> </span>C<span class="_ _8"></span>entralny.</div><div class="t m0 x11 h10 y258 ff1 fs3 fc2 sc0 ls0 ws0">1.4.<span class="_ _9"> </span>Zasady<span class="_ _7"> </span>rachunkowości,<span class="_ _9"> </span>zmiany<span class="_ _7"> </span>szacunków<span class="_ _9"> </span>k<span class="_ _8"></span>sięgowych<span class="_ _9"> </span>i<span class="_ _9"> </span>b<span class="_ _8"></span>łędy<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>8)</div><div class="t m0 x11 h6 y259 ff2 fs3 fc2 sc0 ls0 ws0">Jeżeli<span class="_ _10"> </span>MSSF<span class="_ _12"> </span>(UE)<span class="_ _10"> </span>dotyczy<span class="_ _10"> </span>konkretnie<span class="_ _10"> </span>transakc<span class="_ _0"></span>ji,<span class="_ _10"> </span>innego<span class="_ _10"> </span>zdarzenia<span class="_ _12"> </span>lub<span class="_ _10"> </span>warunku,<span class="_ _10"> </span>zasady<span class="_ _12"> </span>lub</div><div class="t m0 x11 h6 y25a ff2 fs3 fc2 sc0 ls0 ws0">zasady<span class="_ _7"> </span>rachunkowości<span class="_ _7"> </span>zastosowane<span class="_ _7"> </span>do<span class="_ _7"> </span>tej<span class="_ _9"> </span>pozycji<span class="_ _7"> </span>ustala<span class="_ _7"> </span>się<span class="_ _7"> </span>poprzez<span class="_ _7"> </span>zastosowanie<span class="_ _7"> </span>MSSF<span class="_ _7"> </span>(UE).<span class="_ _7"> </span>W</div><div class="t m0 x11 h6 y25b ff2 fs3 fc2 sc0 ls0 ws0">przypadku<span class="_ _14"> </span>braku<span class="_ _14"> </span>MSSF<span class="_ _14"> </span>(UE),<span class="_ _14"> </span>który<span class="_ _14"> </span>odnosi<span class="_ _14"> </span>się<span class="_ _14"> </span>konkretnie<span class="_ _14"> </span>do<span class="_ _14"> </span>transakcji,<span class="_ _14"> </span>innego<span class="_ _14"> </span>zdarzenia<span class="_ _14"> </span>lub</div><div class="t m0 x11 h6 y25c ff2 fs3 fc2 sc0 ls0 ws0">warunku,<span class="_ _23"> </span>kierownictwo<span class="_ _19"> </span>powinno<span class="_ _19"> </span>kierować<span class="_ _19"> </span>się<span class="_ _23"> </span>własnym<span class="_ _19"> </span>osądem<span class="_ _19"> </span>przy<span class="_ _19"> </span>opracowywaniu<span class="_ _23"> </span>i</div><div class="t m0 x11 h6 y25d ff2 fs3 fc2 sc0 ls0 ws0">stosowaniu<span class="_ _11"> </span>zasad<span class="_ _11"> </span>rachunkowości,<span class="_ _11"> </span>które<span class="_ _11"> </span>skutkują<span class="_ _11"> </span>informacjami,<span class="_ _11"> </span>które<span class="_ _11"> </span>są<span class="_ _11"> </span>istotne<span class="_ _11"> </span>oraz<span class="_ _11"> </span>wiarygodne</div><div class="t m0 x11 h6 y25e ff2 fs3 fc2 sc0 ls0 ws0">dla<span class="_ _7"> </span>potrzeb<span class="_ _9"> </span>podejmowania<span class="_ _9"> </span>decyz<span class="_ _8"></span>ji<span class="_ _9"> </span>gospodarczych<span class="_ _7"> </span>przez<span class="_ _9"> </span>użytkowników.</div><div class="t m0 x11 h6 y25f ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _11"> </span>wybiera<span class="_ _1d"> </span>i<span class="_ _11"> </span>stosuj<span class="_ _8"></span>e<span class="_ _11"> </span>swoje<span class="_ _11"> </span>z<span class="_ _8"></span>asady<span class="_ _11"> </span>rachunkowości<span class="_ _1d"> </span>konsekwentnie<span class="_ _11"> </span>dla<span class="_ _1d"> </span>podobnych<span class="_ _11"> </span>t<span class="_ _8"></span>ransakcji,</div><div class="t m0 x11 h6 y260 ff2 fs3 fc2 sc0 ls0 ws0">innych<span class="_ _16"> </span>zdarzeń<span class="_ _e"> </span>i<span class="_ _16"> </span>warunków,<span class="_ _16"> </span>chyba<span class="_ _e"> </span>ż<span class="_ _8"></span>e<span class="_ _e"> </span>MS<span class="_ _8"></span>SF<span class="_ _e"> </span>(UE)<span class="_ _16"> </span>wyraźnie<span class="_ _16"> </span>wymaga<span class="_ _16"> </span>lub<span class="_ _e"> </span>z<span class="_ _8"></span>ezwala<span class="_ _e"> </span>na</div><div class="t m0 x11 h6 y71 ff2 fs3 fc2 sc0 ls0 ws0">kategoryzację pozycji, dl<span class="_ _8"></span>a który<span class="_ _0"></span>ch<span class="_ _17"> </span>odpowiednie mogą być inne zasady. Jeżeli MSSF (UE)</div><div class="t m0 x11 h6 y261 ff2 fs3 fc2 sc0 ls0 ws0">wymaga<span class="_ _12"> </span>takiej<span class="_ _10"> </span>kategory<span class="_ _0"></span>zacj<span class="_ _8"></span>i<span class="_ _12"> </span>lub<span class="_ _12"> </span>z<span class="_ _8"></span>ezwala<span class="_ _12"> </span>na<span class="_ _10"> </span>taką<span class="_ _12"> </span>kategoryzację,<span class="_ _10"> </span>należy<span class="_ _1a"> </span>wybrać<span class="_ _10"> </span>odpowiednią</div><div class="t m0 x11 h6 y262 ff2 fs3 fc2 sc0 ls0 ws0">politykę<span class="_ _9"> </span>rachunkowości<span class="_ _7"> </span>i<span class="_ _9"> </span>z<span class="_ _8"></span>astosować<span class="_ _9"> </span>ją<span class="_ _7"> </span>konsekwentnie<span class="_ _9"> </span>do<span class="_ _7"> </span>każdej<span class="_ _7"> </span>kategorii.</div><div class="t m0 x11 h6 y263 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _9"> </span>z<span class="_ _8"></span>mienia<span class="_ _9"> </span>poli<span class="_ _8"></span>tykę<span class="_ _7"> </span>rachunkowości<span class="_ _9"> </span>t<span class="_ _8"></span>ylko<span class="_ _9"> </span>wtedy,<span class="_ _7"> </span>gdy<span class="_ _9"> </span>zmi<span class="_ _8"></span>ana<span class="_ _9"> </span>jest<span class="_ _7"> </span>wymagana<span class="_ _7"> </span>przez<span class="_ _9"> </span>MSS<span class="_ _8"></span>F<span class="_ _9"> </span>(UE)</div><div class="t m0 x11 h6 y264 ff2 fs3 fc2 sc0 ls0 ws0">lub<span class="_ _1a"> </span>powoduje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>s<span class="_ _8"></span>prawozdania<span class="_ _1a"> </span>finansowe<span class="_ _1a"> </span>dostarczaj<span class="_ _8"></span>ą<span class="_ _1a"> </span>wiarygodnych<span class="_ _1a"> </span>i<span class="_ _1a"> </span>bardzi<span class="_ _8"></span>ej<span class="_ _1a"> </span>odpowiednich</div><div class="t m0 x11 h6 y265 ff2 fs3 fc2 sc0 ls0 ws0">informacji<span class="_ _17"> </span>o<span class="_ _1b"> </span>skutkach<span class="_ _17"> </span>transakcji,<span class="_ _17"> </span>innych<span class="_ _17"> </span>zdarzeń<span class="_ _1b"> </span>lub<span class="_ _17"> </span>warunków<span class="_ _17"> </span>wpływających<span class="_ _17"> </span>na<span class="_ _1b"> </span>sytuację</div><div class="t m0 x11 h6 y266 ff2 fs3 fc2 sc0 ls0 ws0">finansową,<span class="_ _1d"> </span>wyniki<span class="_ _14"> </span>finansowe<span class="_ _1d"> </span>lub<span class="_ _13"> </span>przepły<span class="_ _0"></span>wy<span class="_ _14"> </span>pieniężne.<span class="_ _1d"> </span>Jeżeli<span class="_ _13"> </span>zmiana<span class="_ _13"> </span>zasad<span class="_ _13"> </span>rachunkowości<span class="_ _1d"> </span>j<span class="_ _8"></span>est</div><div class="t m0 x11 h6 y267 ff2 fs3 fc2 sc0 ls0 ws0">stosowana<span class="_ _7"> </span>retrospektywnie<span class="_ _8"></span>,<span class="_ _7"> </span>Spółka<span class="_ _7"> </span>koryguje<span class="_ _9"> </span>bi<span class="_ _8"></span>lans<span class="_ _7"> </span>otwarcia<span class="_ _7"> </span>każdego<span class="_ _7"> </span>składnika<span class="_ _7"> </span>kapitał<span class="_ _8"></span>u<span class="_ _9"> </span>wł<span class="_ _8"></span>asnego,</div><div class="t m0 x11 h6 y268 ff2 fs3 fc2 sc0 ls0 ws0">którego<span class="_ _e"> </span>dotyczy<span class="_ _e"> </span>z<span class="_ _8"></span>miana,<span class="_ _e"> </span>dla<span class="_ _e"> </span>najwcze<span class="_ _8"></span>śniejszego<span class="_ _e"> </span>prezentowanego<span class="_ _16"> </span>okresu<span class="_ _e"> </span>oraz<span class="_ _e"> </span>inne<span class="_ _16"> </span>kwoty</div><div class="t m0 x11 h6 y269 ff2 fs3 fc2 sc0 ls0 ws0">porównawcze<span class="_ _13"> </span>ujawnione<span class="_ _1d"> </span>dla<span class="_ _13"> </span>każdego<span class="_ _13"> </span>z<span class="_ _1d"> </span>poprzednich<span class="_ _13"> </span>okresów<span class="_ _13"> </span>prezentowane<span class="_ _13"> </span>są<span class="_ _1d"> </span>tak,<span class="_ _13"> </span>jakby<span class="_ _1d"> </span>nowa</div><div class="t m0 x11 h6 y26a ff2 fs3 fc2 sc0 ls0 ws0">zasada<span class="_ _9"> </span>rachunkowości<span class="_ _7"> </span>była<span class="_ _9"> </span>z<span class="_ _8"></span>awsze<span class="_ _9"> </span>stosowana.</div><div class="t m0 x11 h6 y26b ff2 fs3 fc2 sc0 ls0 ws0">Skutek<span class="_ _12"> </span>zmiany<span class="_ _12"> </span>szacunku<span class="_ _12"> </span>księgowego<span class="_ _12"> </span>ujmuje<span class="_ _12"> </span>si<span class="_ _8"></span>ę<span class="_ _12"> </span>prospektywnie<span class="_ _12"> </span>poprzez<span class="_ _12"> </span>uwzględnienie<span class="_ _12"> </span>go<span class="_ _12"> </span>w</div><div class="t m0 x11 h6 y26c ff2 fs3 fc2 sc0 ls0 ws0">rachunku<span class="_ _7"> </span>z<span class="_ _8"></span>ysków<span class="_ _7"> </span>i<span class="_ _b"> </span>strat<span class="_ _b"> </span>w<span class="_ _7"> </span>okresie,<span class="_ _b"> </span>w<span class="_ _b"> </span>którym<span class="_ _b"> </span>nastąpiła<span class="_ _7"> </span>z<span class="_ _8"></span>miana,<span class="_ _7"> </span>jeżeli<span class="_ _b"> </span>zmiana<span class="_ _b"> </span>wpływa<span class="_ _b"> </span>tylko<span class="_ _7"> </span>na<span class="_ _b"> </span>ten</div><div class="t m0 x11 h6 y26d ff2 fs3 fc2 sc0 ls0 ws0">okres<span class="_ _9"> </span>lub<span class="_ _7"> </span>na<span class="_ _9"> </span>okres<span class="_ _9"> </span>z<span class="_ _8"></span>miany<span class="_ _9"> </span>i<span class="_ _7"> </span>przyszłe<span class="_ _7"> </span>okresy,<span class="_ _9"> </span>jeżeli<span class="_ _7"> </span>zmiana<span class="_ _9"> </span>wpływa<span class="_ _7"> </span>na<span class="_ _9"> </span>oba<span class="_ _7"> </span>te<span class="_ _9"> </span>okresy.</div><div class="t m0 x11 h6 ybd ff2 fs3 fc2 sc0 ls0 ws0">Spółka koryguje retrospektywnie istotne błędy poprzednich okresów w<span class="_ _21"> </span>pierwszym zestawie</div><div class="t m0 x11 h6 y26e ff2 fs3 fc2 sc0 ls0 ws0">sprawozdań<span class="_ _d"> </span>finansowych<span class="_ _d"> </span>dopuszczonych<span class="_ _d"> </span>do<span class="_ _d"> </span>publikacji<span class="_ _d"> </span>w<span class="_ _d"> </span>momencie<span class="_ _1b"> </span>i<span class="_ _8"></span>ch<span class="_ _d"> </span>odkrycia<span class="_ _d"> </span>poprzez</div><div class="t m0 x11 h6 y26f ff2 fs3 fc2 sc0 ls0 ws0">przekształcenie<span class="_ _11"> </span>dany<span class="_ _0"></span>ch<span class="_ _11"> </span>porówna<span class="_ _0"></span>wczych<span class="_ _4"> </span>z<span class="_ _8"></span>a<span class="_ _4"> </span>poprzednie<span class="_ _11"> </span>okresy<span class="_ _4"> </span>(okresy),<span class="_ _4"> </span>w<span class="_ _4"> </span>których<span class="_ _11"> </span>wy<span class="_ _0"></span>stą<span class="_ _8"></span>pił<span class="_ _4"> </span>błąd;</div><div class="t m0 x11 h6 y270 ff2 fs3 fc2 sc0 ls0 ws0">lub<span class="_ _1d"> </span>jeżeli<span class="_ _1d"> </span>błąd<span class="_ _1d"> </span>wystąpił<span class="_ _1d"> </span>przed<span class="_ _11"> </span>najwcześ<span class="_ _8"></span>niejszym<span class="_ _1d"> </span>prezentowanym<span class="_ _1d"> </span>okresem,<span class="_ _1d"> </span>przekształcając<span class="_ _1d"> </span>salda</div><div class="t m0 x11 h6 y271 ff2 fs3 fc2 sc0 ls0 ws0">początkowe<span class="_ _9"> </span>aktywów,<span class="_ _7"> </span>zobowiązań<span class="_ _7"> </span>i<span class="_ _9"> </span>kapitału<span class="_ _7"> </span>własnego<span class="_ _9"> </span>z<span class="_ _8"></span>a<span class="_ _9"> </span>najwcześniejszy<span class="_ _7"> </span>prezentowany<span class="_ _9"> </span>okres.</div><div class="t m0 x11 h10 y272 ff1 fs3 fc2 sc0 ls0 ws0">1.5.<span class="_ _9"> </span>Wpływ<span class="_ _7"> </span>nowych<span class="_ _9"> </span>i<span class="_ _7"> </span>zmienionych<span class="_ _9"> </span>standardów<span class="_ _7"> </span>i<span class="_ _9"> </span>i<span class="_ _8"></span>nterpretacji</div><div class="t m0 x11 h6 y273 ff2 fs3 fc2 sc0 ls0 ws0">Zasady<span class="_ _4"> </span>rachunkowości<span class="_ _4"> </span>zastosowane<span class="_ _11"> </span>przy<span class="_ _b"> </span>sporządz<span class="_ _8"></span>eniu<span class="_ _4"> </span>niniejszego<span class="_ _4"> </span>sprawozdania<span class="_ _4"> </span>finansowego<span class="_ _11"> </span>są</div><div class="t m0 x11 h6 y274 ff2 fs3 fc2 sc0 ls0 ws0">takie<span class="_ _10"> </span>same<span class="_ _12"> </span>jak<span class="_ _10"> </span>stosowane<span class="_ _12"> </span>przez<span class="_ _10"> </span>Spółkę<span class="_ _12"> </span>w<span class="_ _10"> </span>sprawozdaniu<span class="_ _12"> </span>finansowym<span class="_ _10"> </span>za<span class="_ _12"> </span>rok<span class="_ _10"> </span>zakończony<span class="_ _12"> </span>30</div><div class="t m0 x11 h6 y275 ff2 fs3 fc2 sc0 ls0 ws0">czerwca<span class="_ _7"> </span>2024<span class="_ _9"> </span>r.,<span class="_ _9"> </span>z<span class="_ _7"> </span>wyjątkiem<span class="_ _7"> </span>opisany<span class="_ _0"></span>ch<span class="_ _7"> </span>poniżej.</div><div class="t m0 x11 h9 y276 ff4 fs3 fc2 sc0 ls0 ws0">Zaktualizowane<span class="_ _26"> </span>standardy<span class="_ _26"> </span>obowiązujące<span class="_ _26"> </span>dla<span class="_ _27"> </span>rocznych<span class="_ _26"> </span>okresów<span class="_ _27"> </span>spraw<span class="_ _8"></span>ozdawczych</div><div class="t m0 x11 h9 y277 ff4 fs3 fc2 sc0 ls0 ws0">rozpoczynających<span class="_ _7"> </span>się<span class="_ _9"> </span>1<span class="_ _9"> </span>s<span class="_ _8"></span>tycznia<span class="_ _9"> </span>2024<span class="_ _7"> </span>roku<span class="_ _9"> </span>lub<span class="_ _7"> </span>później.</div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">26</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Niektóre<span class="_ _1a"> </span>nowe<span class="_ _14"> </span>lub<span class="_ _14"> </span>z<span class="_ _8"></span>mienione<span class="_ _14"> </span>st<span class="_ _8"></span>andardy<span class="_ _14"> </span>i<span class="_ _1a"> </span>wy<span class="_ _0"></span>dane<span class="_ _1a"> </span>interpretacje,<span class="_ _1a"> </span>które<span class="_ _14"> </span>obowiązują<span class="_ _14"> </span>w<span class="_ _1a"> </span>rocznych</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">okresach<span class="_ _b"> </span>sprawozdawczych<span class="_ _4"> </span>Spółki<span class="_ _b"> </span>rozpocz<span class="_ _8"></span>ynających<span class="_ _b"> </span>się<span class="_ _4"> </span>1<span class="_ _b"> </span>stycznia<span class="_ _4"> </span>2024<span class="_ _b"> </span>roku<span class="_ _4"> </span>lub<span class="_ _b"> </span>później<span class="_ _4"> </span>i<span class="_ _b"> </span>które</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">nie<span class="_ _7"> </span>zostały<span class="_ _9"> </span>przyjęte<span class="_ _7"> </span>przez<span class="_ _9"> </span>Spółkę<span class="_ _7"> </span>przed<span class="_ _9"> </span>datą<span class="_ _9"> </span>i<span class="_ _8"></span>ch<span class="_ _9"> </span>wejścia<span class="_ _7"> </span>w<span class="_ _9"> </span>życie.</div><div class="t m0 x11 h6 y257 ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _d"> </span>do<span class="_ _d"> </span>MSR<span class="_ _d"> </span>1<span class="_ _d"> </span>„Prezentacja<span class="_ _d"> </span>sprawozda<span class="_ _8"></span>ń<span class="_ _d"> </span>finansowych”<span class="_ _d"> </span>(klasyfikacja<span class="_ _d"> </span>z<span class="_ _8"></span>obowiązań<span class="_ _d"> </span>jako</div><div class="t m0 x11 h6 y278 ff2 fs3 fc2 sc0 ls0 ws0">krótkoterminowe<span class="_ _e"> </span>lub<span class="_ _e"> </span>długoterminowe)<span class="_ _e"> </span>–<span class="_ _e"> </span>zmiany<span class="_ _e"> </span>mają<span class="_ _e"> </span>na<span class="_ _e"> </span>celu<span class="_ _e"> </span>zapewnienie<span class="_ _e"> </span>spójnoś<span class="_ _8"></span>ci<span class="_ _e"> </span>w</div><div class="t m0 x11 h6 y279 ff2 fs3 fc2 sc0 ls0 ws0">stosowaniu<span class="_ _18"> </span>wy<span class="_ _0"></span>mogów<span class="_ _18"> </span>poprzez<span class="_ _19"> </span>pom<span class="_ _8"></span>oc<span class="_ _18"> </span>spółkom<span class="_ _19"> </span>w<span class="_ _18"> </span>ustaleniu,<span class="_ _18"> </span>czy<span class="_ _19"> </span>z<span class="_ _8"></span>obowiązania<span class="_ _18"> </span>i<span class="_ _19"> </span>inne</div><div class="t m0 x11 h6 y27a ff2 fs3 fc2 sc0 ls0 ws0">zobowiązania<span class="_ _11"> </span>o<span class="_ _4"> </span>niepewnym<span class="_ _11"> </span>terminie<span class="_ _11"> </span>rozliczenia<span class="_ _11"> </span>należy<span class="_ _4"> </span>kl<span class="_ _8"></span>asyfikować<span class="_ _11"> </span>jako<span class="_ _4"> </span>bi<span class="_ _8"></span>eżące<span class="_ _11"> </span>(rozliczane<span class="_ _4"> </span>w</div><div class="t m0 x11 h6 y27b ff2 fs3 fc2 sc0 ls0 ws0">ciągu<span class="_ _7"> </span>12<span class="_ _7"> </span>miesięcy)<span class="_ _7"> </span>lub<span class="_ _7"> </span>długoterminowe.<span class="_ _7"> </span>Zmi<span class="_ _8"></span>any<span class="_ _7"> </span>doprecyzowują,<span class="_ _7"> </span>co<span class="_ _7"> </span>oznacza<span class="_ _7"> </span>prawo<span class="_ _b"> </span>do<span class="_ _7"> </span>odroczenia</div><div class="t m0 x11 h6 y27c ff2 fs3 fc2 sc0 ls0 ws0">rozliczenia;<span class="_ _10"> </span>że<span class="_ _12"> </span>prawo<span class="_ _10"> </span>do<span class="_ _12"> </span>odroczenia<span class="_ _10"> </span>musi<span class="_ _12"> </span>ist<span class="_ _8"></span>nieć<span class="_ _12"> </span>na<span class="_ _10"> </span>koniec<span class="_ _12"> </span>okresu<span class="_ _10"> </span>sprawozdawczego;<span class="_ _12"> </span>na<span class="_ _10"> </span>tę</div><div class="t m0 x11 h6 y27d ff2 fs3 fc2 sc0 ls0 ws0">klasyfikację<span class="_ _4"> </span>nie<span class="_ _4"> </span>ma<span class="_ _4"> </span>wpływu<span class="_ _4"> </span>prawdopodobieństwo,<span class="_ _11"> </span>że<span class="_ _b"> </span>jednostka<span class="_ _4"> </span>skorzysta<span class="_ _4"> </span>z<span class="_ _4"> </span>prawa<span class="_ _11"> </span>do<span class="_ _b"> </span>odroczenia</div><div class="t m0 x11 h6 y27e ff2 fs3 fc2 sc0 ls0 ws0">spłaty<span class="_ _e"> </span>oraz<span class="_ _8"></span>,<span class="_ _e"> </span>ż<span class="_ _8"></span>e<span class="_ _e"> </span>tylko<span class="_ _16"> </span>w<span class="_ _16"> </span>przy<span class="_ _0"></span>padku,<span class="_ _16"> </span>gdy<span class="_ _e"> </span>inst<span class="_ _8"></span>rument<span class="_ _e"> </span>pochodny<span class="_ _16"> </span>wbudowany<span class="_ _16"> </span>w<span class="_ _e"> </span>zamienne</div><div class="t m0 x11 h6 y27f ff2 fs3 fc2 sc0 ls0 ws0">zobowiązanie<span class="_ _b"> </span>sam<span class="_ _b"> </span>w<span class="_ _7"> </span>sobi<span class="_ _8"></span>e<span class="_ _b"> </span>jest<span class="_ _7"> </span>i<span class="_ _8"></span>nstrumentem<span class="_ _7"> </span>kapit<span class="_ _8"></span>ałowym,<span class="_ _7"> </span>warunki<span class="_ _b"> </span>z<span class="_ _8"></span>obowiązania<span class="_ _7"> </span>ni<span class="_ _8"></span>e<span class="_ _b"> </span>będą<span class="_ _7"> </span>miały</div><div class="t m0 x11 h6 y280 ff2 fs3 fc2 sc0 ls0 ws0">wpływu<span class="_ _9"> </span>na<span class="_ _7"> </span>jego<span class="_ _9"> </span>klasyfikacj<span class="_ _8"></span>ę.</div><div class="t m0 x11 h6 yaf ff2 fs3 fc2 sc0 ls0 ws0">Obowiązuje<span class="_ _b"> </span>dla<span class="_ _b"> </span>rocznych<span class="_ _b"> </span>okresów<span class="_ _b"> </span>sprawozdawczych<span class="_ _b"> </span>roz<span class="_ _8"></span>poczynających<span class="_ _b"> </span>się<span class="_ _b"> </span>1<span class="_ _b"> </span>stycznia<span class="_ _b"> </span>2023<span class="_ _b"> </span>r.<span class="_ _b"> </span>lub</div><div class="t m0 x11 h6 y281 ff2 fs3 fc2 sc0 ls0 ws0">później.<span class="_ _7"> </span>UE<span class="_ _9"> </span>zatwierdziła<span class="_ _9"> </span>z<span class="_ _8"></span>miany.</div><div class="t m0 x11 h6 y282 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>oczekuje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>bę<span class="_ _8"></span>dą<span class="_ _1a"> </span>miały<span class="_ _1a"> </span>istotny<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>sprawozdanie<span class="_ _12"> </span>finansowe<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y283 ff2 fs3 fc2 sc0 ls0 ws0">momencie<span class="_ _7"> </span>ich<span class="_ _9"> </span>początkowego<span class="_ _9"> </span>z<span class="_ _8"></span>astosowania.</div><div class="t m0 x11 h6 y284 ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _12"> </span>do<span class="_ _10"> </span>MSR<span class="_ _12"> </span>7<span class="_ _10"> </span>„Rachunek<span class="_ _1a"> </span>przep<span class="_ _8"></span>ły<span class="_ _0"></span>w<span class="_ _8"></span>ów<span class="_ _10"> </span>pieniężny<span class="_ _0"></span>ch”<span class="_ _10"> </span>-<span class="_ _12"> </span>zmiany<span class="_ _12"> </span>mają<span class="_ _10"> </span>na<span class="_ _12"> </span>celu<span class="_ _12"> </span>ujawnienie</div><div class="t m0 x11 h6 y285 ff2 fs3 fc2 sc0 ls0 ws0">informacji<span class="_ _18"> </span>na<span class="_ _18"> </span>temat<span class="_ _18"> </span>swoich<span class="_ _18"> </span>mec<span class="_ _0"></span>hanizmów<span class="_ _18"> </span>finansowania<span class="_ _18"> </span>dostawców,<span class="_ _18"> </span>które<span class="_ _19"> </span>um<span class="_ _8"></span>ożliwiają</div><div class="t m0 x11 h6 y286 ff2 fs3 fc2 sc0 ls0 ws0">użytkownikom<span class="_ _14"> </span>sprawozdań<span class="_ _14"> </span>finansowych<span class="_ _14"> </span>ocenę<span class="_ _14"> </span>wpływu<span class="_ _14"> </span>tych<span class="_ _14"> </span>mechanizm<span class="_ _8"></span>ów<span class="_ _14"> </span>na<span class="_ _14"> </span>zobowiązania<span class="_ _14"> </span>i</div><div class="t m0 x11 h6 y287 ff2 fs3 fc2 sc0 ls0 ws0">przepływy<span class="_ _9"> </span>pieniężne<span class="_ _7"> </span>jednostki<span class="_ _7"> </span>oraz<span class="_ _9"> </span>na<span class="_ _9"> </span>jej<span class="_ _7"> </span>ekspozycję<span class="_ _7"> </span>na<span class="_ _9"> </span>ryzyko<span class="_ _7"> </span>płynności.</div><div class="t m0 x11 h6 y288 ff2 fs3 fc2 sc0 ls0 ws0">Obowiązuje<span class="_ _b"> </span>dla<span class="_ _b"> </span>rocznych<span class="_ _b"> </span>okresów<span class="_ _b"> </span>sprawozdawczych<span class="_ _b"> </span>roz<span class="_ _8"></span>poczynających<span class="_ _b"> </span>się<span class="_ _b"> </span>1<span class="_ _b"> </span>stycznia<span class="_ _b"> </span>2024<span class="_ _b"> </span>r.<span class="_ _b"> </span>lub</div><div class="t m0 x11 h6 y289 ff2 fs3 fc2 sc0 ls0 ws0">później.<span class="_ _7"> </span>UE<span class="_ _9"> </span>zatwierdziła<span class="_ _9"> </span>z<span class="_ _8"></span>miany.</div><div class="t m0 x11 h6 y28a ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>oczekuje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>bę<span class="_ _8"></span>dą<span class="_ _1a"> </span>miały<span class="_ _1a"> </span>istotny<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>sprawozdanie<span class="_ _12"> </span>finansowe<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y28b ff2 fs3 fc2 sc0 ls0 ws0">momencie<span class="_ _7"> </span>ich<span class="_ _9"> </span>początkowego<span class="_ _9"> </span>z<span class="_ _8"></span>astosowania.</div><div class="t m0 x11 h6 y28c ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _11"> </span>do<span class="_ _11"> </span>MSR<span class="_ _11"> </span>21<span class="_ _4"> </span>„<span class="_ _8"></span>Brak<span class="_ _11"> </span>wymienialności”<span class="_ _11"> </span>–<span class="_ _11"> </span>zmiany<span class="_ _11"> </span>mają<span class="_ _11"> </span>na<span class="_ _11"> </span>celu<span class="_ _11"> </span>określać,<span class="_ _11"> </span>kiedy<span class="_ _11"> </span>dana<span class="_ _11"> </span>waluta</div><div class="t m0 x11 h6 y28d ff2 fs3 fc2 sc0 ls0 ws0">jest<span class="_ _9"> </span>wymienialna<span class="_ _7"> </span>i<span class="_ _9"> </span>jak<span class="_ _7"> </span>ustalić<span class="_ _7"> </span>kurs<span class="_ _9"> </span>wymiany<span class="_ _7"> </span>dla<span class="_ _9"> </span>niewymienialnych<span class="_ _7"> </span>walut.</div><div class="t m0 x11 h6 y28e ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _b"> </span>stanowią,<span class="_ _7"> </span>ż<span class="_ _8"></span>e<span class="_ _7"> </span>waluta<span class="_ _b"> </span>jest<span class="_ _4"> </span>wymienialna<span class="_ _b"> </span>na<span class="_ _7"> </span>inną<span class="_ _b"> </span>walutę<span class="_ _8"></span>,<span class="_ _7"> </span>gdy<span class="_ _b"> </span>jednostka<span class="_ _b"> </span>jest<span class="_ _b"> </span>w<span class="_ _b"> </span>stanie<span class="_ _b"> </span>uzyskać</div><div class="t m0 x11 h6 y28f ff2 fs3 fc2 sc0 ls0 ws0">inną<span class="_ _7"> </span>walutę<span class="_ _b"> </span>w<span class="_ _7"> </span>ramach<span class="_ _b"> </span>czasowych<span class="_ _b"> </span>uwzględniających<span class="_ _7"> </span>normalne<span class="_ _b"> </span>opóźnienie<span class="_ _b"> </span>administracyjne<span class="_ _7"> </span>oraz<span class="_ _b"> </span>za</div><div class="t m0 x11 h6 y290 ff2 fs3 fc2 sc0 ls0 ws0">pośrednictwem<span class="_ _7"> </span>rynkowego<span class="_ _7"> </span>lub<span class="_ _7"> </span>mechanizmu<span class="_ _9"> </span>wymiany,<span class="_ _7"> </span>w<span class="_ _7"> </span>którym<span class="_ _7"> </span>transakcja<span class="_ _7"> </span>wymiany<span class="_ _7"> </span>stworzyłaby</div><div class="t m0 x11 h6 y15b ff2 fs3 fc2 sc0 ls0 ws0">egzekwowalne<span class="_ _1d"> </span>prawa<span class="_ _1d"> </span>i<span class="_ _1d"> </span>obowiąz<span class="_ _8"></span>ki.<span class="_ _1d"> </span>Jednostka<span class="_ _1d"> </span>ocenia,<span class="_ _1d"> </span>czy<span class="_ _1d"> </span>dana<span class="_ _1d"> </span>waluta<span class="_ _13"> </span>jest<span class="_ _1d"> </span>wymienialna<span class="_ _1d"> </span>na<span class="_ _1d"> </span>inną</div><div class="t m0 x11 h6 y291 ff2 fs3 fc2 sc0 ls0 ws0">walutę<span class="_ _b"> </span>na<span class="_ _b"> </span>dz<span class="_ _8"></span>ień<span class="_ _b"> </span>wyceny<span class="_ _b"> </span>i<span class="_ _4"> </span>w<span class="_ _b"> </span>określonym<span class="_ _4"> </span>celu.<span class="_ _b"> </span>Jeśli<span class="_ _b"> </span>jednostka<span class="_ _b"> </span>jest<span class="_ _4"> </span>w<span class="_ _b"> </span>st<span class="_ _8"></span>anie<span class="_ _b"> </span>uzyskać<span class="_ _b"> </span>nie<span class="_ _4"> </span>więcej<span class="_ _b"> </span>niż</div><div class="t m0 x11 h6 y292 ff2 fs3 fc2 sc0 ls0 ws0">nieznaczną<span class="_ _7"> </span>ilość<span class="_ _7"> </span>i<span class="_ _8"></span>nnej<span class="_ _7"> </span>waluty<span class="_ _7"> </span>na<span class="_ _b"> </span>dzień<span class="_ _7"> </span>wyceny<span class="_ _7"> </span>w<span class="_ _7"> </span>okre<span class="_ _8"></span>ślonym<span class="_ _7"> </span>celu,<span class="_ _7"> </span>waluta<span class="_ _b"> </span>ta<span class="_ _7"> </span>nie<span class="_ _7"> </span>jest<span class="_ _b"> </span>wymienialna</div><div class="t m0 x11 h6 y293 ff2 fs3 fc2 sc0 ls0 ws0">na<span class="_ _9"> </span>drugą<span class="_ _7"> </span>walutę.</div><div class="t m0 x11 h6 y294 ff2 fs3 fc2 sc0 ls0 ws0">Ocena,<span class="_ _10"> </span>czy<span class="_ _10"> </span>dana<span class="_ _12"> </span>waluta<span class="_ _10"> </span>jest<span class="_ _10"> </span>wymienialna<span class="_ _10"> </span>na<span class="_ _12"> </span>i<span class="_ _8"></span>nną<span class="_ _10"> </span>walutę,<span class="_ _12"> </span>zale<span class="_ _8"></span>ży<span class="_ _10"> </span>od<span class="_ _12"> </span>zdol<span class="_ _8"></span>ności<span class="_ _10"> </span>jednostki<span class="_ _12"> </span>do</div><div class="t m0 x11 h6 y295 ff2 fs3 fc2 sc0 ls0 ws0">uzyskania<span class="_ _b"> </span>tej<span class="_ _b"> </span>innej<span class="_ _b"> </span>waluty,<span class="_ _b"> </span>a<span class="_ _b"> </span>nie<span class="_ _b"> </span>od<span class="_ _4"> </span>jej<span class="_ _b"> </span>zamiaru<span class="_ _b"> </span>lub<span class="_ _b"> </span>decyzji<span class="_ _b"> </span>o<span class="_ _b"> </span>takim<span class="_ _b"> </span>z<span class="_ _8"></span>amiarze.<span class="_ _b"> </span>Gdy<span class="_ _b"> </span>waluta<span class="_ _b"> </span>nie<span class="_ _b"> </span>jest</div><div class="t m0 x11 h6 y296 ff2 fs3 fc2 sc0 ls0 ws0">wymienialna<span class="_ _4"> </span>na<span class="_ _4"> </span>dzi<span class="_ _8"></span>eń<span class="_ _4"> </span>pomiaru,<span class="_ _b"> </span>j<span class="_ _8"></span>ednostka<span class="_ _b"> </span>m<span class="_ _8"></span>a<span class="_ _4"> </span>obowiązek<span class="_ _4"> </span>oszacować<span class="_ _4"> </span>spot<span class="_ _8"></span>owy<span class="_ _b"> </span>kurs<span class="_ _11"> </span>wy<span class="_ _0"></span>miany<span class="_ _4"> </span>jako</div><div class="t m0 x11 h6 y297 ff2 fs3 fc2 sc0 ls0 ws0">kurs,<span class="_ _13"> </span>który<span class="_ _13"> </span>zastosowałby<span class="_ _13"> </span>się<span class="_ _13"> </span>do<span class="_ _14"> </span>uporządkowanej<span class="_ _1d"> </span>transakcji<span class="_ _13"> </span>wymiany<span class="_ _14"> </span>na<span class="_ _1d"> </span>dzi<span class="_ _8"></span>eń<span class="_ _13"> </span>pomiaru<span class="_ _13"> </span>między</div><div class="t m0 x11 h6 y298 ff2 fs3 fc2 sc0 ls0 ws0">uczestnikami<span class="_ _1d"> </span>rynku<span class="_ _1d"> </span>przy<span class="_ _1d"> </span>panujących<span class="_ _1d"> </span>warunkach<span class="_ _13"> </span>ekonomicznych.<span class="_ _1d"> </span>W<span class="_ _1d"> </span>takim<span class="_ _1d"> </span>prz<span class="_ _8"></span>ypadku<span class="_ _11"> </span>j<span class="_ _8"></span>ednostka</div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">27</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">ma<span class="_ _1a"> </span>obowiązek<span class="_ _12"> </span>ujawnić<span class="_ _12"> </span>informacje<span class="_ _1a"> </span>umoż<span class="_ _8"></span>liwiające<span class="_ _1a"> </span>użytkownikom<span class="_ _12"> </span>jej<span class="_ _1a"> </span>s<span class="_ _8"></span>prawozdań<span class="_ _1a"> </span>finansowych</div><div class="t m0 x11 h6 y17f ff2 fs3 fc2 sc0 ls0 ws0">ocenę,<span class="_ _7"> </span>w<span class="_ _9"> </span>jaki<span class="_ _7"> </span>sposób<span class="_ _7"> </span>brak<span class="_ _9"> </span>wymieni<span class="_ _8"></span>alności<span class="_ _7"> </span>waluty<span class="_ _9"> </span>wpł<span class="_ _8"></span>ywa<span class="_ _9"> </span>lub<span class="_ _7"> </span>może<span class="_ _7"> </span>wpły<span class="_ _0"></span>n<span class="_ _8"></span>ąć<span class="_ _7"> </span>na<span class="_ _7"> </span>wyniki<span class="_ _9"> </span>finansowe</div><div class="t m0 x11 h6 y180 ff2 fs3 fc2 sc0 ls0 ws0">jednostki,<span class="_ _9"> </span>j<span class="_ _8"></span>ej<span class="_ _9"> </span>sytuację<span class="_ _7"> </span>finansową<span class="_ _9"> </span>oraz<span class="_ _7"> </span>przepływy<span class="_ _9"> </span>pi<span class="_ _8"></span>eniężne.</div><div class="t m0 x11 h6 y299 ff2 fs3 fc2 sc0 ls0 ws0">Jednostki<span class="_ _b"> </span>mają<span class="_ _b"> </span>obowiąz<span class="_ _8"></span>ek<span class="_ _b"> </span>stosować<span class="_ _b"> </span>z<span class="_ _8"></span>miany<span class="_ _b"> </span>dla<span class="_ _b"> </span>okresów<span class="_ _b"> </span>sprawozdawcz<span class="_ _8"></span>ych<span class="_ _b"> </span>rozpoczynających<span class="_ _b"> </span>się</div><div class="t m0 x11 h6 y12 ff2 fs3 fc2 sc0 ls0 ws0">1<span class="_ _1a"> </span>stycznia<span class="_ _1a"> </span>2025<span class="_ _1e"> </span>lub<span class="_ _1a"> </span>później,<span class="_ _1a"> </span>z<span class="_ _12"> </span>możliwością<span class="_ _1a"> </span>wcześni<span class="_ _8"></span>ejszego<span class="_ _1a"> </span>zastosowania.<span class="_ _1a"> </span>Jednost<span class="_ _8"></span>ka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>ma</div><div class="t m0 x11 h6 y29a ff2 fs3 fc2 sc0 ls0 ws0">prawa<span class="_ _f"> </span>stosować<span class="_ _f"> </span>zmian<span class="_ _f"> </span>retrospektywnie.<span class="_ _f"> </span>Zamiast<span class="_ _f"> </span>tego,<span class="_ _f"> </span>jednostka<span class="_ _f"> </span>ma<span class="_ _f"> </span>obowiązek<span class="_ _f"> </span>stosować</div><div class="t m0 x11 h6 y29b ff2 fs3 fc2 sc0 ls0 ws0">określone<span class="_ _9"> </span>przepis<span class="_ _8"></span>y<span class="_ _9"> </span>przejściowe<span class="_ _7"> </span>zawarte<span class="_ _9"> </span>w<span class="_ _7"> </span>zmianach.</div><div class="t m0 x11 h6 y29c ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>oczekuje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>bę<span class="_ _8"></span>dą<span class="_ _1a"> </span>miały<span class="_ _1a"> </span>istotny<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>sprawozdanie<span class="_ _12"> </span>finansowe<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y29d ff2 fs3 fc2 sc0 ls0 ws0">momencie<span class="_ _7"> </span>ich<span class="_ _9"> </span>początkowego<span class="_ _9"> </span>z<span class="_ _8"></span>astosowania.</div><div class="t m0 x11 h6 y29e ff2 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _12"> </span>do<span class="_ _12"> </span>MSSF<span class="_ _12"> </span>7<span class="_ _12"> </span>„Instrumenty<span class="_ _12"> </span>finansowe<span class="_ _12"> </span>–<span class="_ _12"> </span>ujawnienia<span class="_ _12"> </span>informacji”<span class="_ _12"> </span>(umowy<span class="_ _10"> </span>finansowa<span class="_ _0"></span>nia</div><div class="t m0 x11 h6 y29f ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań<span class="_ _11"> </span>wobec<span class="_ _4"> </span>dost<span class="_ _8"></span>awców)<span class="_ _11"> </span>–<span class="_ _4"> </span>z<span class="_ _8"></span>miany<span class="_ _11"> </span>mają<span class="_ _4"> </span>na<span class="_ _11"> </span>celu<span class="_ _11"> </span>zwrócenie<span class="_ _4"> </span>uwagi<span class="_ _11"> </span>na<span class="_ _11"> </span>inne<span class="_ _11"> </span>czynniki,<span class="_ _11"> </span>które</div><div class="t m0 x11 h6 y2a0 ff2 fs3 fc2 sc0 ls0 ws0">jednostka<span class="_ _14"> </span>może<span class="_ _13"> </span>wziąć<span class="_ _13"> </span>pod<span class="_ _14"> </span>uwagę<span class="_ _13"> </span>dokonując<span class="_ _14"> </span>ujawnień,<span class="_ _13"> </span>które<span class="_ _13"> </span>obejm<span class="_ _8"></span>ują,<span class="_ _14"> </span>ale<span class="_ _13"> </span>nie<span class="_ _13"> </span>ograniczaj<span class="_ _8"></span>ą<span class="_ _13"> </span>się</div><div class="t m0 x11 h6 y2a1 ff2 fs3 fc2 sc0 ls0 ws0">tylko<span class="_ _9"> </span>do<span class="_ _7"> </span>stwierdzenia,<span class="_ _9"> </span>cz<span class="_ _8"></span>y<span class="_ _9"> </span>jednostka:</div><div class="t m0 x12 h6 y2a2 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _14"> </span>prz<span class="_ _8"></span>yrzeczone<span class="_ _1a"> </span>źródła<span class="_ _14"> </span>finansowania<span class="_ _1a"> </span>(np.<span class="_ _14"> </span>w<span class="_ _1a"> </span>formie<span class="_ _1a"> </span>obligacji<span class="_ _14"> </span>korporacyjnych)<span class="_ _1a"> </span>lub</span></div><div class="t m0 x2b h6 y2a3 ff2 fs3 fc2 sc0 ls0 ws0">inne<span class="_ _7"> </span>środki<span class="_ _9"> </span>finansowania<span class="_ _7"> </span>(np.<span class="_ _9"> </span>dostępne<span class="_ _7"> </span>linie<span class="_ _9"> </span>kredytowe),<span class="_ _7"> </span>z<span class="_ _9"> </span>kt<span class="_ _8"></span>órych<span class="_ _9"> </span>może<span class="_ _7"> </span>skorzystać<span class="_ _7"> </span>w<span class="_ _9"> </span>celu</div><div class="t m0 x2b h6 y2a4 ff2 fs3 fc2 sc0 ls0 ws0">zaspokojenia<span class="_ _9"> </span>potrz<span class="_ _8"></span>eb<span class="_ _9"> </span>wynikających<span class="_ _7"> </span>z<span class="_ _9"> </span>braku<span class="_ _7"> </span>płynności;</div><div class="t m0 x12 h6 y2a5 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _1a"> </span>depozy<span class="_ _0"></span>ty<span class="_ _1a"> </span>w<span class="_ _1a"> </span>bankach<span class="_ _1a"> </span>centralnych<span class="_ _1a"> </span>w<span class="_ _1a"> </span>celu<span class="_ _14"> </span>z<span class="_ _8"></span>aspokojenia<span class="_ _1a"> </span>potrzeb<span class="_ _1a"> </span>wy<span class="_ _0"></span>nikających<span class="_ _1a"> </span>z</span></div><div class="t m0 x2b h6 y2a6 ff2 fs3 fc2 sc0 ls0 ws0">braku<span class="_ _9"> </span>płynności;</div><div class="t m0 x12 h6 y2a7 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _9"> </span>bardzo<span class="_ _7"> </span>zdywersyfikowane<span class="_ _9"> </span>źródła<span class="_ _7"> </span>finansowania;</span></div><div class="t m0 x12 h6 y2a8 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">jest<span class="_ _1a"> </span>narażona<span class="_ _14"> </span>na<span class="_ _1a"> </span>znaczącą<span class="_ _1a"> </span>koncentrację<span class="_ _14"> </span>ryzyka<span class="_ _1a"> </span>płynności<span class="_ _1a"> </span>związaną<span class="_ _14"> </span>z<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>aktywami<span class="_ _1a"> </span>lub</span></div><div class="t m0 x2b h6 y2a9 ff2 fs3 fc2 sc0 ls0 ws0">źródłami<span class="_ _7"> </span>finansowania;</div><div class="t m0 x12 h6 y2aa ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _23"> </span>procesy<span class="_ _23"> </span>kontroli<span class="_ _23"> </span>wewnętrz<span class="_ _8"></span>nej<span class="_ _16"> </span>oraz<span class="_ _19"> </span>awaryjne<span class="_ _23"> </span>plany<span class="_ _23"> </span>z<span class="_ _8"></span>arządzania<span class="_ _23"> </span>ryzykiem</span></div><div class="t m0 x2b h6 y2ab ff2 fs3 fc2 sc0 ls0 ws0">płynności;</div><div class="t m0 x12 h6 y2ac ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _14"> </span>instrumenty<span class="_ _14"> </span>zawierające<span class="_ _14"> </span>warunkowe<span class="_ _1a"> </span>zapisy<span class="_ _13"> </span>o<span class="_ _14"> </span>prz<span class="_ _8"></span>yśpieszonych<span class="_ _14"> </span>spłatach<span class="_ _14"> </span>(np.<span class="_ _14"> </span>na</span></div><div class="t m0 x2b h6 y2ad ff2 fs3 fc2 sc0 ls0 ws0">wypadek<span class="_ _9"> </span>pogorszenia<span class="_ _7"> </span>się<span class="_ _9"> </span>ratingu<span class="_ _7"> </span>kredytowego<span class="_ _7"> </span>jednostki);</div><div class="t m0 x12 h6 y2ae ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _11"> </span>i<span class="_ _8"></span>nstrumenty,<span class="_ _11"> </span>które<span class="_ _1d"> </span>mogłyby<span class="_ _11"> </span>wymagać<span class="_ _1d"> </span>ustanowienia<span class="_ _1d"> </span>zabezpieczeń<span class="_ _11"> </span>(np.<span class="_ _1d"> </span>wezwania</span></div><div class="t m0 x2b h6 y2af ff2 fs3 fc2 sc0 ls0 ws0">do<span class="_ _9"> </span>uzupełni<span class="_ _8"></span>enia<span class="_ _9"> </span>depozytu<span class="_ _7"> </span>zabezpieczającego<span class="_ _9"> </span>w<span class="_ _7"> </span>przypadku<span class="_ _7"> </span>instrumentów<span class="_ _9"> </span>pochodnych);</div><div class="t m0 x12 h6 y2b0 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _1a"> </span>instrumenty<span class="_ _12"> </span>z<span class="_ _1a"> </span>opcją<span class="_ _1a"> </span>wyboru<span class="_ _12"> </span>sposobu<span class="_ _12"> </span>uregulowania<span class="_ _1a"> </span>zobowiąz<span class="_ _8"></span>ania<span class="_ _1a"> </span>finansowego</span></div><div class="t m0 x2b h6 y2b1 ff2 fs3 fc2 sc0 ls0 ws0">poprzez dostawę got<span class="_ _8"></span>ówki (lub innego<span class="_ _17"> </span>składnika aktywów<span class="_ _17"> </span>finansowych) l<span class="_ _8"></span>ub poprzez</div><div class="t m0 x2b h6 y2b2 ff2 fs3 fc2 sc0 ls0 ws0">dostarczenie<span class="_ _9"> </span>wł<span class="_ _8"></span>asnych<span class="_ _9"> </span>akcji;</div><div class="t m0 x12 h6 y2b3 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">posiada<span class="_ _4"> </span>inst<span class="_ _8"></span>rumenty<span class="_ _4"> </span>prz<span class="_ _8"></span>ewidujące<span class="_ _11"> </span>rozliczenia<span class="_ _4"> </span>w<span class="_ _11"> </span>drodze<span class="_ _4"> </span>kompensaty<span class="_ _11"> </span>lub<span class="_ _4"> </span>skorzystała<span class="_ _11"> </span>z<span class="_ _4"> </span>lub</span></div><div class="t m0 x2b h6 y2b4 ff2 fs3 fc2 sc0 ls0 ws0">ma<span class="_ _17"> </span>dostęp<span class="_ _1b"> </span>do<span class="_ _1b"> </span>udogodnień<span class="_ _17"> </span>w<span class="_ _1b"> </span>ramach<span class="_ _17"> </span>mechaniz<span class="_ _8"></span>mów<span class="_ _17"> </span>finansowania<span class="_ _1b"> </span>dostawców,<span class="_ _1b"> </span>które</div><div class="t m0 x2b h6 y2b5 ff2 fs3 fc2 sc0 ls0 ws0">zapewniają<span class="_ _10"> </span>j<span class="_ _8"></span>ednostce<span class="_ _10"> </span>warunki<span class="_ _10"> </span>odroczonej<span class="_ _10"> </span>płatności<span class="_ _21"> </span>lub<span class="_ _10"> </span>dostawcom<span class="_ _10"> </span>jednostki<span class="_ _10"> </span>warunki</div><div class="t m0 x2b h6 y2b6 ff2 fs3 fc2 sc0 ls0 ws0">wcześniejszej<span class="_ _7"> </span>płatności.</div><div class="t m0 x11 h6 y2b7 ff2 fs3 fc2 sc0 ls0 ws0">Obowiązuje<span class="_ _b"> </span>dla<span class="_ _b"> </span>rocznych<span class="_ _b"> </span>okresów<span class="_ _b"> </span>sprawozdawczych<span class="_ _b"> </span>roz<span class="_ _8"></span>poczynających<span class="_ _b"> </span>się<span class="_ _b"> </span>1<span class="_ _b"> </span>stycznia<span class="_ _b"> </span>2024<span class="_ _b"> </span>r.<span class="_ _b"> </span>lub</div><div class="t m0 x11 h6 y2b8 ff2 fs3 fc2 sc0 ls0 ws0">później.<span class="_ _7"> </span>UE<span class="_ _9"> </span>zatwierdziła<span class="_ _9"> </span>z<span class="_ _8"></span>miany.</div><div class="t m0 x11 h6 y2b9 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>oczekuje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>bę<span class="_ _8"></span>dą<span class="_ _1a"> </span>miały<span class="_ _1a"> </span>istotny<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>sprawozdanie<span class="_ _12"> </span>finansowe<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y2ba ff2 fs3 fc2 sc0 ls0 ws0">momencie<span class="_ _7"> </span>ich<span class="_ _9"> </span>początkowego<span class="_ _9"> </span>z<span class="_ _8"></span>astosowania.</div><div class="t m0 x11 h6 y2bb ff2 fs3 fc2 sc0 ls0 ws0">Inne<span class="_ _9"> </span>z<span class="_ _8"></span>miany</div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">28</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Nie<span class="_ _b"> </span>ocz<span class="_ _8"></span>ekuje<span class="_ _b"> </span>się,<span class="_ _b"> </span>ż<span class="_ _8"></span>e<span class="_ _b"> </span>inne<span class="_ _b"> </span>nowe<span class="_ _4"> </span>standardy,<span class="_ _b"> </span>z<span class="_ _8"></span>miany<span class="_ _b"> </span>do<span class="_ _4"> </span>standardów<span class="_ _b"> </span>i<span class="_ _b"> </span>int<span class="_ _8"></span>erpretacje,<span class="_ _b"> </span>które<span class="_ _4"> </span>nie<span class="_ _b"> </span>weszł<span class="_ _8"></span>y</div><div class="t m0 x11 h6 y17f ff2 fs3 fc2 sc0 ls0 ws0">jeszcze<span class="_ _9"> </span>w<span class="_ _7"> </span>życie,<span class="_ _9"> </span>będą<span class="_ _7"> </span>miały<span class="_ _9"> </span>z<span class="_ _8"></span>naczący<span class="_ _9"> </span>wpływ<span class="_ _7"> </span>na<span class="_ _9"> </span>sprawozdanie<span class="_ _7"> </span>finansowe<span class="_ _9"> </span>S<span class="_ _8"></span>półki.</div><div class="t m0 x11 h9 y2bc ff4 fs3 fc2 sc0 ls0 ws0">Zmiany<span class="_ _9"> </span>w<span class="_ _7"> </span>standardach</div><div class="t m0 x11 h9 y2bd ff4 fs3 fc2 sc0 ls0 ws0">Nowe<span class="_ _16"> </span>standardy<span class="_ _23"> </span>lub<span class="_ _16"> </span>interpretacje<span class="_ _16"> </span>obow<span class="_ _8"></span>iązujące<span class="_ _16"> </span>dla<span class="_ _16"> </span>rocznych<span class="_ _23"> </span>okresów<span class="_ _16"> </span>sprawozdawczych</div><div class="t m0 x11 h9 y2be ff4 fs3 fc2 sc0 ls0 ws0">rozpoczynających<span class="_ _7"> </span>się<span class="_ _9"> </span>1<span class="_ _9"> </span>s<span class="_ _8"></span>tycznia<span class="_ _9"> </span>2024<span class="_ _7"> </span>roku<span class="_ _9"> </span>lub<span class="_ _7"> </span>później.</div><div class="t m0 x11 h6 y2bf ff2 fs3 fc2 sc0 ls0 ws0">MSSF<span class="_ _1a"> </span>18<span class="_ _1a"> </span>„Prezentacja<span class="_ _1a"> </span>i<span class="_ _1a"> </span>ujawnienia<span class="_ _1a"> </span>w<span class="_ _1a"> </span>sprawozdaniac<span class="_ _8"></span>h<span class="_ _1a"> </span>finansowych”<span class="_ _1a"> </span>–<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>mają<span class="_ _1a"> </span>na<span class="_ _1a"> </span>celu</div><div class="t m0 x11 h6 y2c0 ff2 fs3 fc2 sc0 ls0 ws0">sprawić,<span class="_ _f"> </span>że<span class="_ _f"> </span>sprawozdania<span class="_ _f"> </span>finansowe<span class="_ _e"> </span>będą<span class="_ _f"> </span>zawierały<span class="_ _f"> </span>bardziej<span class="_ _f"> </span>przejrzyste<span class="_ _f"> </span>i<span class="_ _f"> </span>porównywalne</div><div class="t m0 x11 h6 y2c1 ff2 fs3 fc2 sc0 ls0 ws0">informacje<span class="_ _12"> </span>dot<span class="_ _8"></span>yczące<span class="_ _12"> </span>wyników<span class="_ _10"> </span>finansowy<span class="_ _0"></span>ch<span class="_ _10"> </span>spółek.<span class="_ _12"> </span>Kluczowe<span class="_ _10"> </span>wy<span class="_ _0"></span>magania,<span class="_ _10"> </span>które<span class="_ _12"> </span>wprowadza</div><div class="t m0 x11 h6 y2c2 ff2 fs3 fc2 sc0 ls0 ws0">MSSF<span class="_ _9"> </span>18<span class="_ _7"> </span>dotyczą<span class="_ _9"> </span>3<span class="_ _7"> </span>obszarów:</div><div class="t m0 x12 h6 y29e ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">poprawy<span class="_ _23"> </span>porównywalności<span class="_ _19"> </span>rachunku<span class="_ _23"> </span>zysków<span class="_ _19"> </span>i<span class="_ _23"> </span>strat<span class="_ _23"> </span>poprz<span class="_ _8"></span>ez<span class="_ _23"> </span>wymóg,<span class="_ _23"> </span>aby<span class="_ _19"> </span>spółki</span></div><div class="t m0 x2b h6 y29f ff2 fs3 fc2 sc0 ls0 ws0">klasyfikowały<span class="_ _14"> </span>wszystkie<span class="_ _14"> </span>poz<span class="_ _8"></span>ycje<span class="_ _14"> </span>przychodów<span class="_ _1a"> </span>i<span class="_ _14"> </span>kosztów<span class="_ _14"> </span>w<span class="_ _14"> </span>rachunku<span class="_ _14"> </span>z<span class="_ _8"></span>ysków<span class="_ _14"> </span>i<span class="_ _14"> </span>strat<span class="_ _14"> </span>do</div><div class="t m0 x2b h6 y2a0 ff2 fs3 fc2 sc0 ls0 ws0">jednej<span class="_ _4"> </span>z<span class="_ _11"> </span>pięciu<span class="_ _4"> </span>kategorii:<span class="_ _11"> </span>operacyjnej,<span class="_ _4"> </span>inwestycyjnej,<span class="_ _11"> </span>finansowej,<span class="_ _4"> </span>podatku<span class="_ _11"> </span>dochodowego<span class="_ _4"> </span>i</div><div class="t m0 x2b h6 y2a1 ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _7"> </span>zaniechanej;<span class="_ _9"> </span>pi<span class="_ _8"></span>erwsze<span class="_ _9"> </span>trzy<span class="_ _9"> </span>kategorie<span class="_ _7"> </span>są<span class="_ _7"> </span>kategoriami<span class="_ _9"> </span>nowo<span class="_ _7"> </span>wprowadzonymi;</div><div class="t m0 x12 h6 y2c3 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">ujawnienia<span class="_ _b"> </span>wskaźników<span class="_ _4"> </span>specyficznych<span class="_ _b"> </span>dla<span class="_ _b"> </span>przedsię<span class="_ _8"></span>biorstwa,<span class="_ _b"> </span>zdefiniowanych<span class="_ _b"> </span>przez<span class="_ _4"> </span>zarząd</span></div><div class="t m0 x2b h6 y2c4 ff2 fs3 fc2 sc0 ls0 ws0">(management-defined<span class="_ _7"> </span>performance<span class="_ _9"> </span>measures<span class="_ _7"> </span>–<span class="_ _9"> </span>MPMs<span class="_ _8"></span>);</div><div class="t m0 x12 h6 y2c5 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">zasad<span class="_ _9"> </span>agregacji<span class="_ _7"> </span>i<span class="_ _7"> </span>dezagregacji<span class="_ _9"> </span>informacji<span class="_ _7"> </span>w<span class="_ _9"> </span>sprawozdaniach<span class="_ _7"> </span>finansowych.</span></div><div class="t m0 x11 h6 y2c6 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>oczekuje,<span class="_ _1a"> </span>że<span class="_ _1a"> </span>zmiany<span class="_ _1a"> </span>bę<span class="_ _8"></span>dą<span class="_ _1a"> </span>miały<span class="_ _1a"> </span>istotny<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na<span class="_ _1a"> </span>jej<span class="_ _1a"> </span>sprawozdanie<span class="_ _12"> </span>finansowe<span class="_ _1a"> </span>w</div><div class="t m0 x11 h6 y2c7 ff2 fs3 fc2 sc0 ls0 ws0">momencie<span class="_ _7"> </span>ich<span class="_ _9"> </span>początkowego<span class="_ _9"> </span>z<span class="_ _8"></span>astosowania.</div><div class="t m0 x11 h10 y2c8 ff1 fs3 fc2 sc0 ls0 ws0">1.6.<span class="_ _9"> </span>Aktywa<span class="_ _7"> </span>finansowe<span class="_ _9"> </span>(MSSF<span class="_ _7"> </span>9,<span class="_ _9"> </span>MSR<span class="_ _7"> </span>32)</div><div class="t m0 x11 hf yb7 ff5 fs3 fc2 sc0 ls0 ws0">Klasyfikacja</div><div class="t m0 x11 h6 y2c9 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _9"> </span>klasyfikuje<span class="_ _7"> </span>aktywa<span class="_ _9"> </span>finansowe<span class="_ _7"> </span>do<span class="_ _9"> </span>nastę<span class="_ _8"></span>pujących<span class="_ _9"> </span>kategorii<span class="_ _7"> </span>wyceny:</div><div class="t m0 x11 h6 y2ca ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _9"> </span>te<span class="_ _7"> </span>wyceniane<span class="_ _9"> </span>w<span class="_ _7"> </span>wartości<span class="_ _9"> </span>godziwej<span class="_ _7"> </span>(przez<span class="_ _9"> </span>i<span class="_ _8"></span>nne<span class="_ _9"> </span>całkowite<span class="_ _7"> </span>dochody<span class="_ _7"> </span>albo<span class="_ _9"> </span>przez<span class="_ _9"> </span>z<span class="_ _8"></span>ysk<span class="_ _9"> </span>lub<span class="_ _9"> </span>s<span class="_ _8"></span>tratę);</div><div class="t m0 x11 h6 y2cb ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _9"> </span>te<span class="_ _7"> </span>prowadzone<span class="_ _9"> </span>według<span class="_ _7"> </span>zamortyzowanego<span class="_ _9"> </span>kosz<span class="_ _8"></span>tu.</div><div class="t m0 x11 h6 y2cc ff2 fs3 fc2 sc0 ls0 ws0">Klasyfikacja<span class="_ _b"> </span>uz<span class="_ _8"></span>ależniona<span class="_ _b"> </span>jest<span class="_ _b"> </span>od<span class="_ _b"> </span>modelu<span class="_ _b"> </span>bi<span class="_ _8"></span>znesowego<span class="_ _b"> </span>Spółki<span class="_ _b"> </span>z<span class="_ _8"></span>arządzania<span class="_ _b"> </span>aktywami<span class="_ _b"> </span>finansowymi</div><div class="t m0 x11 h6 y2cd ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _9"> </span>warunków<span class="_ _7"> </span>umownych<span class="_ _9"> </span>prz<span class="_ _8"></span>epływów<span class="_ _9"> </span>pieniężnych.</div><div class="t m0 x11 hf y2ce ff5 fs3 fc2 sc0 ls0 ws0">Księgowanie<span class="_ _7"> </span>i<span class="_ _9"> </span>wyksięgowanie</div><div class="t m0 x11 h6 y2cf ff2 fs3 fc2 sc0 ls0 ws0">Zakupy<span class="_ _b"> </span>i<span class="_ _b"> </span>sprzedaże<span class="_ _b"> </span>aktywów<span class="_ _b"> </span>finansowych<span class="_ _b"> </span>na<span class="_ _4"> </span>normalnych<span class="_ _b"> </span>warunkach<span class="_ _b"> </span>rynkowych<span class="_ _b"> </span>ujm<span class="_ _8"></span>owane<span class="_ _b"> </span>są<span class="_ _b"> </span>w</div><div class="t m0 x11 h6 y2d0 ff2 fs3 fc2 sc0 ls0 ws0">dniu zawarcia<span class="_ _17"> </span>transakcji, w<span class="_ _17"> </span>którym Spółka z<span class="_ _8"></span>obowiązuje si<span class="_ _8"></span>ę zakupić lub<span class="_ _17"> </span>sprzedać składnik</div><div class="t m0 x11 h6 y2d1 ff2 fs3 fc2 sc0 ls0 ws0">aktywów.<span class="_ _14"> </span>Aktywa<span class="_ _1a"> </span>finansowe<span class="_ _14"> </span>są<span class="_ _14"> </span>usuwane<span class="_ _1a"> </span>z<span class="_ _14"> </span>bilansu,<span class="_ _1a"> </span>gdy<span class="_ _14"> </span>prawa<span class="_ _1a"> </span>do<span class="_ _14"> </span>otrzymywania<span class="_ _14"> </span>przepływów</div><div class="t m0 x11 h6 y2d2 ff2 fs3 fc2 sc0 ls0 ws0">pieniężnych<span class="_ _1b"> </span>z<span class="_ _8"></span>e<span class="_ _17"> </span>składnika<span class="_ _d"> </span>aktywów<span class="_ _17"> </span>wygasł<span class="_ _8"></span>y<span class="_ _1b"> </span>lub<span class="_ _1b"> </span>zostały<span class="_ _1b"> </span>przeniesione,<span class="_ _1b"> </span>a<span class="_ _1b"> </span>Spółka<span class="_ _1b"> </span>przekaz<span class="_ _8"></span>ała</div><div class="t m0 x11 h6 y2d3 ff2 fs3 fc2 sc0 ls0 ws0">zasadniczo<span class="_ _9"> </span>ca<span class="_ _8"></span>łe<span class="_ _9"> </span>ryzyko<span class="_ _7"> </span>i<span class="_ _9"> </span>korzyści<span class="_ _7"> </span>związane<span class="_ _9"> </span>z<span class="_ _7"> </span>posiadaniem.</div><div class="t m0 x11 hf y2d4 ff5 fs3 fc2 sc0 ls0 ws0">Pomiar</div><div class="t m0 x11 h6 y2d5 ff2 fs3 fc2 sc0 ls0 ws0">Aktywa<span class="_ _10"> </span>finansowe (o<span class="_ _10"> </span>ile<span class="_ _10"> </span>nie<span class="_ _10"> </span>są to<span class="_ _10"> </span>należności<span class="_ _10"> </span>od<span class="_ _10"> </span>nabywcy, które<span class="_ _10"> </span>nie<span class="_ _10"> </span>posiadają znacz<span class="_ _0"></span>ącego</div><div class="t m0 x11 h6 y2d6 ff2 fs3 fc2 sc0 ls0 ws0">elementu<span class="_ _1b"> </span>finansowania<span class="_ _d"> </span>i<span class="_ _1b"> </span>są<span class="_ _1b"> </span>pocz<span class="_ _8"></span>ątkowo<span class="_ _1b"> </span>wyceniane<span class="_ _1b"> </span>w<span class="_ _d"> </span>cenie<span class="_ _1b"> </span>transakcyjnej)<span class="_ _d"> </span>są<span class="_ _1b"> </span>początkowo</div><div class="t m0 x11 h6 y2d7 ff2 fs3 fc2 sc0 ls0 ws0">wyceniane<span class="_ _11"> </span>w<span class="_ _1d"> </span>wartości<span class="_ _11"> </span>godziwej,<span class="_ _1d"> </span>a<span class="_ _11"> </span>w<span class="_ _11"> </span>przypadku<span class="_ _1d"> </span>aktywów<span class="_ _11"> </span>niewycenianych<span class="_ _1d"> </span>w<span class="_ _11"> </span>wartości<span class="_ _1d"> </span>godziwej</div><div class="t m0 x11 h6 y2d8 ff2 fs3 fc2 sc0 ls0 ws0">przez<span class="_ _b"> </span>rachunek<span class="_ _7"> </span>zysk<span class="_ _8"></span>ów<span class="_ _7"> </span>i<span class="_ _b"> </span>strat<span class="_ _b"> </span>związane<span class="_ _b"> </span>z<span class="_ _7"> </span>nimi<span class="_ _b"> </span>przejęcie<span class="_ _b"> </span>kosztów<span class="_ _b"> </span>aktywów<span class="_ _7"> </span>dodaje<span class="_ _b"> </span>się<span class="_ _b"> </span>do<span class="_ _b"> </span>wartości</div><div class="t m0 x11 h6 y2d9 ff2 fs3 fc2 sc0 ls0 ws0">początkowej.</div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">29</div><div class="t m0 x11 hf y66 ff5 fs3 fc2 sc0 ls0 ws0">Instrumenty<span class="_ _9"> </span>dł<span class="_ _8"></span>użne</div><div class="t m0 x11 h6 y2da ff2 fs3 fc2 sc0 ls0 ws0">Późniejsze<span class="_ _10"> </span>ujęcie<span class="_ _10"> </span>instrumentów<span class="_ _10"> </span>dłużny<span class="_ _0"></span>ch<span class="_ _10"> </span>z<span class="_ _8"></span>ależy<span class="_ _10"> </span>od<span class="_ _10"> </span>modelu<span class="_ _10"> </span>biznesowego<span class="_ _10"> </span>Spółki<span class="_ _12"> </span>z<span class="_ _8"></span>arządzania</div><div class="t m0 x11 h6 y2db ff2 fs3 fc2 sc0 ls0 ws0">aktywami<span class="_ _d"> </span>finansowy<span class="_ _0"></span>mi<span class="_ _d"> </span>oraz<span class="_ _1b"> </span>umownych<span class="_ _d"> </span>przepły<span class="_ _0"></span>w<span class="_ _8"></span>ów<span class="_ _1b"> </span>pi<span class="_ _8"></span>eniężny<span class="_ _0"></span>ch<span class="_ _d"> </span>z<span class="_ _1b"> </span>aktyw<span class="_ _8"></span>ów<span class="_ _1b"> </span>finansowych.</div><div class="t m0 x11 h6 y2dc ff2 fs3 fc2 sc0 ls0 ws0">Aktywa<span class="_ _11"> </span>utrzymywane<span class="_ _11"> </span>w<span class="_ _11"> </span>celu<span class="_ _11"> </span>gromadzenia<span class="_ _11"> </span>umowny<span class="_ _0"></span>ch<span class="_ _11"> </span>przepływów<span class="_ _11"> </span>pienięż<span class="_ _8"></span>nych,<span class="_ _11"> </span>które<span class="_ _11"> </span>posiadają</div><div class="t m0 x11 h6 y2dd ff2 fs3 fc2 sc0 ls0 ws0">wyłącznie<span class="_ _11"> </span>przepływy<span class="_ _1d"> </span>pieniężne<span class="_ _11"> </span>i<span class="_ _11"> </span>odsetki<span class="_ _11"> </span>do<span class="_ _1d"> </span>zapłacenia,<span class="_ _11"> </span>są<span class="_ _11"> </span>uj<span class="_ _8"></span>mowane<span class="_ _11"> </span>według<span class="_ _11"> </span>z<span class="_ _8"></span>amortyzowanego</div><div class="t m0 x11 h6 y2de ff2 fs3 fc2 sc0 ls0 ws0">kosztu<span class="_ _4"> </span>prz<span class="_ _8"></span>y<span class="_ _4"> </span>z<span class="_ _8"></span>astosowaniu<span class="_ _4"> </span>metody<span class="_ _11"> </span>efektywnej<span class="_ _4"> </span>stopy<span class="_ _11"> </span>procentowej.<span class="_ _4"> </span>Odpisy<span class="_ _11"> </span>z<span class="_ _4"> </span>tytułu<span class="_ _11"> </span>utraty<span class="_ _4"> </span>wartości</div><div class="t m0 x11 h6 y2df ff2 fs3 fc2 sc0 ls0 ws0">pomniejszają<span class="_ _11"> </span>skorygowaną<span class="_ _11"> </span>cenę<span class="_ _11"> </span>nabycia.<span class="_ _11"> </span>Przychody<span class="_ _11"> </span>z<span class="_ _11"> </span>tytułu<span class="_ _11"> </span>odsetek,<span class="_ _11"> </span>dodatnie<span class="_ _11"> </span>i<span class="_ _11"> </span>ujemne<span class="_ _11"> </span>różnice</div><div class="t m0 x11 h6 y2e0 ff2 fs3 fc2 sc0 ls0 ws0">kursowe<span class="_ _9"> </span>oraz<span class="_ _7"> </span>odpisy<span class="_ _9"> </span>z<span class="_ _7"> </span>tytułu<span class="_ _9"> </span>utraty<span class="_ _7"> </span>wartości<span class="_ _7"> </span>ujmowane<span class="_ _9"> </span>są<span class="_ _7"> </span>w<span class="_ _9"> </span>rachunku<span class="_ _7"> </span>zysków<span class="_ _9"> </span>i<span class="_ _9"> </span>st<span class="_ _8"></span>rat.</div><div class="t m0 x11 h6 y2e1 ff2 fs3 fc2 sc0 ls0 ws0">Zyski<span class="_ _4"> </span>lub<span class="_ _11"> </span>straty<span class="_ _b"> </span>z<span class="_ _11"> </span>ty<span class="_ _0"></span>tułu<span class="_ _11"> </span>usunięcia<span class="_ _b"> </span>ujm<span class="_ _8"></span>owane<span class="_ _4"> </span>są<span class="_ _4"> </span>w<span class="_ _11"> </span>rachunku<span class="_ _4"> </span>zysków<span class="_ _4"> </span>i<span class="_ _4"> </span>st<span class="_ _8"></span>rat<span class="_ _4"> </span>w<span class="_ _4"> </span>pozycji<span class="_ _11"> </span>„Pozostałe</div><div class="t m0 x11 h6 y2e2 ff2 fs3 fc2 sc0 ls0 ws0">przychody/koszty<span class="_ _4"> </span>operacyjne”.<span class="_ _4"> </span>Na<span class="_ _4"> </span>dz<span class="_ _8"></span>ień<span class="_ _4"> </span>30<span class="_ _4"> </span>czerwca<span class="_ _4"> </span>2024<span class="_ _4"> </span>r.<span class="_ _4"> </span>i<span class="_ _4"> </span>30<span class="_ _11"> </span>czerwca<span class="_ _4"> </span>2025<span class="_ _b"> </span>r.<span class="_ _11"> </span>oraz<span class="_ _b"> </span>w<span class="_ _4"> </span>okresie</div><div class="t m0 x11 h6 y2e3 ff2 fs3 fc2 sc0 ls0 ws0">2023/2024<span class="_ _1e"> </span>r.<span class="_ _1e"> </span>aktywa<span class="_ _1e"> </span>finansowe<span class="_ _1e"> </span>Spółki<span class="_ _1e"> </span>były<span class="_ _1e"> </span>klasyfikowane<span class="_ _1e"> </span>jako<span class="_ _1e"> </span>wyceniane<span class="_ _1e"> </span>według</div><div class="t m0 x11 h6 y2e4 ff2 fs3 fc2 sc0 ls0 ws0">zamortyzowanego<span class="_ _9"> </span>kosz<span class="_ _8"></span>tu.</div><div class="t m0 x11 hf y2e5 ff5 fs3 fc2 sc0 ls0 ws0">Utrata<span class="_ _9"> </span>war<span class="_ _8"></span>tości<span class="_ _9"> </span>aktywów<span class="_ _7"> </span>finansowych</div><div class="t m0 x11 h6 y2e6 ff2 fs3 fc2 sc0 ls0 ws0">Model<span class="_ _1a"> </span>utraty<span class="_ _14"> </span>wartości<span class="_ _1a"> </span>stosuje<span class="_ _14"> </span>się<span class="_ _14"> </span>do<span class="_ _1a"> </span>aktywów<span class="_ _14"> </span>finansowych<span class="_ _1a"> </span>według<span class="_ _14"> </span>zamortyzowanego<span class="_ _1a"> </span>kosztu.</div><div class="t m0 x11 h6 y2e7 ff2 fs3 fc2 sc0 ls0 ws0">Aktywa<span class="_ _11"> </span>finansowe<span class="_ _11"> </span>wy<span class="_ _0"></span>ceniane<span class="_ _11"> </span>według<span class="_ _11"> </span>zamortyzowanego<span class="_ _11"> </span>kosztu<span class="_ _11"> </span>obejmują<span class="_ _4"> </span>należ<span class="_ _8"></span>ności<span class="_ _11"> </span>kredy<span class="_ _0"></span>towe,</div><div class="t m0 x11 h6 y2e8 ff2 fs3 fc2 sc0 ls0 ws0">pozostałe<span class="_ _9"> </span>nale<span class="_ _8"></span>żności,<span class="_ _9"> </span>środki<span class="_ _7"> </span>pieniężne<span class="_ _9"> </span>i<span class="_ _7"> </span>ich<span class="_ _9"> </span>ekwiwalent<span class="_ _8"></span>y.</div><div class="t m0 x11 h6 y2e9 ff2 fs3 fc2 sc0 ls0 ws0">Oczekiwane<span class="_ _12"> </span>st<span class="_ _8"></span>raty<span class="_ _10"> </span>kredy<span class="_ _0"></span>towe<span class="_ _10"> </span>to<span class="_ _1a"> </span>s<span class="_ _8"></span>zacowane<span class="_ _10"> </span>straty<span class="_ _12"> </span>kredytowe<span class="_ _10"> </span>ważone<span class="_ _12"> </span>prawdopodobieństwem.</div><div class="t m0 x11 h6 y2ea ff2 fs3 fc2 sc0 ls0 ws0">Strata<span class="_ _20"> </span>kredytowa<span class="_ _20"> </span>to<span class="_ _20"> </span>różnica<span class="_ _20"> </span>pomiędzy<span class="_ _20"> </span>umownymi<span class="_ _20"> </span>przepływami<span class="_ _20"> </span>pi<span class="_ _8"></span>eniężnymi<span class="_ _20"> </span>Spółki<span class="_ _20"> </span>a</div><div class="t m0 x11 h6 y2eb ff2 fs3 fc2 sc0 ls0 ws0">oczekiwanymi<span class="_ _1a"> </span>przepły<span class="_ _0"></span>wami<span class="_ _1a"> </span>pieniężnymi<span class="_ _14"> </span>S<span class="_ _8"></span>półki,<span class="_ _14"> </span>zdyskontowanymi<span class="_ _1a"> </span>pierwotną<span class="_ _14"> </span>efektywną<span class="_ _1a"> </span>stopą</div><div class="t m0 x11 h6 y2ec ff2 fs3 fc2 sc0 ls0 ws0">procentową.</div><div class="t m0 x11 h6 y2ed ff2 fs3 fc2 sc0 ls0 ws0">Pomiar<span class="_ _b"> </span>oczekiwanej<span class="_ _4"> </span>straty<span class="_ _4"> </span>kredytowej<span class="_ _b"> </span>uwz<span class="_ _8"></span>ględnia:<span class="_ _b"> </span>(i)<span class="_ _4"> </span>obiektywną<span class="_ _b"> </span>i<span class="_ _4"> </span>prawdopodobną<span class="_ _4"> </span>kwotę,<span class="_ _b"> </span>która</div><div class="t m0 x11 h6 yd9 ff2 fs3 fc2 sc0 ls0 ws0">szacuje<span class="_ _17"> </span>sz<span class="_ _8"></span>ereg<span class="_ _17"> </span>różnych<span class="_ _17"> </span>wyników,<span class="_ _1b"> </span>(ii)<span class="_ _17"> </span>wartość<span class="_ _1b"> </span>pieniądza<span class="_ _17"> </span>w<span class="_ _1b"> </span>czasie<span class="_ _17"> </span>oraz<span class="_ _17"> </span>(ii<span class="_ _8"></span>i)<span class="_ _17"> </span>uzasadnione<span class="_ _17"> </span>i</div><div class="t m0 x11 h6 y2ee ff2 fs3 fc2 sc0 ls0 ws0">uzasadnione<span class="_ _1d"> </span>informacje<span class="_ _11"> </span>dos<span class="_ _8"></span>tępne<span class="_ _11"> </span>na<span class="_ _1d"> </span>koni<span class="_ _8"></span>ec<span class="_ _11"> </span>okresu<span class="_ _1d"> </span>sprawozdawczego<span class="_ _1d"> </span>oraz<span class="_ _1d"> </span>prognozy<span class="_ _11"> </span>przyszłych</div><div class="t m0 x11 h6 y2ef ff2 fs3 fc2 sc0 ls0 ws0">warunków<span class="_ _7"> </span>gospodarczy<span class="_ _0"></span>ch.</div><div class="t m0 x11 h6 y2f0 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _9"> </span>dokonuje<span class="_ _7"> </span>pomiaru<span class="_ _9"> </span>utraty<span class="_ _7"> </span>wartości<span class="_ _9"> </span>w<span class="_ _7"> </span>następujący<span class="_ _7"> </span>sposób:</div><div class="t m0 x12 h6 y2f1 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">środki<span class="_ _1a"> </span>pieniężne<span class="_ _1a"> </span>i<span class="_ _1a"> </span>ich<span class="_ _1a"> </span>ekwiwalenty<span class="_ _1a"> </span>o<span class="_ _1a"> </span>niskim<span class="_ _1a"> </span>ry<span class="_ _0"></span>zyku<span class="_ _12"> </span>kredytowym<span class="_ _1a"> </span>(niska<span class="_ _1a"> </span>ocena<span class="_ _1a"> </span>ryzy<span class="_ _0"></span>ka</span></div><div class="t m0 x2b h6 y2f2 ff2 fs3 fc2 sc0 ls0 ws0">kredytowego<span class="_ _f"> </span>dokonana<span class="_ _f"> </span>przez<span class="_ _f"> </span>co<span class="_ _f"> </span>najmniej<span class="_ _f"> </span>jedną<span class="_ _f"> </span>z<span class="_ _f"> </span>głównych<span class="_ _f"> </span>agencji<span class="_ _f"> </span>ratingowych)</div><div class="t m0 x2b h6 y2f3 ff2 fs3 fc2 sc0 ls0 ws0">odpowiada<span class="_ _9"> </span>oczekiwanym<span class="_ _7"> </span>stratom<span class="_ _9"> </span>kredytowym<span class="_ _7"> </span>w<span class="_ _7"> </span>ciągu<span class="_ _9"> </span>12<span class="_ _9"> </span>mi<span class="_ _8"></span>esięcy;</div><div class="t m0 x12 h6 y2f4 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">w<span class="_ _1d"> </span>przypadku<span class="_ _13"> </span>wszystkich<span class="_ _13"> </span>pozostałych<span class="_ _13"> </span>aktywów<span class="_ _13"> </span>finansowych<span class="_ _1d"> </span>–<span class="_ _13"> </span>kwota<span class="_ _1d"> </span>strat<span class="_ _13"> </span>kredytowych,</span></div><div class="t m0 x2b h6 y2f5 ff2 fs3 fc2 sc0 ls0 ws0">które<span class="_ _12"> </span>mają<span class="_ _10"> </span>zostać<span class="_ _1a"> </span>poni<span class="_ _8"></span>esione<span class="_ _12"> </span>w<span class="_ _12"> </span>okresie<span class="_ _10"> </span>12<span class="_ _1a"> </span>mi<span class="_ _8"></span>esięcy,<span class="_ _12"> </span>chyba<span class="_ _12"> </span>że<span class="_ _10"> </span>ry<span class="_ _0"></span>zyko<span class="_ _10"> </span>kredy<span class="_ _0"></span>towe<span class="_ _12"> </span>(tj<span class="_ _8"></span>.</div><div class="t m0 x2b h6 ye1 ff2 fs3 fc2 sc0 ls0 ws0">oczekiwany<span class="_ _11"> </span>okres<span class="_ _11"> </span>ż<span class="_ _8"></span>ycia<span class="_ _11"> </span>składnika<span class="_ _11"> </span>aktywów<span class="_ _11"> </span>finansowych,<span class="_ _1d"> </span>którego<span class="_ _11"> </span>dotyczy<span class="_ _11"> </span>niewykonanie</div><div class="t m0 x2b h6 y2f6 ff2 fs3 fc2 sc0 ls0 ws0">zobowiązania)<span class="_ _10"> </span>z<span class="_ _8"></span>nacznie<span class="_ _10"> </span>wzrosło<span class="_ _10"> </span>po początkowy<span class="_ _0"></span>m ujęc<span class="_ _0"></span>iu;<span class="_ _10"> </span>jeżeli ry<span class="_ _0"></span>zyko<span class="_ _10"> </span>jest znacząco</div><div class="t m0 x2b h6 y2f7 ff2 fs3 fc2 sc0 ls0 ws0">zwiększone,<span class="_ _23"> </span>stratę<span class="_ _23"> </span>kredytową<span class="_ _23"> </span>wycenia<span class="_ _19"> </span>się<span class="_ _23"> </span>w<span class="_ _23"> </span>kwocie<span class="_ _23"> </span>równej<span class="_ _23"> </span>oczekiwanej<span class="_ _19"> </span>stracie</div><div class="t m0 x2b h6 y2f8 ff2 fs3 fc2 sc0 ls0 ws0">kredytowej<span class="_ _9"> </span>w<span class="_ _7"> </span>całym<span class="_ _7"> </span>okresie<span class="_ _9"> </span>życia.</div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">30</div><div class="t m0 x11 h10 y66 ff1 fs3 fc2 sc0 ls0 ws0">Pożyczki<span class="_ _9"> </span>i<span class="_ _7"> </span>należności</div><div class="t m0 x11 h6 y2f9 ff2 fs3 fc2 sc0 ls0 ws0">Pożyczki<span class="_ _13"> </span>i<span class="_ _13"> </span>nale<span class="_ _8"></span>żności<span class="_ _13"> </span>to<span class="_ _13"> </span>niebędące<span class="_ _14"> </span>instrumentami<span class="_ _13"> </span>pochodnymi<span class="_ _13"> </span>aktywa<span class="_ _14"> </span>finansowe<span class="_ _1d"> </span>o<span class="_ _14"> </span>ustalony<span class="_ _0"></span>ch</div><div class="t m0 x11 h6 y256 ff2 fs3 fc2 sc0 ls0 ws0">lub<span class="_ _7"> </span>m<span class="_ _8"></span>ożliwych<span class="_ _7"> </span>do<span class="_ _b"> </span>ustalenia<span class="_ _b"> </span>płatnościach,<span class="_ _b"> </span>które<span class="_ _b"> </span>nie<span class="_ _7"> </span>są<span class="_ _b"> </span>kwotowane<span class="_ _b"> </span>na<span class="_ _7"> </span>aktywnym<span class="_ _b"> </span>rynku.<span class="_ _b"> </span>Pożyczki<span class="_ _b"> </span>i</div><div class="t m0 x11 h6 y257 ff2 fs3 fc2 sc0 ls0 ws0">należności<span class="_ _7"> </span>s<span class="_ _8"></span>ą<span class="_ _7"> </span>początkowo<span class="_ _b"> </span>ujmowane<span class="_ _7"> </span>wed<span class="_ _8"></span>ług<span class="_ _7"> </span>wartości<span class="_ _b"> </span>godziwej<span class="_ _b"> </span>powiększonej<span class="_ _b"> </span>o<span class="_ _7"> </span>koszty<span class="_ _7"> </span>t<span class="_ _8"></span>ransakcji.</div><div class="t m0 x11 h6 y8d ff2 fs3 fc2 sc0 ls0 ws0">Po<span class="_ _7"> </span>początkowym<span class="_ _7"> </span>uj<span class="_ _8"></span>ęciu<span class="_ _7"> </span>pożyczki,<span class="_ _b"> </span>należności<span class="_ _7"> </span>są<span class="_ _7"> </span>ujm<span class="_ _8"></span>owane<span class="_ _7"> </span>według<span class="_ _b"> </span>zamortyzowanego<span class="_ _7"> </span>kosztu<span class="_ _b"> </span>przy</div><div class="t m0 x11 h6 y2fa ff2 fs3 fc2 sc0 ls0 ws0">zastosowaniu<span class="_ _4"> </span>metody<span class="_ _4"> </span>efektywnej<span class="_ _4"> </span>stopy<span class="_ _4"> </span>procentowej.<span class="_ _4"> </span>Metodą<span class="_ _4"> </span>tą<span class="_ _4"> </span>oblicza<span class="_ _4"> </span>się<span class="_ _4"> </span>przychody<span class="_ _4"> </span>ods<span class="_ _8"></span>etkowe</div><div class="t m0 x11 h6 y2fb ff2 fs3 fc2 sc0 ls0 ws0">od<span class="_ _11"> </span>należności<span class="_ _11"> </span>w<span class="_ _11"> </span>kolejnych<span class="_ _11"> </span>okresach.<span class="_ _11"> </span>Aktywa<span class="_ _11"> </span>finansowe<span class="_ _1d"> </span>są<span class="_ _11"> </span>korygowane<span class="_ _11"> </span>o<span class="_ _11"> </span>odpisy<span class="_ _11"> </span>z<span class="_ _11"> </span>tytułu<span class="_ _11"> </span>utraty</div><div class="t m0 x11 h6 y2fc ff2 fs3 fc2 sc0 ls0 ws0">wartości.</div><div class="t m0 x11 h6 y2fd ff2 fs3 fc2 sc0 ls0 ws0">Podstawą<span class="_ _7"> </span>utraty<span class="_ _b"> </span>wartości<span class="_ _7"> </span>jest<span class="_ _7"> </span>ocz<span class="_ _8"></span>ekiwana<span class="_ _7"> </span>st<span class="_ _8"></span>rata<span class="_ _7"> </span>kredytowa.<span class="_ _7"> </span>Zasada<span class="_ _b"> </span>oczekiwanej<span class="_ _7"> </span>st<span class="_ _8"></span>raty<span class="_ _7"> </span>kredytowej</div><div class="t m0 x11 h6 y38 ff2 fs3 fc2 sc0 ls0 ws0">polega<span class="_ _11"> </span>na<span class="_ _1d"> </span>wykazaniu<span class="_ _1d"> </span>ogólnej<span class="_ _1d"> </span>tendencji<span class="_ _1d"> </span>w<span class="_ _11"> </span>z<span class="_ _8"></span>akresie<span class="_ _11"> </span>pogorszenia<span class="_ _1d"> </span>lub<span class="_ _1d"> </span>poprawy<span class="_ _11"> </span>j<span class="_ _8"></span>akości<span class="_ _11"> </span>kredytowej</div><div class="t m0 x11 h6 y2fe ff2 fs3 fc2 sc0 ls0 ws0">aktywów<span class="_ _1d"> </span>finansowych.<span class="_ _14"> </span>Odpisy<span class="_ _1d"> </span>z<span class="_ _13"> </span>tytułu<span class="_ _13"> </span>utraty<span class="_ _13"> </span>wartości<span class="_ _13"> </span>aktywów<span class="_ _13"> </span>finansowych<span class="_ _13"> </span>klasyfikowanych</div><div class="t m0 x11 h6 y2ff ff2 fs3 fc2 sc0 ls0 ws0">według<span class="_ _9"> </span>z<span class="_ _8"></span>amortyzowanego<span class="_ _9"> </span>kosztu<span class="_ _7"> </span>ujmuje<span class="_ _9"> </span>się<span class="_ _7"> </span>jako<span class="_ _9"> </span>odpi<span class="_ _8"></span>s<span class="_ _9"> </span>z<span class="_ _7"> </span>ty<span class="_ _0"></span>tułu<span class="_ _7"> </span>utraty<span class="_ _7"> </span>wartości.</div><div class="t m0 x11 h6 y300 ff2 fs3 fc2 sc0 ls0 ws0">Oczekiwane<span class="_ _12"> </span>st<span class="_ _8"></span>raty<span class="_ _10"> </span>kredy<span class="_ _0"></span>towe<span class="_ _10"> </span>to<span class="_ _1a"> </span>wa<span class="_ _8"></span>żone<span class="_ _10"> </span>prawdopodobieństwem<span class="_ _12"> </span>szacowane<span class="_ _10"> </span>straty<span class="_ _12"> </span>kredytowe,</div><div class="t m0 x11 h6 y301 ff2 fs3 fc2 sc0 ls0 ws0">które<span class="_ _13"> </span>na<span class="_ _13"> </span>dzień<span class="_ _13"> </span>sprawozdawczy<span class="_ _14"> </span>uwzględniają<span class="_ _1d"> </span>wsz<span class="_ _8"></span>ystkie<span class="_ _13"> </span>istotne<span class="_ _13"> </span>informacje,<span class="_ _13"> </span>w<span class="_ _13"> </span>t<span class="_ _8"></span>ym<span class="_ _13"> </span>informacje<span class="_ _13"> </span>o</div><div class="t m0 x11 h6 y302 ff2 fs3 fc2 sc0 ls0 ws0">przeszłych<span class="_ _16"> </span>zdarzeniach,<span class="_ _16"> </span>bież<span class="_ _8"></span>ących<span class="_ _16"> </span>warunkach,<span class="_ _16"> </span>uzasadnionych<span class="_ _16"> </span>i<span class="_ _16"> </span>uz<span class="_ _8"></span>asadnionych<span class="_ _16"> </span>przyszłych</div><div class="t m0 x11 h6 y303 ff2 fs3 fc2 sc0 ls0 ws0">zdarzeniach<span class="_ _29"> </span>oraz<span class="_ _28"> </span>prognozach<span class="_ _29"> </span>warunków<span class="_ _29"> </span>gospodarczych.<span class="_ _28"> </span>Na<span class="_ _29"> </span>koniec<span class="_ _29"> </span>każdego<span class="_ _28"> </span>okresu</div><div class="t m0 x11 h6 y304 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdawczego<span class="_ _4"> </span>Spółka<span class="_ _4"> </span>przeprowadza<span class="_ _11"> </span>przegląd<span class="_ _4"> </span>ekspercki<span class="_ _4"> </span>w<span class="_ _4"> </span>celu<span class="_ _4"> </span>us<span class="_ _8"></span>talenia,<span class="_ _4"> </span>czy<span class="_ _4"> </span>nastąpił<span class="_ _11"> </span>istotny</div><div class="t m0 x11 h6 y305 ff2 fs3 fc2 sc0 ls0 ws0">wzrost<span class="_ _f"> </span>ry<span class="_ _0"></span>zyka<span class="_ _f"> </span>w<span class="_ _d"> </span>porównaniu<span class="_ _f"> </span>z<span class="_ _d"> </span>ostatnim<span class="_ _f"> </span>szacunkiem.<span class="_ _d"> </span>W<span class="_ _8"></span>skaźnikami<span class="_ _f"> </span>zwiększoneg<span class="_ _0"></span>o<span class="_ _f"> </span>ryzy<span class="_ _0"></span>ka</div><div class="t m0 x11 h6 y306 ff2 fs3 fc2 sc0 ls0 ws0">kredytowego<span class="_ _1d"> </span>są<span class="_ _11"> </span>m.in.<span class="_ _1d"> </span>przeterminowanie<span class="_ _1d"> </span>płatności<span class="_ _1d"> </span>powyżej<span class="_ _1d"> </span>30<span class="_ _11"> </span>dni,<span class="_ _1d"> </span>znaczne<span class="_ _1d"> </span>trudności<span class="_ _11"> </span>finansowe</div><div class="t m0 x11 h6 y307 ff2 fs3 fc2 sc0 ls0 ws0">dłużnika,<span class="_ _1d"> </span>ewentualne<span class="_ _1d"> </span>bankructwo<span class="_ _13"> </span>lub<span class="_ _1d"> </span>restrukturyzacja<span class="_ _13"> </span>dłużnika.<span class="_ _1d"> </span>Odpisy<span class="_ _1d"> </span>z<span class="_ _13"> </span>tytułu<span class="_ _1d"> </span>utraty<span class="_ _1d"> </span>wartości</div><div class="t m0 x11 h6 y308 ff2 fs3 fc2 sc0 ls0 ws0">ujmowane<span class="_ _1b"> </span>są<span class="_ _17"> </span>w<span class="_ _17"> </span>rachunku<span class="_ _1b"> </span>zysków<span class="_ _17"> </span>i<span class="_ _1b"> </span>strat<span class="_ _1b"> </span>w<span class="_ _17"> </span>poz<span class="_ _8"></span>ycji<span class="_ _17"> </span>„Pozostałe<span class="_ _1b"> </span>koszty<span class="_ _17"> </span>operacyjne<span class="_ _8"></span>”.<span class="_ _17"> </span>Jeż<span class="_ _8"></span>eli</div><div class="t m0 x11 h6 y309 ff2 fs3 fc2 sc0 ls0 ws0">należności<span class="_ _9"> </span>są<span class="_ _7"> </span>nieściągalne,<span class="_ _7"> </span>są<span class="_ _9"> </span>one<span class="_ _7"> </span>spisywane<span class="_ _9"> </span>wraz<span class="_ _7"> </span>z<span class="_ _9"> </span>rezerwą<span class="_ _7"> </span>na<span class="_ _9"> </span>utratę<span class="_ _7"> </span>wartości.</div><div class="t m0 x11 h6 y30a ff2 fs3 fc2 sc0 ls0 ws0">Należności<span class="_ _7"> </span>są<span class="_ _b"> </span>co<span class="_ _b"> </span>do<span class="_ _7"> </span>zasady<span class="_ _b"> </span>ujmowane<span class="_ _b"> </span>jako<span class="_ _b"> </span>akty<span class="_ _0"></span>wa<span class="_ _b"> </span>obrotowe,<span class="_ _b"> </span>gdy<span class="_ _b"> </span>mają<span class="_ _7"> </span>być<span class="_ _b"> </span>uregulowane<span class="_ _7"> </span>w<span class="_ _b"> </span>ciągu</div><div class="t m0 x11 h6 y30b ff2 fs3 fc2 sc0 ls0 ws0">12<span class="_ _10"> </span>m<span class="_ _8"></span>iesięcy od<span class="_ _10"> </span>dnia bilansowego.<span class="_ _10"> </span>Należności wy<span class="_ _0"></span>magal<span class="_ _8"></span>ne później<span class="_ _10"> </span>niż 12<span class="_ _10"> </span>miesięcy od<span class="_ _10"> </span>dnia</div><div class="t m0 x11 h6 y30c ff2 fs3 fc2 sc0 ls0 ws0">bilansowego<span class="_ _19"> </span>zalicza<span class="_ _23"> </span>się<span class="_ _19"> </span>do<span class="_ _23"> </span>aktywów<span class="_ _19"> </span>trwałych.<span class="_ _19"> </span>Akty<span class="_ _0"></span>wa<span class="_ _19"> </span>finansowe,<span class="_ _19"> </span>które<span class="_ _19"> </span>nie<span class="_ _23"> </span>obejmują</div><div class="t m0 x11 h6 y30d ff2 fs3 fc2 sc0 ls0 ws0">przepływów<span class="_ _13"> </span>pieniężnych<span class="_ _14"> </span>SPPI<span class="_ _13"> </span>(Solely<span class="_ _14"> </span>Pay<span class="_ _0"></span>ment<span class="_ _14"> </span>of<span class="_ _13"> </span>Pricipal<span class="_ _14"> </span>and<span class="_ _13"> </span>Interest),<span class="_ _13"> </span>s<span class="_ _8"></span>ą<span class="_ _13"> </span>ujmowane<span class="_ _14"> </span>według</div><div class="t m0 x11 h6 y30e ff2 fs3 fc2 sc0 ls0 ws0">wartości<span class="_ _9"> </span>godziwej<span class="_ _7"> </span>przez<span class="_ _9"> </span>rac<span class="_ _8"></span>hunek<span class="_ _9"> </span>zysków<span class="_ _7"> </span>i<span class="_ _9"> </span>strat.</div><div class="t m0 x11 h6 y30f ff2 fs3 fc2 sc0 ls0 ws0">Utrata<span class="_ _9"> </span>warto<span class="_ _8"></span>ści<span class="_ _9"> </span>kredytów<span class="_ _7"> </span>i<span class="_ _9"> </span>pożyczek</div><div class="t m0 x11 h6 y310 ff2 fs3 fc2 sc0 ls0 ws0">Szacowanie<span class="_ _4"> </span>utraty<span class="_ _4"> </span>wartości<span class="_ _4"> </span>w<span class="_ _b"> </span>S<span class="_ _8"></span>półce<span class="_ _b"> </span>baz<span class="_ _8"></span>uje<span class="_ _4"> </span>na<span class="_ _b"> </span>koncepci<span class="_ _8"></span>e<span class="_ _4"> </span>„oczekiwanej<span class="_ _4"> </span>straty<span class="_ _4"> </span>kredytowej”<span class="_ _4"> </span>(ang.</div><div class="t m0 x11 h6 y311 ff2 fs3 fc2 sc0 ls0 ws0">Expected<span class="_ _14"> </span>Credit<span class="_ _13"> </span>Loss<span class="_ _14"> </span>–<span class="_ _13"> </span>ECL).<span class="_ _14"> </span>W<span class="_ _13"> </span>efekcie<span class="_ _14"> </span>Spółka<span class="_ _14"> </span>wyznacza<span class="_ _13"> </span>odpisy<span class="_ _14"> </span>z<span class="_ _13"> </span>t<span class="_ _8"></span>ytułu<span class="_ _13"> </span>ut<span class="_ _8"></span>raty<span class="_ _14"> </span>wartości,<span class="_ _13"> </span>w</div><div class="t m0 x11 h6 ya4 ff2 fs3 fc2 sc0 ls0 ws0">oparciu<span class="_ _1b"> </span>o<span class="_ _1b"> </span>oczekiwane<span class="_ _1b"> </span>st<span class="_ _8"></span>raty<span class="_ _1b"> </span>kredytowe<span class="_ _1b"> </span>oraz<span class="_ _d"> </span>uwzględnienie<span class="_ _17"> </span>prognoz<span class="_ _d"> </span>przy<span class="_ _0"></span>sz<span class="_ _8"></span>ły<span class="_ _0"></span>ch<span class="_ _d"> </span>warunków</div><div class="t m0 x11 h6 y312 ff2 fs3 fc2 sc0 ls0 ws0">ekonomicznych<span class="_ _4"> </span>podczas<span class="_ _4"> </span>dokonywania<span class="_ _4"> </span>oceny<span class="_ _4"> </span>ryzyka<span class="_ _4"> </span>kredytowego<span class="_ _11"> </span>danej<span class="_ _b"> </span>ekspozycji.<span class="_ _4"> </span>Metodologia</div><div class="t m0 x11 h6 y313 ff2 fs3 fc2 sc0 ls0 ws0">i<span class="_ _17"> </span>z<span class="_ _8"></span>ałożenia<span class="_ _1b"> </span>przyjęte<span class="_ _17"> </span>do<span class="_ _1b"> </span>wyznacz<span class="_ _8"></span>ania<span class="_ _17"> </span>utraty<span class="_ _1b"> </span>warto<span class="_ _8"></span>ści<span class="_ _17"> </span>ekspoz<span class="_ _8"></span>ycji<span class="_ _17"> </span>kredytowych<span class="_ _1b"> </span>s<span class="_ _8"></span>ą<span class="_ _17"> </span>regularnie</div><div class="t m0 x11 h6 y2d5 ff2 fs3 fc2 sc0 ls0 ws0">monitorowane<span class="_ _9"> </span>w<span class="_ _7"> </span>celu<span class="_ _7"> </span>zmniejszenia<span class="_ _9"> </span>rozbi<span class="_ _8"></span>eżności<span class="_ _9"> </span>pomiędzy<span class="_ _9"> </span>st<span class="_ _8"></span>ratami<span class="_ _9"> </span>sz<span class="_ _8"></span>acowanymi<span class="_ _9"> </span>a<span class="_ _7"> </span>rzeczywistymi.</div><div class="t m0 x11 h6 y2d6 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _11"> </span>celu<span class="_ _4"> </span>oceny<span class="_ _11"> </span>adekw<span class="_ _0"></span>atności<span class="_ _11"> </span>odpisów<span class="_ _4"> </span>z<span class="_ _11"> </span>ty<span class="_ _0"></span>tułu<span class="_ _11"> </span>utraty<span class="_ _4"> </span>wartości,<span class="_ _11"> </span>wyznaczonych<span class="_ _4"> </span>z<span class="_ _8"></span>arówno<span class="_ _4"> </span>w<span class="_ _11"> </span>ramach</div><div class="t m0 x11 h6 y314 ff2 fs3 fc2 sc0 ls0 ws0">analizy<span class="_ _11"> </span>indywidualnej,<span class="_ _1d"> </span>jak<span class="_ _11"> </span>i<span class="_ _1d"> </span>kolektywnej,<span class="_ _11"> </span>przeprowadzana<span class="_ _1d"> </span>jest<span class="_ _11"> </span>okresowo<span class="_ _11"> </span>(nie<span class="_ _1d"> </span>rzadziej<span class="_ _1d"> </span>niż<span class="_ _11"> </span>raz<span class="_ _11"> </span>w</div><div class="t m0 x11 h6 y2d8 ff2 fs3 fc2 sc0 ls0 ws0">roku)<span class="_ _b"> </span>weryfikacja<span class="_ _4"> </span>historyczna<span class="_ _b"> </span>(backtesti<span class="_ _8"></span>ng),<span class="_ _b"> </span>której<span class="_ _4"> </span>wyniki<span class="_ _b"> </span>są<span class="_ _4"> </span>brane<span class="_ _b"> </span>pod<span class="_ _b"> </span>uwagę<span class="_ _4"> </span>przy<span class="_ _b"> </span>definiowaniu</div><div class="t m0 x11 h6 y2d9 ff2 fs3 fc2 sc0 ls0 ws0">działań,<span class="_ _9"> </span>m<span class="_ _8"></span>ających<span class="_ _9"> </span>na<span class="_ _7"> </span>celu<span class="_ _9"> </span>poprawę<span class="_ _7"> </span>jakości<span class="_ _9"> </span>procesu.</div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">31</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Wdrożony<span class="_ _10"> </span>model utra<span class="_ _0"></span>ty<span class="_ _10"> </span>wartości<span class="_ _10"> </span>dot<span class="_ _8"></span>yczy<span class="_ _10"> </span>aktywów<span class="_ _10"> </span>finansowych klasyfikowany<span class="_ _0"></span>ch zgodnie<span class="_ _10"> </span>z</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">MSSF<span class="_ _7"> </span>9<span class="_ _b"> </span>jako<span class="_ _7"> </span>aktywa<span class="_ _b"> </span>finansowe<span class="_ _7"> </span>wyceniane<span class="_ _b"> </span>według<span class="_ _b"> </span>zamortyzowanego<span class="_ _7"> </span>kosz<span class="_ _8"></span>tu<span class="_ _7"> </span>lub<span class="_ _7"> </span>według<span class="_ _b"> </span>wartości</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">godziwej<span class="_ _1d"> </span>poprzez<span class="_ _11"> </span>i<span class="_ _8"></span>nne<span class="_ _11"> </span>ca<span class="_ _8"></span>łkowite<span class="_ _1d"> </span>dochody.<span class="_ _11"> </span>Zgodnie<span class="_ _1d"> </span>z<span class="_ _1d"> </span>MSSF<span class="_ _1d"> </span>9<span class="_ _1d"> </span>ekspozycje<span class="_ _11"> </span>kredytowe<span class="_ _1d"> </span>podlegają</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">klasyfikacji<span class="_ _7"> </span>do<span class="_ _9"> </span>następujących<span class="_ _7"> </span>kategorii:</div><div class="t m0 x11 h6 y8d ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _9"> </span>Faz<span class="_ _8"></span>a<span class="_ _7"> </span>1<span class="_ _9"> </span>-<span class="_ _7"> </span>ekspozycje<span class="_ _7"> </span>bez<span class="_ _7"> </span>utraty<span class="_ _9"> </span>warto<span class="_ _8"></span>ści,<span class="_ _9"> </span>dla<span class="_ _7"> </span>których<span class="_ _7"> </span>oczekiwana<span class="_ _7"> </span>strata<span class="_ _7"> </span>kredytowa<span class="_ _7"> </span>szacowana<span class="_ _7"> </span>jest</div><div class="t m0 x11 h6 y2fa ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _9"> </span>okresie<span class="_ _7"> </span>12<span class="_ _9"> </span>miesięcy,</div><div class="t m0 x11 h6 y2fb ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _4"> </span>Faza<span class="_ _4"> </span>2<span class="_ _4"> </span>-<span class="_ _4"> </span>ekspozycje<span class="_ _4"> </span>bez<span class="_ _4"> </span>utraty<span class="_ _4"> </span>wartości,<span class="_ _4"> </span>dl<span class="_ _8"></span>a<span class="_ _4"> </span>których<span class="_ _4"> </span>zidentyfikowano<span class="_ _4"> </span>znaczący<span class="_ _4"> </span>wzrost<span class="_ _4"> </span>ryzyka<span class="_ _4"> </span>i</div><div class="t m0 x11 h6 y2fc ff2 fs3 fc2 sc0 ls0 ws0">dla<span class="_ _10"> </span>których<span class="_ _10"> </span>oczekiwana<span class="_ _10"> </span>strata<span class="_ _10"> </span>kredytowa<span class="_ _10"> </span>jest<span class="_ _10"> </span>obliczana<span class="_ _10"> </span>w<span class="_ _10"> </span>cały<span class="_ _0"></span>m okre<span class="_ _0"></span>sie<span class="_ _10"> </span>istnienia<span class="_ _10"> </span>składnika</div><div class="t m0 x11 h6 y315 ff2 fs3 fc2 sc0 ls0 ws0">aktywów<span class="_ _9"> </span>finansowych,</div><div class="t m0 x11 h6 y316 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _4"> </span>Faza<span class="_ _b"> </span>3<span class="_ _4"> </span>-<span class="_ _4"> </span>ekspozycje<span class="_ _4"> </span>o<span class="_ _4"> </span>zidentyfikowanych<span class="_ _4"> </span>prz<span class="_ _8"></span>esłankach<span class="_ _b"> </span>utraty<span class="_ _4"> </span>wartości,<span class="_ _4"> </span>dla<span class="_ _4"> </span>których<span class="_ _4"> </span>oczekiwana</div><div class="t m0 x11 h6 y317 ff2 fs3 fc2 sc0 ls0 ws0">strata<span class="_ _9"> </span>kredytowa<span class="_ _7"> </span>jest<span class="_ _7"> </span>obliczana<span class="_ _9"> </span>w<span class="_ _7"> </span>całym<span class="_ _9"> </span>okresie<span class="_ _7"> </span>istnienia<span class="_ _9"> </span>składnika<span class="_ _7"> </span>aktywów<span class="_ _7"> </span>finansowych.</div><div class="t m0 x11 h6 y2ff ff2 fs3 fc2 sc0 ls0 ws0">Pomiar<span class="_ _9"> </span>oczekiwanej<span class="_ _7"> </span>straty<span class="_ _7"> </span>kredytowej</div><div class="t m0 x11 h6 y318 ff2 fs3 fc2 sc0 ls0 ws0">Od<span class="_ _14"> </span>momentu<span class="_ _13"> </span>wdro<span class="_ _8"></span>żenia<span class="_ _14"> </span>MSSF9<span class="_ _13"> </span>w<span class="_ _14"> </span>roku<span class="_ _14"> </span>2018<span class="_ _13"> </span>sz<span class="_ _8"></span>acowanie<span class="_ _14"> </span>utraty<span class="_ _13"> </span>warto<span class="_ _8"></span>ści<span class="_ _14"> </span>w<span class="_ _13"> </span>Spół<span class="_ _8"></span>ce<span class="_ _14"> </span>bazuje<span class="_ _14"> </span>na</div><div class="t m0 x11 h6 y281 ff2 fs3 fc2 sc0 ls0 ws0">koncepcie<span class="_ _13"> </span>„oczekiwanej<span class="_ _14"> </span>straty<span class="_ _13"> </span>kredytowej”<span class="_ _13"> </span>(ang.<span class="_ _13"> </span>Ex<span class="_ _8"></span>pected<span class="_ _13"> </span>Credit<span class="_ _13"> </span>Loss<span class="_ _14"> </span>–<span class="_ _1d"> </span>ECL).<span class="_ _14"> </span>Bezpośrednim</div><div class="t m0 x11 h6 y319 ff2 fs3 fc2 sc0 ls0 ws0">skutkiem<span class="_ _1b"> </span>stosowania<span class="_ _17"> </span>tego<span class="_ _1b"> </span>podejścia<span class="_ _17"> </span>jest<span class="_ _1b"> </span>konieczność<span class="_ _1b"> </span>wyznaczania<span class="_ _17"> </span>odpisów<span class="_ _1b"> </span>z<span class="_ _17"> </span>tytu<span class="_ _8"></span>łu<span class="_ _17"> </span>utraty</div><div class="t m0 x11 h6 y31a ff2 fs3 fc2 sc0 ls0 ws0">wartości w oparciu o oczekiwane st<span class="_ _8"></span>raty kredytowe oraz uwzględni<span class="_ _8"></span>enie prognoz przy<span class="_ _0"></span>sz<span class="_ _8"></span>łych</div><div class="t m0 x11 h6 y31b ff2 fs3 fc2 sc0 ls0 ws0">warunków<span class="_ _14"> </span>ekonomicznych<span class="_ _14"> </span>podczas<span class="_ _14"> </span>dokony<span class="_ _0"></span>wania<span class="_ _14"> </span>oceny<span class="_ _14"> </span>ryzyka<span class="_ _14"> </span>kredytowego<span class="_ _14"> </span>danej<span class="_ _14"> </span>ekspozycji.</div><div class="t m0 x11 h6 y31c ff2 fs3 fc2 sc0 ls0 ws0">Wdrożony<span class="_ _10"> </span>model utra<span class="_ _0"></span>ty<span class="_ _10"> </span>wartości<span class="_ _10"> </span>dot<span class="_ _8"></span>yczy<span class="_ _10"> </span>aktywów<span class="_ _10"> </span>finansowych klasyfikowany<span class="_ _0"></span>ch zgodnie<span class="_ _10"> </span>z</div><div class="t m0 x11 h6 y31d ff2 fs3 fc2 sc0 ls0 ws0">MSSF<span class="_ _7"> </span>9<span class="_ _b"> </span>jako<span class="_ _7"> </span>aktywa<span class="_ _b"> </span>finansowe<span class="_ _7"> </span>wyceniane<span class="_ _b"> </span>według<span class="_ _b"> </span>zamortyzowanego<span class="_ _7"> </span>kosz<span class="_ _8"></span>tu<span class="_ _7"> </span>lub<span class="_ _7"> </span>według<span class="_ _b"> </span>wartości</div><div class="t m0 x11 h6 y31e ff2 fs3 fc2 sc0 ls0 ws0">godziwej<span class="_ _b"> </span>przez<span class="_ _b"> </span>inne<span class="_ _7"> </span>cał<span class="_ _8"></span>kowite<span class="_ _7"> </span>dochody.<span class="_ _b"> </span>Zgodnie<span class="_ _b"> </span>z<span class="_ _b"> </span>MSSF<span class="_ _b"> </span>9<span class="_ _7"> </span>ekspoz<span class="_ _8"></span>ycje<span class="_ _b"> </span>kredytowe<span class="_ _7"> </span>klasyfikowane</div><div class="t m0 x11 h6 y31f ff2 fs3 fc2 sc0 ls0 ws0">są<span class="_ _9"> </span>do<span class="_ _7"> </span>następujących<span class="_ _9"> </span>kategorii:</div><div class="t m0 x11 h6 y320 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _4"> </span>Faz<span class="_ _8"></span>a<span class="_ _4"> </span>1<span class="_ _11"> </span>–<span class="_ _4"> </span>ekspozycje<span class="_ _11"> </span>bez<span class="_ _4"> </span>rozpoznanej<span class="_ _11"> </span>utraty<span class="_ _4"> </span>wartości,<span class="_ _11"> </span>dla<span class="_ _4"> </span>których<span class="_ _4"> </span>ocz<span class="_ _8"></span>ekiwana<span class="_ _11"> </span>strata<span class="_ _4"> </span>kredytowa</div><div class="t m0 x11 h6 yd8 ff2 fs3 fc2 sc0 ls0 ws0">jest<span class="_ _9"> </span>sz<span class="_ _8"></span>acowana<span class="_ _9"> </span>w<span class="_ _9"> </span>horyzonci<span class="_ _8"></span>e<span class="_ _7"> </span>12<span class="_ _9"> </span>miesięcy,</div><div class="t m0 x11 h6 y321 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _7"> </span>Faza<span class="_ _7"> </span>2<span class="_ _7"> </span>–<span class="_ _7"> </span>ekspozycje<span class="_ _7"> </span>bez<span class="_ _7"> </span>rozpoz<span class="_ _8"></span>nanej<span class="_ _7"> </span>utraty<span class="_ _7"> </span>wartości<span class="_ _7"> </span>ze<span class="_ _7"> </span>zidentyfikowanym<span class="_ _7"> </span>z<span class="_ _8"></span>naczącym<span class="_ _7"> </span>wzrostem</div><div class="t m0 x11 h6 y2ad ff2 fs3 fc2 sc0 ls0 ws0">ryzyka<span class="_ _1a"> </span>kredy<span class="_ _0"></span>towego<span class="_ _1a"> </span>(ang.<span class="_ _14"> </span>significant<span class="_ _1a"> </span>increase<span class="_ _14"> </span>of<span class="_ _1a"> </span>credit<span class="_ _14"> </span>risk<span class="_ _1a"> </span>-<span class="_ _1a"> </span>SI<span class="_ _0"></span>CR),<span class="_ _1a"> </span>dla<span class="_ _14"> </span>których<span class="_ _1a"> </span>oczekiwana</div><div class="t m0 x11 h6 y322 ff2 fs3 fc2 sc0 ls0 ws0">strata<span class="_ _9"> </span>kredytowa<span class="_ _7"> </span>jest<span class="_ _7"> </span>szacowana<span class="_ _9"> </span>w<span class="_ _7"> </span>horyzoncie<span class="_ _9"> </span>dożywotnim<span class="_ _7"> </span>tj.<span class="_ _9"> </span>do<span class="_ _7"> </span>daty<span class="_ _9"> </span>zapadalności<span class="_ _7"> </span>ekspozycji,</div><div class="t m0 x11 h6 y323 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _b"> </span>Faza<span class="_ _4"> </span>3<span class="_ _b"> </span>–<span class="_ _b"> </span>ekspozycje<span class="_ _4"> </span>z<span class="_ _b"> </span>rozpoznaną<span class="_ _b"> </span>ut<span class="_ _8"></span>ratą<span class="_ _b"> </span>wartości,<span class="_ _4"> </span>dla<span class="_ _b"> </span>których<span class="_ _b"> </span>ocz<span class="_ _8"></span>ekiwana<span class="_ _b"> </span>strata<span class="_ _4"> </span>kredytowa<span class="_ _b"> </span>jest</div><div class="t m0 x11 h6 y324 ff2 fs3 fc2 sc0 ls0 ws0">szacowana<span class="_ _9"> </span>w<span class="_ _7"> </span>horyzoncie<span class="_ _7"> </span>doży<span class="_ _0"></span>wotni<span class="_ _8"></span>m<span class="_ _9"> </span>(do<span class="_ _7"> </span>końca<span class="_ _9"> </span>okresu<span class="_ _9"> </span>odz<span class="_ _8"></span>ysku<span class="_ _9"> </span>aktywa<span class="_ _7"> </span>finansowego).</div><div class="t m0 x11 h6 y325 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _13"> </span>z<span class="_ _13"> </span>MSSF<span class="_ _13"> </span>9<span class="_ _13"> </span>spółka,<span class="_ _13"> </span>przyjęła<span class="_ _13"> </span>definicję<span class="_ _13"> </span>niewykonania<span class="_ _14"> </span>zobowiązania,<span class="_ _1d"> </span>zarówno<span class="_ _13"> </span>w<span class="_ _13"> </span>z<span class="_ _8"></span>akresie</div><div class="t m0 x11 h6 y326 ff2 fs3 fc2 sc0 ls0 ws0">oczekiwanych<span class="_ _13"> </span>start<span class="_ _13"> </span>kredytowych,<span class="_ _13"> </span>jak<span class="_ _13"> </span>i<span class="_ _13"> </span>na<span class="_ _13"> </span>potrz<span class="_ _8"></span>eby<span class="_ _1d"> </span>sz<span class="_ _8"></span>acowania<span class="_ _13"> </span>utraty<span class="_ _13"> </span>wartości,<span class="_ _13"> </span>która<span class="_ _13"> </span>obejmuje</div><div class="t m0 x11 h6 y327 ff2 fs3 fc2 sc0 ls0 ws0">następujące<span class="_ _7"> </span>przesłanki:</div><div class="t m0 x11 h6 y328 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _9"> </span>opóźnienie<span class="_ _7"> </span>w<span class="_ _9"> </span>spłacie<span class="_ _7"> </span>powyżej<span class="_ _9"> </span>90<span class="_ _7"> </span>dni<span class="_ _9"> </span>od<span class="_ _7"> </span>dnia<span class="_ _9"> </span>wymagalno<span class="_ _8"></span>ści<span class="_ _9"> </span>należ<span class="_ _8"></span>ności.</div><div class="t m0 x11 h6 y313 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _17"> </span>momencie odnot<span class="_ _8"></span>owania<span class="_ _17"> </span>spłaty aktyw<span class="_ _8"></span>ów finansowych<span class="_ _17"> </span>wcześniej<span class="_ _17"> </span>z<span class="_ _8"></span>akwalifikowanych jako</div><div class="t m0 x11 h6 y2d5 ff2 fs3 fc2 sc0 ls0 ws0">niewykonanie zobowiązania spółka ponownie<span class="_ _10"> </span>przyznaje odpowiednim akty<span class="_ _0"></span>wom finansowym</div><div class="t m0 x11 h6 y2d6 ff2 fs3 fc2 sc0 ls0 ws0">status<span class="_ _9"> </span>niez<span class="_ _8"></span>agrożonych.</div><div class="t m0 x11 h6 y329 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _4"> </span>stosuje<span class="_ _11"> </span>wy<span class="_ _0"></span>mogi<span class="_ _11"> </span>w<span class="_ _4"> </span>zakresie<span class="_ _4"> </span>utraty<span class="_ _11"> </span>wartości<span class="_ _4"> </span>w<span class="_ _4"> </span>celu<span class="_ _11"> </span>ujęcia<span class="_ _4"> </span>i<span class="_ _4"> </span>wyceny<span class="_ _11"> </span>odpisu<span class="_ _4"> </span>na<span class="_ _4"> </span>oczekiwane</div><div class="t m0 x11 h6 y32a ff2 fs3 fc2 sc0 ls0 ws0">straty<span class="_ _11"> </span>kredytowe<span class="_ _11"> </span>z<span class="_ _11"> </span>tytułu<span class="_ _11"> </span>aktywów<span class="_ _1d"> </span>finansowych,<span class="_ _11"> </span>które<span class="_ _11"> </span>są<span class="_ _11"> </span>wyceniane<span class="_ _11"> </span>w<span class="_ _11"> </span>wartości<span class="_ _11"> </span>godziwej<span class="_ _1d"> </span>przez</div><div class="t m0 x11 h6 y32b ff2 fs3 fc2 sc0 ls0 ws0">inne<span class="_ _11"> </span>całkowite<span class="_ _4"> </span>dochody.<span class="_ _11"> </span>Jednakże<span class="_ _4"> </span>odpi<span class="_ _8"></span>s<span class="_ _4"> </span>na<span class="_ _11"> </span>oczekiwane<span class="_ _11"> </span>straty<span class="_ _11"> </span>kre<span class="_ _0"></span>dytowe<span class="_ _11"> </span>ujmuje<span class="_ _4"> </span>się<span class="_ _11"> </span>w<span class="_ _4"> </span>rac<span class="_ _8"></span>hunku</div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">32</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">zysków<span class="_ _1b"> </span>lub<span class="_ _1b"> </span>strat<span class="_ _1b"> </span>i<span class="_ _1b"> </span>nie<span class="_ _1b"> </span>obniża<span class="_ _1b"> </span>on<span class="_ _1b"> </span>wartości<span class="_ _1b"> </span>bilansowej<span class="_ _1b"> </span>składnika<span class="_ _1b"> </span>aktywów<span class="_ _1b"> </span>finansowych<span class="_ _1b"> </span>w</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdaniu<span class="_ _4"> </span>z<span class="_ _b"> </span>sytuacji<span class="_ _4"> </span>finansowej.<span class="_ _b"> </span>Zarzą<span class="_ _8"></span>d<span class="_ _b"> </span>biorąc<span class="_ _4"> </span>pod<span class="_ _b"> </span>uwag<span class="_ _8"></span>ę<span class="_ _b"> </span>wszystkie<span class="_ _4"> </span>racjonalne<span class="_ _b"> </span>i<span class="_ _4"> </span>możliwe<span class="_ _4"> </span>do</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">udokumentowania<span class="_ _10"> </span>informacje<span class="_ _10"> </span>uz<span class="_ _8"></span>naje,<span class="_ _10"> </span>iż<span class="_ _10"> </span>utrata<span class="_ _10"> </span>wartości<span class="_ _10"> </span>moż<span class="_ _8"></span>e<span class="_ _10"> </span>zostać<span class="_ _10"> </span>ujęta<span class="_ _10"> </span>tylko<span class="_ _10"> </span>wtedy,<span class="_ _10"> </span>gdy</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">istnieją<span class="_ _15"> </span>obiekty<span class="_ _0"></span>wne<span class="_ _15"> </span>dowody,<span class="_ _15"> </span>że<span class="_ _20"> </span>z<span class="_ _8"></span>aobserwowano<span class="_ _15"> </span>zdarzenia<span class="_ _20"> </span>(przesłanki<span class="_ _15"> </span>utraty<span class="_ _20"> </span>warto<span class="_ _8"></span>ści)</div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">powodujące<span class="_ _9"> </span>utrat<span class="_ _8"></span>ę<span class="_ _9"> </span>wartości.</div><div class="t m0 x11 h10 y2fa ff1 fs3 fc2 sc0 ls0 ws0">Informacje<span class="_ _9"> </span>o<span class="_ _7"> </span>instrumentach<span class="_ _9"> </span>f<span class="_ _8"></span>inansowych</div><div class="c x3f y32c w1e h20"><div class="t m0 x45 h10 y32d ff1 fs3 fc2 sc0 ls0 ws0">30.06.2025</div></div><div class="c x3f y32e w1e h21"><div class="t m0 x72 h4 y32f ff1 fs2 fc2 sc0 ls0 ws0">Klasy<span class="_ _5"> </span>instrumentów<span class="_ _5"> </span>finansowyc<span class="_ _0"></span>h</div><div class="t m0 x6 h4 y330 ff1 fs2 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x73 y32e w1f h21"><div class="t m0 x74 h4 y32f ff1 fs2 fc2 sc0 ls0 ws0">Zamortyzowan<span class="_ _0"></span>y</div><div class="t m0 x75 h4 y330 ff1 fs2 fc2 sc0 ls0 ws0">koszt</div></div><div class="c x76 y32e w20 h21"><div class="t m0 x77 h4 y331 ff1 fs2 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x3f y332 w1e hb"><div class="t m0 x45 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Razem<span class="_ _5"> </span>aktywa<span class="_ _5"> </span>finansowe</div></div><div class="c x73 y332 w1f hb"><div class="t m0 x11 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x76 y332 w20 hb"><div class="t m0 x4f h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x3f y333 w1e hb"><div class="t m0 x45 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">Należności<span class="_ _5"> </span>krótkoterm<span class="_ _0"></span>inowe</div></div><div class="c x73 y333 w1f hb"><div class="t m0 x38 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x76 y333 w20 hb"><div class="t m0 x5b h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x3f y334 w1e hb"><div class="t m0 x45 h8 y335 ff2 fs2 fc2 sc0 ls0 ws0">Udzielone<span class="_ _5"> </span>pożyczki</div></div><div class="c x73 y334 w1f hb"><div class="t m0 x11 h8 y335 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>928</div></div><div class="c x76 y334 w20 hb"><div class="t m0 x4f h8 y335 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>928</div></div><div class="c x3f y336 w1e hb"><div class="t m0 x5a h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>w<span class="_ _9"> </span>tym<span class="_ _5"> </span>odsetki</div></div><div class="c x73 y336 w1f hb"><div class="t m0 x5f h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">397</div></div><div class="c x76 y336 w20 hb"><div class="t m0 x52 h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">397</div></div><div class="c x3f y337 w1e hb"><div class="t m0 x45 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">Środki<span class="_ _5"> </span>pieniężne<span class="_ _5"> </span>i<span class="_ _5"> </span>i<span class="_ _8"></span>ch<span class="_ _5"> </span>ekwiwalenty</div></div><div class="c x73 y337 w1f hb"><div class="t m0 x38 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x76 y337 w20 hb"><div class="t m0 x5b h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x3f y338 w1e hb"><div class="t m0 x45 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">Krótkoterminowe<span class="_ _5"> </span>rozliczenia<span class="_ _5"> </span>m<span class="_ _0"></span>iędzyokresowe</div></div><div class="c x73 y338 w1f hb"><div class="t m0 x38 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x76 y338 w20 hb"><div class="t m0 x5b h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x3f y339 w1e hb"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Łącznie<span class="_ _5"> </span>zobowiązania<span class="_ _5"> </span>finansowe</div></div><div class="c x73 y339 w1f hb"><div class="t m0 x78 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x76 y339 w20 hb"><div class="t m0 x79 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x3f y33a w1e hb"><div class="t m0 x45 h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">Długoterminowe<span class="_ _5"> </span>poży<span class="_ _0"></span>czki</div></div><div class="c x73 y33a w1f hb"><div class="t m0 x38 h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x76 y33a w20 hb"><div class="t m0 x5b h8 y94 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y16f w1e h1f"><div class="t m0 x45 h8 y33b ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>z<span class="_ _5"> </span>tytułu<span class="_ _5"> </span>dostaw<span class="_ _5"> </span>i<span class="_ _9"> </span>usług<span class="_ _5"> </span>oraz<span class="_ _5"> </span>pozostałe</div><div class="t m0 x45 h8 y1b5 ff2 fs2 fc2 sc0 ls0 ws0">zobowiązania</div></div><div class="c x73 y16f w1f h1f"><div class="t m0 x38 h8 y33c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x76 y16f w20 h1f"><div class="t m0 x5b h8 y33c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x3f y33d w1e hb"><div class="t m0 x45 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">Rezerwy<span class="_ _5"> </span>krótkoterminowe</div></div><div class="c x73 y33d w1f hb"><div class="t m0 x78 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x76 y33d w20 hb"><div class="t m0 x79 h8 y15f ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="t m0 x11 h10 y33e ff1 fs3 fc2 sc0 ls0 ws0">Informacje<span class="_ _9"> </span>o<span class="_ _7"> </span>instrumentach<span class="_ _9"> </span>f<span class="_ _8"></span>inansowych</div><div class="c x3f y33f w21 h20"><div class="t m0 x45 h10 y1ba ff1 fs3 fc2 sc0 ls0 ws0">30.06.2024</div></div><div class="c x3f y340 w21 h21"><div class="t m0 x7a h4 y341 ff1 fs2 fc2 sc0 ls0 ws0">Klasy<span class="_ _5"> </span>instrumentów<span class="_ _5"> </span>finansowych</div><div class="t m0 x7b h4 y342 ff1 fs2 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x7c y340 w22 h21"><div class="t m0 x45 h4 y341 ff1 fs2 fc2 sc0 ls0 ws0">Zamortyzowan<span class="_ _0"></span>y</div><div class="t m0 x60 h4 y342 ff1 fs2 fc2 sc0 ls0 ws0">koszt</div></div><div class="c x7d y340 w23 h21"><div class="t m0 x25 h4 y343 ff1 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x3f y344 w21 hb"><div class="t m0 x45 h4 y167 ff1 fs2 fc2 sc0 ls0 ws0">Razem<span class="_ _5"> </span>aktywa<span class="_ _5"> </span>finansowe</div></div><div class="c x7c y344 w22 hb"><div class="t m0 x11 h4 y167 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x7d y344 w23 hb"><div class="t m0 x7e h4 y167 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x3f y345 w21 hb"><div class="t m0 x45 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">Udzielone<span class="_ _5"> </span>pożyczki</div></div><div class="c x7c y345 w22 hb"><div class="t m0 x11 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>111</div></div><div class="c x7d y345 w23 hb"><div class="t m0 x7e h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>111</div></div><div class="c x3f y346 w21 hb"><div class="t m0 x5a h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>w<span class="_ _9"> </span>tym<span class="_ _5"> </span>odsetki</div></div><div class="c x7c y346 w22 hb"><div class="t m0 x5f h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">317</div></div><div class="c x7d y346 w23 hb"><div class="t m0 x40 h8 y20a ff2 fs2 fc2 sc0 ls0 ws0">317</div></div><div class="c x3f y313 w21 hb"><div class="t m0 x45 h8 y1f6 ff2 fs2 fc2 sc0 ls0 ws0">Krótkoterminowe<span class="_ _5"> </span>rozliczenia<span class="_ _5"> </span>m<span class="_ _0"></span>iędzyokresowe</div></div><div class="c x7c y313 w22 hb"><div class="t m0 x38 h8 y1f6 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x7d y313 w23 hb"><div class="t m0 x64 h8 y1f6 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x3f y347 w21 hb"><div class="t m0 x45 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">Łącznie<span class="_ _5"> </span>zobowiązania<span class="_ _5"> </span>finansowe</div></div><div class="c x7c y347 w22 hb"><div class="t m0 x11 h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c x7d y347 w23 hb"><div class="t m0 x7e h4 y15f ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c x3f y348 w21 hb"><div class="t m0 x45 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">Długoterminowe<span class="_ _5"> </span>poży<span class="_ _0"></span>czki</div></div><div class="c x7c y348 w22 hb"><div class="t m0 x38 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x7d y348 w23 hb"><div class="t m0 x64 h8 y161 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y349 w21 h1f"><div class="t m0 x45 h8 y34a ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _5"> </span>z<span class="_ _5"> </span>tytułu<span class="_ _5"> </span>dostaw<span class="_ _5"> </span>i<span class="_ _9"> </span>usług<span class="_ _5"> </span>oraz<span class="_ _5"> </span>pozostałe</div><div class="t m0 x45 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">zobowiązania</div></div><div class="c x7c y349 w22 h1f"><div class="t m0 x11 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>249</div></div><div class="c x7d y349 w23 h1f"><div class="t m0 x7e h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>249</div></div><div class="c x3f y34b w21 hb"><div class="t m0 x45 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">Rezerwy<span class="_ _5"> </span>krótkoterminowe</div></div><div class="c x7c y34b w22 hb"><div class="t m0 x38 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x7d y34b w23 hb"><div class="t m0 x64 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">33</div><div class="t m0 x11 h10 y126 ff1 fs3 fc2 sc0 ls0 ws0">Profesjonalny<span class="_ _7"> </span>osąd</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">Jeżeli<span class="_ _b"> </span>dana<span class="_ _4"> </span>transakcja<span class="_ _4"> </span>nie<span class="_ _b"> </span>jest<span class="_ _b"> </span>uregulowana<span class="_ _4"> </span>żadnym<span class="_ _4"> </span>standardem<span class="_ _b"> </span>lub<span class="_ _4"> </span>interpretacją,<span class="_ _b"> </span>Zarząd<span class="_ _4"> </span>kierując</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">się<span class="_ _18"> </span>subiektywnym<span class="_ _18"> </span>osądem<span class="_ _18"> </span>ustala<span class="_ _18"> </span>i<span class="_ _19"> </span>stosuje<span class="_ _18"> </span>zasady<span class="_ _18"> </span>rachunkowości,<span class="_ _18"> </span>które<span class="_ _18"> </span>zapewnią,<span class="_ _18"> </span>że</div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdanie<span class="_ _9"> </span>finansowe<span class="_ _7"> </span>będzie<span class="_ _7"> </span>zawierało<span class="_ _9"> </span>prawidłowe<span class="_ _7"> </span>i<span class="_ _9"> </span>wiarygodne<span class="_ _7"> </span>informacje<span class="_ _9"> </span>oraz:</div><div class="t m0 x12 h6 y34c ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">prawidłowo,<span class="_ _b"> </span>jasno<span class="_ _b"> </span>i<span class="_ _b"> </span>rzetelnie<span class="_ _b"> </span>przedstawiać<span class="_ _b"> </span>sytuację<span class="_ _b"> </span>majątkową<span class="_ _b"> </span>i<span class="_ _b"> </span>finansową<span class="_ _b"> </span>Spółki,<span class="_ _b"> </span>wyniki</span></div><div class="t m0 x2b h6 y34d ff2 fs3 fc2 sc0 ls0 ws0">jej<span class="_ _9"> </span>dz<span class="_ _8"></span>iałalności<span class="_ _9"> </span>oraz<span class="_ _7"> </span>przepływy<span class="_ _9"> </span>pieniężne,</div><div class="t m0 x12 h6 y34e ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">odz<span class="_ _8"></span>wierciedla<span class="_ _9"> </span>treść<span class="_ _7"> </span>ekonomiczną<span class="_ _9"> </span>transakcji,</span></div><div class="t m0 x12 h6 y34f ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">jest<span class="_ _7"> </span>obiektywne,</span></div><div class="t m0 x12 h6 y350 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">jest<span class="_ _7"> </span>sporządzone<span class="_ _9"> </span>zgodnie<span class="_ _7"> </span>z<span class="_ _9"> </span>z<span class="_ _8"></span>asadą<span class="_ _9"> </span>ostrożnej<span class="_ _7"> </span>wyceny,</span></div><div class="t m0 x12 h6 y351 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2 fs3">jest<span class="_ _9"> </span>kom<span class="_ _8"></span>pletne<span class="_ _9"> </span>we<span class="_ _9"> </span>wsz<span class="_ _8"></span>ystkich<span class="_ _7"> </span>istotny<span class="_ _0"></span>ch<span class="_ _7"> </span>aspektach.</span></div><div class="t m0 x11 h6 y352 ff2 fs3 fc2 sc0 ls0 ws0">Przy<span class="_ _9"> </span>wycenie<span class="_ _7"> </span>pożyczek<span class="_ _9"> </span>brana<span class="_ _7"> </span>jest<span class="_ _9"> </span>pod<span class="_ _7"> </span>uwagę<span class="_ _9"> </span>wypłacal<span class="_ _8"></span>ność<span class="_ _9"> </span>dłuż<span class="_ _8"></span>nika.<span class="_ _9"> </span>Bierzemy<span class="_ _7"> </span>pod<span class="_ _9"> </span>uwagę<span class="_ _7"> </span>ryzyko</div><div class="t m0 x11 h6 y353 ff2 fs3 fc2 sc0 ls0 ws0">braku sp<span class="_ _8"></span>łaty. W<span class="_ _17"> </span>przypadku braku<span class="_ _17"> </span>ryzyka s<span class="_ _8"></span>płaty pożyczki<span class="_ _17"> </span>wyceniamy<span class="_ _17"> </span>według<span class="_ _17"> </span>ich<span class="_ _17"> </span>wartości</div><div class="t m0 x11 h6 y354 ff2 fs3 fc2 sc0 ls0 ws0">nominalnej.<span class="_ _13"> </span>P<span class="_ _8"></span>rzeprowadzane<span class="_ _13"> </span>są<span class="_ _13"> </span>odpowi<span class="_ _8"></span>ednie<span class="_ _13"> </span>analizy.<span class="_ _14"> </span>Zarząd<span class="_ _13"> </span>podejmuje<span class="_ _14"> </span>decy<span class="_ _0"></span>zje<span class="_ _14"> </span>uwzględniając</div><div class="t m0 x11 h6 y355 ff2 fs3 fc2 sc0 ls0 ws0">wszystkie<span class="_ _1b"> </span>potencjalne<span class="_ _17"> </span>konsekwencje<span class="_ _1b"> </span>swoich<span class="_ _1b"> </span>decyzji.<span class="_ _1b"> </span>Stąd<span class="_ _17"> </span>proces<span class="_ _1b"> </span>decyzyjny<span class="_ _1b"> </span>oparty<span class="_ _17"> </span>jest<span class="_ _1b"> </span>na</div><div class="t m0 x11 h6 y356 ff2 fs3 fc2 sc0 ls0 ws0">wieloetapowej<span class="_ _9"> </span>analiz<span class="_ _8"></span>ie<span class="_ _9"> </span>m.i<span class="_ _8"></span>n.<span class="_ _9"> </span>zabezpieczeń<span class="_ _7"> </span>kredytobiorców.</div><div class="t m0 x11 h10 y357 ff1 fs3 fc2 sc0 ls0 ws0">Niepewność<span class="_ _9"> </span>s<span class="_ _8"></span>zacunków</div><div class="t m0 x11 h6 y2c6 ff2 fs3 fc2 sc0 ls0 ws0">Stosując<span class="_ _7"> </span>zasady<span class="_ _7"> </span>rachunkowości<span class="_ _7"> </span>obowiązuj<span class="_ _8"></span>ące<span class="_ _7"> </span>w<span class="_ _9"> </span>S<span class="_ _8"></span>półce<span class="_ _7"> </span>Zarząd<span class="_ _7"> </span>zobowiązany<span class="_ _7"> </span>jest<span class="_ _7"> </span>do<span class="_ _7"> </span>dokonywania</div><div class="t m0 x11 h6 y358 ff2 fs3 fc2 sc0 ls0 ws0">szacunków,<span class="_ _13"> </span>osądów<span class="_ _13"> </span>i<span class="_ _14"> </span>założeń<span class="_ _1d"> </span>dot<span class="_ _8"></span>yczących<span class="_ _13"> </span>kwot<span class="_ _14"> </span>wy<span class="_ _0"></span>ceny<span class="_ _14"> </span>poszczególnych<span class="_ _13"> </span>aktywów<span class="_ _13"> </span>i<span class="_ _13"> </span>pasywów.</div><div class="t m0 x11 h6 y2a7 ff2 fs3 fc2 sc0 ls0 ws0">Szacunki<span class="_ _10"> </span>i<span class="_ _10"> </span>związane<span class="_ _10"> </span>z<span class="_ _10"> </span>nimi<span class="_ _10"> </span>założenia<span class="_ _10"> </span>opierają<span class="_ _10"> </span>się<span class="_ _10"> </span>na<span class="_ _10"> </span>doświadczeniu<span class="_ _10"> </span>history<span class="_ _0"></span>cznym<span class="_ _10"> </span>i<span class="_ _10"> </span>innych</div><div class="t m0 x11 h6 y359 ff2 fs3 fc2 sc0 ls0 ws0">czynnikach<span class="_ _1a"> </span>uznanych<span class="_ _1a"> </span>za<span class="_ _1a"> </span>istotne.<span class="_ _1a"> </span>Rz<span class="_ _8"></span>eczywiste<span class="_ _1a"> </span>wy<span class="_ _0"></span>niki<span class="_ _12"> </span>mogą<span class="_ _1a"> </span>różnić<span class="_ _1a"> </span>się<span class="_ _1a"> </span>od<span class="_ _1a"> </span>przyjętych<span class="_ _1a"> </span>wartości</div><div class="t m0 x11 h6 y35a ff2 fs3 fc2 sc0 ls0 ws0">szacunkowych.<span class="_ _1d"> </span>Sporządzenie<span class="_ _1d"> </span>sprawozdania<span class="_ _1d"> </span>finansowego<span class="_ _1d"> </span>wymaga<span class="_ _13"> </span>od<span class="_ _1d"> </span>Zarządu<span class="_ _1d"> </span>Spółki<span class="_ _1d"> </span>dokonania</div><div class="t m0 x11 h6 y35b ff2 fs3 fc2 sc0 ls0 ws0">szacunków,<span class="_ _1a"> </span>ponieważ<span class="_ _1a"> </span>wiele<span class="_ _14"> </span>i<span class="_ _8"></span>nformacji<span class="_ _1a"> </span>zawartych<span class="_ _1a"> </span>w<span class="_ _14"> </span>sprawozdaniu<span class="_ _1a"> </span>finansowym<span class="_ _1a"> </span>nie<span class="_ _1a"> </span>może<span class="_ _1a"> </span>być</div><div class="t m0 x11 h6 y35c ff2 fs3 fc2 sc0 ls0 ws0">precyzyjnie<span class="_ _13"> </span>wycenionych.<span class="_ _13"> </span>Zarząd<span class="_ _13"> </span>weryfikuje<span class="_ _13"> </span>przyjęte<span class="_ _13"> </span>szacunki<span class="_ _13"> </span>w<span class="_ _13"> </span>oparciu<span class="_ _13"> </span>o<span class="_ _13"> </span>zmiany<span class="_ _13"> </span>czynników</div><div class="t m0 x11 h6 y35d ff2 fs3 fc2 sc0 ls0 ws0">branych<span class="_ _4"> </span>pod<span class="_ _4"> </span>uwag<span class="_ _8"></span>ę<span class="_ _b"> </span>prz<span class="_ _8"></span>y<span class="_ _4"> </span>ich<span class="_ _4"> </span>dokonywaniu,<span class="_ _11"> </span>nowe<span class="_ _b"> </span>informacje<span class="_ _11"> </span>lub<span class="_ _b"> </span>doś<span class="_ _8"></span>wiadczenia<span class="_ _4"> </span>z<span class="_ _4"> </span>przeszłości.<span class="_ _11"> </span>W</div><div class="t m0 x11 h6 y35e ff2 fs3 fc2 sc0 ls0 ws0">związku<span class="_ _9"> </span>z<span class="_ _7"> </span>tym<span class="_ _9"> </span>sz<span class="_ _8"></span>acunki<span class="_ _9"> </span>dokonane<span class="_ _7"> </span>na<span class="_ _9"> </span>30<span class="_ _9"> </span>cz<span class="_ _8"></span>erwca<span class="_ _9"> </span>2025<span class="_ _7"> </span>roku<span class="_ _9"> </span>mogą<span class="_ _7"> </span>w<span class="_ _9"> </span>przysz<span class="_ _8"></span>łości<span class="_ _9"> </span>ulec<span class="_ _7"> </span>zmianie.</div><div class="t m0 x11 h6 y35f ff2 fs3 fc2 sc0 ls0 ws0">Obszary,<span class="_ _e"> </span>w<span class="_ _e"> </span>kt<span class="_ _8"></span>órych<span class="_ _e"> </span>może<span class="_ _e"> </span>wystąpić<span class="_ _16"> </span>konieczność<span class="_ _e"> </span>ujawniania<span class="_ _16"> </span>informacji<span class="_ _e"> </span>w<span class="_ _e"> </span>z<span class="_ _8"></span>ależności<span class="_ _e"> </span>od</div><div class="t m0 x11 h6 y360 ff2 fs3 fc2 sc0 ls0 ws0">konkretnych<span class="_ _9"> </span>faktów<span class="_ _7"> </span>i<span class="_ _9"> </span>okolicznoś<span class="_ _8"></span>ci:</div><div class="t m0 x11 h6 y2ce ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _b"> </span>ujmowanie<span class="_ _b"> </span>i<span class="_ _b"> </span>wycena<span class="_ _b"> </span>rezerw,<span class="_ _4"> </span>jeżeli<span class="_ _b"> </span>nie<span class="_ _b"> </span>ma<span class="_ _b"> </span>pewności<span class="_ _b"> </span>co<span class="_ _b"> </span>do<span class="_ _b"> </span>wyniku<span class="_ _b"> </span>prowadzonego<span class="_ _4"> </span>postępowania</div><div class="t m0 x11 h6 y361 ff2 fs3 fc2 sc0 ls0 ws0">sądowego<span class="_ _b"> </span>-<span class="_ _7"> </span>spół<span class="_ _8"></span>ka<span class="_ _b"> </span>na<span class="_ _b"> </span>dzień<span class="_ _7"> </span>bi<span class="_ _8"></span>lansowy<span class="_ _b"> </span>nie<span class="_ _7"> </span>ucz<span class="_ _8"></span>estniczy<span class="_ _b"> </span>w<span class="_ _b"> </span>żadnych<span class="_ _b"> </span>prowadzonych<span class="_ _b"> </span>postępowaniach</div><div class="t m0 x11 h6 y362 ff2 fs3 fc2 sc0 ls0 ws0">sądowych,<span class="_ _9"> </span>dlatego<span class="_ _7"> </span>też<span class="_ _9"> </span>ni<span class="_ _8"></span>e<span class="_ _9"> </span>ujmuje<span class="_ _7"> </span>i<span class="_ _9"> </span>nie<span class="_ _7"> </span>wycenia<span class="_ _9"> </span>rezerw<span class="_ _7"> </span>z<span class="_ _9"> </span>tego<span class="_ _7"> </span>tytułu.</div><div class="t m0 x11 h6 y363 ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _14"> </span>ujmowanie<span class="_ _14"> </span>i<span class="_ _13"> </span>wycena<span class="_ _14"> </span>zobowiązań<span class="_ _14"> </span>doty<span class="_ _0"></span>cz<span class="_ _8"></span>ących<span class="_ _14"> </span>niepewnych<span class="_ _14"> </span>pozy<span class="_ _0"></span>cji<span class="_ _14"> </span>podatkowych<span class="_ _14"> </span>-<span class="_ _14"> </span>spółka<span class="_ _13"> </span>na</div><div class="t m0 x11 h6 y364 ff2 fs3 fc2 sc0 ls0 ws0">dzień<span class="_ _10"> </span>bilansowy<span class="_ _12"> </span>nie<span class="_ _12"> </span>posiada<span class="_ _10"> </span>niepewny<span class="_ _0"></span>ch<span class="_ _10"> </span>pozycji<span class="_ _10"> </span>podatkowy<span class="_ _0"></span>ch,<span class="_ _10"> </span>dlatego<span class="_ _12"> </span>też<span class="_ _10"> </span>nie<span class="_ _12"> </span>ujmuje<span class="_ _10"> </span>i<span class="_ _12"> </span>nie</div><div class="t m0 x11 h6 y365 ff2 fs3 fc2 sc0 ls0 ws0">wycenia<span class="_ _9"> </span>zobowi<span class="_ _8"></span>ązań,<span class="_ _9"> </span>które<span class="_ _7"> </span>takich<span class="_ _9"> </span>poz<span class="_ _8"></span>ycji<span class="_ _9"> </span>dotyczą.</div><div class="t m0 x11 h6 y366 ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _13"> </span>wycena<span class="_ _13"> </span>zobowiązań<span class="_ _13"> </span>z<span class="_ _13"> </span>tytu<span class="_ _8"></span>łu<span class="_ _1d"> </span>dł<span class="_ _8"></span>ugoterminowych<span class="_ _13"> </span>świadcze<span class="_ _8"></span>ń<span class="_ _1d"> </span>pracownicz<span class="_ _8"></span>ych<span class="_ _18"> </span>-<span class="_ _1d"> </span>spółka<span class="_ _13"> </span>na<span class="_ _13"> </span>dzi<span class="_ _8"></span>eń</div><div class="t m0 x11 h6 y367 ff2 fs3 fc2 sc0 ls0 ws0">bilansowy<span class="_ _f"> </span>nie<span class="_ _d"> </span>zatrudnia<span class="_ _f"> </span>żadny<span class="_ _0"></span>ch<span class="_ _f"> </span>pracowników,<span class="_ _f"> </span>dlatego<span class="_ _d"> </span>też<span class="_ _f"> </span>nie<span class="_ _d"> </span>ma<span class="_ _f"> </span>konieczności<span class="_ _d"> </span>wyceny</div><div class="t m0 x11 h6 y368 ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań<span class="_ _9"> </span>z<span class="_ _7"> </span>tytułu<span class="_ _9"> </span>jakichkolwiek<span class="_ _7"> </span>świadczeń<span class="_ _7"> </span>pracowniczych.</div><div class="t m0 x11 h6 y369 ff2 fs3 fc2 sc0 ls0 ws0">Te<span class="_ _7"> </span>i<span class="_ _b"> </span>inne<span class="_ _7"> </span>kwestie<span class="_ _7"> </span>podlegaj<span class="_ _8"></span>ą<span class="_ _7"> </span>wymogom<span class="_ _b"> </span>dotyczącym<span class="_ _7"> </span>ujawnie<span class="_ _8"></span>ń<span class="_ _7"> </span>zawartym<span class="_ _b"> </span>w<span class="_ _7"> </span>MSR<span class="_ _7"> </span>1<span class="_ _b"> </span>tylko<span class="_ _7"> </span>wówczas,</div><div class="t m0 x11 h6 y36a ff2 fs3 fc2 sc0 ls0 ws0">gdy<span class="_ _13"> </span>wystąpi<span class="_ _13"> </span>znaczące<span class="_ _13"> </span>ryzyko<span class="_ _13"> </span>spowodowania<span class="_ _13"> </span>ist<span class="_ _8"></span>otnych<span class="_ _13"> </span>korekt<span class="_ _13"> </span>wartości<span class="_ _13"> </span>bilansowych<span class="_ _13"> </span>aktywów<span class="_ _13"> </span>i</div><div class="t m0 x11 h6 y36b ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań<span class="_ _9"> </span>w<span class="_ _7"> </span>kolejnym<span class="_ _7"> </span>roku<span class="_ _9"> </span>obrotowym.</div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">34</div><div class="t m0 x11 h10 y66 ff1 fs3 fc2 sc0 ls0 ws0">1.7.<span class="_ _9"> </span>Środki<span class="_ _7"> </span>pieniężne<span class="_ _9"> </span>i<span class="_ _7"> </span>ich<span class="_ _7"> </span>ekwiwalenty,<span class="_ _9"> </span>przepływy<span class="_ _7"> </span>pieniężne<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>7)</div><div class="t m0 x11 h6 y2f9 ff2 fs3 fc2 sc0 ls0 ws0">Środki<span class="_ _1a"> </span>pieniężne<span class="_ _1a"> </span>i<span class="_ _1a"> </span>ich<span class="_ _1a"> </span>ekwiwalenty<span class="_ _1a"> </span>to<span class="_ _1a"> </span>środki<span class="_ _1a"> </span>pieniężne<span class="_ _1a"> </span>w<span class="_ _1a"> </span>banku<span class="_ _1a"> </span>i<span class="_ _14"> </span>w<span class="_ _1a"> </span>kasie,<span class="_ _1a"> </span>krótkot<span class="_ _8"></span>erminowe</div><div class="t m0 x11 h6 y256 ff2 fs3 fc2 sc0 ls0 ws0">inwestycje<span class="_ _13"> </span>o<span class="_ _13"> </span>bardzo<span class="_ _14"> </span>wysokiej<span class="_ _13"> </span>płynności<span class="_ _13"> </span>(do<span class="_ _13"> </span>t<span class="_ _8"></span>rzech<span class="_ _13"> </span>miesięcy),<span class="_ _13"> </span>które<span class="_ _14"> </span>można<span class="_ _1d"> </span>ł<span class="_ _8"></span>atwo<span class="_ _13"> </span>wymienić<span class="_ _13"> </span>na</div><div class="t m0 x11 h6 y257 ff2 fs3 fc2 sc0 ls0 ws0">określoną<span class="_ _9"> </span>kwotę<span class="_ _7"> </span>środków<span class="_ _9"> </span>pienięż<span class="_ _8"></span>nych<span class="_ _9"> </span>i<span class="_ _7"> </span>które<span class="_ _9"> </span>podlegają<span class="_ _7"> </span>nieznacznemu<span class="_ _7"> </span>ry<span class="_ _0"></span>zyku<span class="_ _7"> </span>zmiany<span class="_ _7"> </span>wartości.</div><div class="t m0 x11 h6 y258 ff2 fs3 fc2 sc0 ls0 ws0">Sprawozdanie<span class="_ _4"> </span>z<span class="_ _4"> </span>przepływów<span class="_ _4"> </span>pi<span class="_ _8"></span>eniężny<span class="_ _0"></span>ch<span class="_ _11"> </span>przedstawia<span class="_ _b"> </span>prz<span class="_ _8"></span>epływy<span class="_ _4"> </span>pieniężne<span class="_ _4"> </span>w<span class="_ _4"> </span>okresie<span class="_ _4"> </span>w<span class="_ _4"> </span>podzi<span class="_ _8"></span>ale</div><div class="t m0 x11 h6 y36c ff2 fs3 fc2 sc0 ls0 ws0">na<span class="_ _1a"> </span>działalność<span class="_ _1a"> </span>operacyjn<span class="_ _8"></span>ą,<span class="_ _1a"> </span>inwestycyjną<span class="_ _1a"> </span>i<span class="_ _1a"> </span>finansow<span class="_ _8"></span>ą.<span class="_ _1a"> </span>Spółka<span class="_ _1a"> </span>raportuje<span class="_ _12"> </span>przepływy<span class="_ _1a"> </span>pieniężne<span class="_ _1a"> </span>z</div><div class="t m0 x11 h6 y36d ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _13"> </span>operacyjnej<span class="_ _13"> </span>metodą<span class="_ _13"> </span>pośrednią,<span class="_ _13"> </span>w<span class="_ _13"> </span>której<span class="_ _13"> </span>zysk<span class="_ _1d"> </span>lub<span class="_ _13"> </span>stratę<span class="_ _13"> </span>netto<span class="_ _13"> </span>koryguje<span class="_ _13"> </span>się<span class="_ _13"> </span>o<span class="_ _13"> </span>skutki</div><div class="t m0 x11 h6 y36e ff2 fs3 fc2 sc0 ls0 ws0">transakcji<span class="_ _14"> </span>o<span class="_ _13"> </span>charakterze<span class="_ _14"> </span>niegotówkowy<span class="_ _0"></span>m,<span class="_ _14"> </span>wszelkie<span class="_ _13"> </span>odroczenia<span class="_ _14"> </span>lub<span class="_ _13"> </span>rozlicz<span class="_ _8"></span>enia<span class="_ _13"> </span>międz<span class="_ _8"></span>yokresowe</div><div class="t m0 x11 h6 y2fd ff2 fs3 fc2 sc0 ls0 ws0">przeszłych<span class="_ _7"> </span>lub<span class="_ _b"> </span>przyszły<span class="_ _0"></span>ch<span class="_ _b"> </span>wpływów<span class="_ _7"> </span>lub<span class="_ _7"> </span>płatno<span class="_ _8"></span>ści<span class="_ _7"> </span>środków<span class="_ _7"> </span>pieniężnych<span class="_ _7"> </span>z<span class="_ _b"> </span>działalności<span class="_ _7"> </span>operacyjnej</div><div class="t m0 x11 h6 y38 ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _7"> </span>pozy<span class="_ _0"></span>cje<span class="_ _7"> </span>przychodów<span class="_ _7"> </span>lub<span class="_ _9"> </span>wydatki<span class="_ _7"> </span>związane<span class="_ _7"> </span>z<span class="_ _9"> </span>inwestowaniem<span class="_ _7"> </span>lub<span class="_ _7"> </span>finansowaniem<span class="_ _9"> </span>prz<span class="_ _8"></span>epływów</div><div class="t m0 x11 h6 y2fe ff2 fs3 fc2 sc0 ls0 ws0">pieniężnych.</div><div class="t m0 x11 h10 y36f ff1 fs3 fc2 sc0 ls0 ws0">1.8.<span class="_ _9"> </span>Kapitał<span class="_ _7"> </span>zakładowy<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>1)</div><div class="t m0 x11 h6 y370 ff2 fs3 fc2 sc0 ls0 ws0">Akcje<span class="_ _10"> </span>zwy<span class="_ _0"></span>k<span class="_ _8"></span>łe<span class="_ _10"> </span>zalicza<span class="_ _12"> </span>się<span class="_ _10"> </span>do<span class="_ _10"> </span>kapitału<span class="_ _10"> </span>własnego.<span class="_ _12"> </span>Wydatki<span class="_ _10"> </span>związane<span class="_ _10"> </span>z<span class="_ _10"> </span>emisją<span class="_ _12"> </span>akcji<span class="_ _10"> </span>zwykłych</div><div class="t m0 x11 h6 y371 ff2 fs3 fc2 sc0 ls0 ws0">ujmowane<span class="_ _f"> </span>są<span class="_ _d"> </span>jako<span class="_ _d"> </span>zmniejszenie<span class="_ _f"> </span>kapitału<span class="_ _d"> </span>własnego.<span class="_ _d"> </span>Akcje<span class="_ _f"> </span>własne<span class="_ _d"> </span>nabyte<span class="_ _f"> </span>przez<span class="_ _d"> </span>jednostkę</div><div class="t m0 x11 h6 y372 ff2 fs3 fc2 sc0 ls0 ws0">dominującą<span class="_ _10"> </span>uj<span class="_ _8"></span>mowane<span class="_ _10"> </span>są jako<span class="_ _10"> </span>zmniejszenie kapitału<span class="_ _10"> </span>własnego<span class="_ _10"> </span>(w pozy<span class="_ _0"></span>cji<span class="_ _10"> </span>„<span class="_ _8"></span>Akcje<span class="_ _10"> </span>własne<span class="_ _8"></span>”).</div><div class="t m0 x11 h6 y373 ff2 fs3 fc2 sc0 ls0 ws0">Wydatki<span class="_ _7"> </span>i<span class="_ _9"> </span>wkłady<span class="_ _9"> </span>z<span class="_ _8"></span>wiązane<span class="_ _9"> </span>z<span class="_ _7"> </span>akcjami<span class="_ _9"> </span>wł<span class="_ _8"></span>asny<span class="_ _0"></span>mi<span class="_ _7"> </span>ujmowane<span class="_ _7"> </span>są<span class="_ _9"> </span>w<span class="_ _9"> </span>kapitale<span class="_ _7"> </span>własnym.</div><div class="t m0 x11 h10 y374 ff1 fs3 fc2 sc0 ls0 ws0">1.9.<span class="_ _9"> </span>Premia<span class="_ _7"> </span>akcyjna<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>1)</div><div class="t m0 x11 h6 y375 ff2 fs3 fc2 sc0 ls0 ws0">Różnice<span class="_ _4"> </span>pomiędzy<span class="_ _4"> </span>wartością<span class="_ _11"> </span>g<span class="_ _0"></span>odziwą<span class="_ _4"> </span>otrzymanej<span class="_ _4"> </span>z<span class="_ _8"></span>apłaty<span class="_ _4"> </span>a<span class="_ _4"> </span>wartością<span class="_ _4"> </span>nomi<span class="_ _8"></span>nalną<span class="_ _b"> </span>akcji<span class="_ _11"> </span>ujmowane</div><div class="t m0 x11 h6 y376 ff2 fs3 fc2 sc0 ls0 ws0">są<span class="_ _1a"> </span>w<span class="_ _1a"> </span>agio<span class="_ _1a"> </span>emisyjnym.<span class="_ _1a"> </span>W<span class="_ _1a"> </span>prz<span class="_ _8"></span>ypadku<span class="_ _1a"> </span>wykupu<span class="_ _1a"> </span>akcji<span class="_ _1a"> </span>kwota<span class="_ _1a"> </span>zapłacona<span class="_ _1a"> </span>za<span class="_ _1a"> </span>akcje<span class="_ _1a"> </span>obciąża<span class="_ _12"> </span>kapitał</div><div class="t m0 x11 h6 y377 ff2 fs3 fc2 sc0 ls0 ws0">własny<span class="_ _9"> </span>i<span class="_ _7"> </span>jest<span class="_ _9"> </span>wykazywana<span class="_ _7"> </span>w<span class="_ _9"> </span>sprawozdaniu<span class="_ _7"> </span>z<span class="_ _9"> </span>sytuacji<span class="_ _7"> </span>finansowej<span class="_ _7"> </span>w<span class="_ _9"> </span>kapitałach<span class="_ _7"> </span>własnych.</div><div class="t m0 x11 h6 y378 ff2 fs3 fc2 sc0 ls0 ws0">Koszty emisji<span class="_ _17"> </span>akcji poniesione prz<span class="_ _8"></span>y zawiązaniu<span class="_ _17"> </span>spółki akcyjnej l<span class="_ _8"></span>ub podwyższeniu kapitału</div><div class="t m0 x11 h6 y379 ff2 fs3 fc2 sc0 ls0 ws0">zakładowego<span class="_ _14"> </span>pomniejszają<span class="_ _14"> </span>kapitał<span class="_ _13"> </span>zapasowy<span class="_ _14"> </span>jednostki<span class="_ _14"> </span>do<span class="_ _13"> </span>wysokości<span class="_ _14"> </span>nadwyżki<span class="_ _14"> </span>wartości<span class="_ _13"> </span>emisji</div><div class="t m0 x11 h6 y37a ff2 fs3 fc2 sc0 ls0 ws0">nad<span class="_ _9"> </span>wartością<span class="_ _7"> </span>nominalną<span class="_ _7"> </span>akcji,<span class="_ _9"> </span>a<span class="_ _7"> </span>pozostałą<span class="_ _9"> </span>część<span class="_ _7"> </span>klasyfikuje<span class="_ _9"> </span>się<span class="_ _7"> </span>jako<span class="_ _9"> </span>wydatki<span class="_ _7"> </span>finansowe.</div><div class="t m0 x11 h10 y37b ff1 fs3 fc2 sc0 ls0 ws0">1.10.<span class="_ _9"> </span>Kapitał<span class="_ _7"> </span>rezerwowy<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>1)</div><div class="t m0 x11 h6 y2b4 ff2 fs3 fc2 sc0 ls0 ws0">Kapitał<span class="_ _e"> </span>rezerwowy<span class="_ _e"> </span>jest<span class="_ _e"> </span>tworzony<span class="_ _f"> </span>z<span class="_ _8"></span>godnie<span class="_ _e"> </span>z<span class="_ _f"> </span>wymogam<span class="_ _8"></span>i<span class="_ _e"> </span>Kodeksu<span class="_ _e"> </span>Handlowego<span class="_ _e"> </span>Republiki</div><div class="t m0 x11 h6 y37c ff2 fs3 fc2 sc0 ls0 ws0">Estońskiej.<span class="_ _1a"> </span>W<span class="_ _1a"> </span>ka<span class="_ _8"></span>żdy<span class="_ _0"></span>m<span class="_ _12"> </span>roku<span class="_ _1a"> </span>obrotowym<span class="_ _1a"> </span>co<span class="_ _1a"> </span>najm<span class="_ _8"></span>niej<span class="_ _1a"> </span>5%<span class="_ _12"> </span>zysku<span class="_ _1a"> </span>netto<span class="_ _1a"> </span>przelewa<span class="_ _12"> </span>się<span class="_ _1a"> </span>na<span class="_ _1a"> </span>kapitał</div><div class="t m0 x11 h6 y37d ff2 fs3 fc2 sc0 ls0 ws0">rezerwowy,<span class="_ _1b"> </span>dopóki<span class="_ _17"> </span>kapit<span class="_ _8"></span>ał<span class="_ _17"> </span>rezerwowy<span class="_ _1b"> </span>nie<span class="_ _1b"> </span>osiągnie<span class="_ _1b"> </span>jednej<span class="_ _1b"> </span>dziesiątej<span class="_ _1b"> </span>kapitału<span class="_ _17"> </span>z<span class="_ _8"></span>akładowego.</div><div class="t m0 x11 h6 y37e ff2 fs3 fc2 sc0 ls0 ws0">Kapitał<span class="_ _1b"> </span>rezerwowy<span class="_ _d"> </span>może<span class="_ _1b"> </span>być<span class="_ _17"> </span>wykorzystany<span class="_ _d"> </span>na<span class="_ _17"> </span>pokrycie<span class="_ _d"> </span>straty<span class="_ _1b"> </span>lub<span class="_ _1b"> </span>podwyższenie<span class="_ _1b"> </span>kapita<span class="_ _8"></span>łu</div><div class="t m0 x11 h6 y37f ff2 fs3 fc2 sc0 ls0 ws0">zakładowego.<span class="_ _1d"> </span>Wpłaty<span class="_ _11"> </span>na<span class="_ _1d"> </span>rzecz<span class="_ _1d"> </span>akcjonariuszy<span class="_ _1d"> </span>nie<span class="_ _11"> </span>będą<span class="_ _1d"> </span>dokonywane<span class="_ _1d"> </span>z<span class="_ _1d"> </span>kapitału<span class="_ _11"> </span>rez<span class="_ _8"></span>erwowego.<span class="_ _11"> </span>W</div><div class="t m0 x11 h6 y380 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdaniu<span class="_ _17"> </span>z s<span class="_ _8"></span>ytuacji finansowej<span class="_ _1b"> </span>kapitał rezerwowy<span class="_ _17"> </span>ujmowany<span class="_ _17"> </span>j<span class="_ _8"></span>est w<span class="_ _17"> </span>poz<span class="_ _8"></span>ycji Pozostałe</div><div class="t m0 x11 h6 y381 ff2 fs3 fc2 sc0 ls0 ws0">kapitały<span class="_ _7"> </span>rezerwowe.</div><div class="t m0 x11 h10 y382 ff1 fs3 fc2 sc0 ls0 ws0">1.11.<span class="_ _9"> </span>Zysk<span class="_ _7"> </span>na<span class="_ _9"> </span>akcję<span class="_ _7"> </span>(MSR<span class="_ _9"> </span>33)</div><div class="t m0 x11 h6 y383 ff2 fs3 fc2 sc0 ls0 ws0">Podstawowy<span class="_ _10"> </span>zy<span class="_ _0"></span>sk<span class="_ _10"> </span>na<span class="_ _12"> </span>akcję<span class="_ _10"> </span>oblicza<span class="_ _12"> </span>się<span class="_ _10"> </span>poprzez<span class="_ _12"> </span>podz<span class="_ _8"></span>ielenie<span class="_ _12"> </span>z<span class="_ _8"></span>ysku<span class="_ _12"> </span>za<span class="_ _10"> </span>rok<span class="_ _12"> </span>przypadaj<span class="_ _8"></span>ącego<span class="_ _12"> </span>na</div><div class="t m0 x11 h6 y384 ff2 fs3 fc2 sc0 ls0 ws0">zwykłych<span class="_ _1d"> </span>akcjonariuszy<span class="_ _1d"> </span>Spółki<span class="_ _1d"> </span>prz<span class="_ _8"></span>ez<span class="_ _1d"> </span>średnią<span class="_ _1d"> </span>ważoną<span class="_ _1d"> </span>licz<span class="_ _8"></span>bę<span class="_ _1d"> </span>akcji<span class="_ _1d"> </span>występujących<span class="_ _1d"> </span>w<span class="_ _13"> </span>ciągu<span class="_ _1d"> </span>roku.</div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">35</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Zysk<span class="_ _14"> </span>rozwodniony<span class="_ _14"> </span>na<span class="_ _14"> </span>akcję<span class="_ _14"> </span>oblicza<span class="_ _14"> </span>się,<span class="_ _14"> </span>dzieląc<span class="_ _14"> </span>z<span class="_ _8"></span>ysk<span class="_ _14"> </span>przypadający<span class="_ _14"> </span>akcjonariuszom<span class="_ _14"> </span>Spółki<span class="_ _14"> </span>(po</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">skorygowaniu<span class="_ _b"> </span>o<span class="_ _b"> </span>odsetki<span class="_ _7"> </span>od<span class="_ _b"> </span>konwertowal<span class="_ _8"></span>nych<span class="_ _b"> </span>akcji<span class="_ _b"> </span>uprzywilejowanych)<span class="_ _b"> </span>przez<span class="_ _b"> </span>średni<span class="_ _b"> </span>ważony<span class="_ _b"> </span>stan</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">akcji<span class="_ _1a"> </span>pozostających<span class="_ _12"> </span>w<span class="_ _1a"> </span>obrocie<span class="_ _1a"> </span>w<span class="_ _1a"> </span>ciągu<span class="_ _1a"> </span>roku,<span class="_ _1a"> </span>powi<span class="_ _8"></span>ększony<span class="_ _1a"> </span>o<span class="_ _1a"> </span>średni<span class="_ _1a"> </span>ważony<span class="_ _1a"> </span>stan<span class="_ _12"> </span>akcji,<span class="_ _1a"> </span>które</div><div class="t m0 x11 h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">zostałyby<span class="_ _4"> </span>wyemitowane<span class="_ _4"> </span>w<span class="_ _4"> </span>przypadku<span class="_ _b"> </span>konwersji<span class="_ _11"> </span>wszy<span class="_ _0"></span>stkich<span class="_ _4"> </span>rozwadniających<span class="_ _4"> </span>potencjalnych<span class="_ _4"> </span>akcji</div><div class="t m0 x11 h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">na<span class="_ _9"> </span>akcje.</div><div class="t m0 x11 h10 y2fa ff1 fs3 fc2 sc0 ls0 ws0">1.12.<span class="_ _9"> </span>Zobowiązan<span class="_ _8"></span>ia<span class="_ _9"> </span>finansowe<span class="_ _9"> </span>(MSS<span class="_ _8"></span>F<span class="_ _9"> </span>9,<span class="_ _7"> </span>MSR<span class="_ _9"> </span>32)</div><div class="t m0 x11 h6 y36d ff2 fs3 fc2 sc0 ls0 ws0">Wszystkie<span class="_ _f"> </span>zobowiązania<span class="_ _f"> </span>finansowe<span class="_ _f"> </span>(zobowiązania<span class="_ _f"> </span>handlowe,<span class="_ _f"> </span>inne<span class="_ _f"> </span>zobowiązania<span class="_ _f"> </span>krótko-<span class="_ _f"> </span>i</div><div class="t m0 x11 h6 y36e ff2 fs3 fc2 sc0 ls0 ws0">długoterminowe,<span class="_ _1e"> </span>poży<span class="_ _0"></span>czki<span class="_ _1e"> </span>itp.)<span class="_ _24"> </span>są<span class="_ _24"> </span>pocz<span class="_ _8"></span>ątkowo<span class="_ _24"> </span>ujmowane<span class="_ _1e"> </span>według<span class="_ _24"> </span>wartości<span class="_ _1e"> </span>godziwej,</div><div class="t m0 x11 h6 y2fd ff2 fs3 fc2 sc0 ls0 ws0">pomniejszonej<span class="_ _25"> </span>o<span class="_ _25"> </span>wszelkie<span class="_ _25"> </span>koszty<span class="_ _25"> </span>transakcji.<span class="_ _25"> </span>Są<span class="_ _25"> </span>one<span class="_ _25"> </span>następni<span class="_ _8"></span>e<span class="_ _25"> </span>ujmowane<span class="_ _25"> </span>według</div><div class="t m0 x11 h6 y38 ff2 fs3 fc2 sc0 ls0 ws0">zamortyzowanego<span class="_ _9"> </span>kosz<span class="_ _8"></span>tu,<span class="_ _9"> </span>przy<span class="_ _7"> </span>zastosowaniu<span class="_ _9"> </span>metody<span class="_ _7"> </span>efektywnej<span class="_ _9"> </span>st<span class="_ _8"></span>opy<span class="_ _9"> </span>procentowej.</div><div class="t m0 x11 h6 y2a0 ff2 fs3 fc2 sc0 ls0 ws0">Zamortyzowany<span class="_ _1a"> </span>koszt<span class="_ _14"> </span>krótkot<span class="_ _8"></span>erminowy<span class="_ _0"></span>ch<span class="_ _1a"> </span>zobowiązań<span class="_ _1a"> </span>finansowy<span class="_ _0"></span>ch<span class="_ _1a"> </span>zasadniczo<span class="_ _14"> </span>j<span class="_ _8"></span>est<span class="_ _1a"> </span>równy<span class="_ _14"> </span>ich</div><div class="t m0 x11 h6 y36f ff2 fs3 fc2 sc0 ls0 ws0">wartości<span class="_ _d"> </span>nominalnej;<span class="_ _f"> </span>dlatego<span class="_ _d"> </span>krótkoterminowe<span class="_ _d"> </span>zobowiązania<span class="_ _d"> </span>finansowe<span class="_ _f"> </span>są<span class="_ _d"> </span>wykazy<span class="_ _0"></span>wane<span class="_ _f"> </span>w</div><div class="t m0 x11 h6 y300 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdaniu<span class="_ _24"> </span>z<span class="_ _24"> </span>sytuacji<span class="_ _1e"> </span>finansowej<span class="_ _24"> </span>według<span class="_ _24"> </span>warto<span class="_ _8"></span>ści<span class="_ _24"> </span>umorzenia.<span class="_ _24"> </span>W<span class="_ _1e"> </span>celu<span class="_ _24"> </span>wyliczenia</div><div class="t m0 x11 h6 y301 ff2 fs3 fc2 sc0 ls0 ws0">zamortyzowanego<span class="_ _11"> </span>kosztu<span class="_ _11"> </span>długoterminowych<span class="_ _11"> </span>zobowiązań<span class="_ _11"> </span>finansowych<span class="_ _11"> </span>ujmuje<span class="_ _11"> </span>się<span class="_ _11"> </span>je<span class="_ _4"> </span>począ<span class="_ _8"></span>tkowo</div><div class="t m0 x11 h6 y302 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _b"> </span>wartości<span class="_ _b"> </span>godziwej<span class="_ _b"> </span>otrzymanych<span class="_ _7"> </span>wpływów<span class="_ _b"> </span>(pomniejszonej<span class="_ _b"> </span>o<span class="_ _b"> </span>poniesione<span class="_ _b"> </span>koszty<span class="_ _7"> </span>t<span class="_ _8"></span>ransakcji),<span class="_ _b"> </span>a<span class="_ _7"> </span>od</div><div class="t m0 x11 h6 y303 ff2 fs3 fc2 sc0 ls0 ws0">zobowiązania<span class="_ _10"> </span>w kolejny<span class="_ _0"></span>ch<span class="_ _10"> </span>okresach nalicza<span class="_ _10"> </span>się<span class="_ _10"> </span>kosz<span class="_ _8"></span>t<span class="_ _10"> </span>odsetkowy pr<span class="_ _0"></span>zy<span class="_ _10"> </span>zastosowaniu metody</div><div class="t m0 x11 h6 y304 ff2 fs3 fc2 sc0 ls0 ws0">efektywnej<span class="_ _7"> </span>stopy<span class="_ _9"> </span>procentowej.</div><div class="t m0 x11 h6 y385 ff2 fs3 fc2 sc0 ls0 ws0">Zobowiązanie<span class="_ _14"> </span>finansowe<span class="_ _14"> </span>klasyfikuje<span class="_ _14"> </span>się<span class="_ _14"> </span>jako<span class="_ _14"> </span>krótkoterminowe,<span class="_ _14"> </span>gdy<span class="_ _14"> </span>ma<span class="_ _14"> </span>zostać<span class="_ _14"> </span>uregulowane<span class="_ _14"> </span>w</div><div class="t m0 x11 h6 y386 ff2 fs3 fc2 sc0 ls0 ws0">ciągu<span class="_ _b"> </span>12<span class="_ _b"> </span>miesięcy<span class="_ _b"> </span>od<span class="_ _7"> </span>dni<span class="_ _8"></span>a<span class="_ _b"> </span>bilansowego<span class="_ _7"> </span>lub<span class="_ _b"> </span>S<span class="_ _8"></span>półka<span class="_ _7"> </span>nie<span class="_ _b"> </span>ma<span class="_ _b"> </span>bezwarunkowego<span class="_ _b"> </span>prawa<span class="_ _b"> </span>do<span class="_ _b"> </span>odroczenia</div><div class="t m0 x11 h6 y387 ff2 fs3 fc2 sc0 ls0 ws0">jego<span class="_ _4"> </span>spłaty<span class="_ _4"> </span>o<span class="_ _11"> </span>co<span class="_ _4"> </span>najmniej<span class="_ _4"> </span>12<span class="_ _11"> </span>miesięcy<span class="_ _4"> </span>od<span class="_ _4"> </span>dnia<span class="_ _11"> </span>bilansowego.<span class="_ _4"> </span>Zobowiązania<span class="_ _4"> </span>oprocentowane,<span class="_ _11"> </span>które</div><div class="t m0 x11 h6 y388 ff2 fs3 fc2 sc0 ls0 ws0">są<span class="_ _12"> </span>wymagalne<span class="_ _10"> </span>w<span class="_ _1a"> </span>ci<span class="_ _8"></span>ągu<span class="_ _12"> </span>12<span class="_ _10"> </span>miesięcy<span class="_ _12"> </span>od<span class="_ _12"> </span>dnia<span class="_ _10"> </span>bilansowego,<span class="_ _12"> </span>ale<span class="_ _12"> </span>które<span class="_ _10"> </span>po<span class="_ _12"> </span>dniu<span class="_ _12"> </span>bil<span class="_ _8"></span>ansowym<span class="_ _12"> </span>są</div><div class="t m0 x11 h6 y389 ff2 fs3 fc2 sc0 ls0 ws0">refinansowane<span class="_ _15"> </span>jako<span class="_ _15"> </span>długoterminowe,<span class="_ _15"> </span>są<span class="_ _15"> </span>ujmowane<span class="_ _15"> </span>jako<span class="_ _15"> </span>krótkoterminowe<span class="_ _1c"> </span>zobowiązania</div><div class="t m0 x11 h6 y30a ff2 fs3 fc2 sc0 ls0 ws0">oprocentowane.<span class="_ _14"> </span>Poży<span class="_ _0"></span>czki<span class="_ _14"> </span>kl<span class="_ _8"></span>asy<span class="_ _0"></span>fikuje<span class="_ _14"> </span>się<span class="_ _14"> </span>również<span class="_ _14"> </span>jako<span class="_ _14"> </span>krótkoterminowe,<span class="_ _13"> </span>je<span class="_ _8"></span>żeli<span class="_ _14"> </span>poży<span class="_ _0"></span>czkodawca</div><div class="t m0 x11 h6 y30b ff2 fs3 fc2 sc0 ls0 ws0">posiadał<span class="_ _4"> </span>na<span class="_ _11"> </span>dzień<span class="_ _4"> </span>bilansowy<span class="_ _11"> </span>umowne<span class="_ _4"> </span>prawo<span class="_ _4"> </span>ż<span class="_ _8"></span>ądania<span class="_ _4"> </span>natychmiastowej<span class="_ _11"> </span>spłaty<span class="_ _4"> </span>pożyczki<span class="_ _11"> </span>z<span class="_ _4"> </span>powodu</div><div class="t m0 x11 h6 y30c ff2 fs3 fc2 sc0 ls0 ws0">naruszenia<span class="_ _9"> </span>warunk<span class="_ _8"></span>ów<span class="_ _9"> </span>określonych<span class="_ _7"> </span>w<span class="_ _9"> </span>umowie.</div><div class="t m0 x11 h10 y38a ff1 fs3 fc2 sc0 ls0 ws0">1.13.<span class="_ _9"> </span>Rezerwy<span class="_ _7"> </span>i<span class="_ _9"> </span>zobow<span class="_ _8"></span>iązania<span class="_ _9"> </span>waru<span class="_ _8"></span>nkowe<span class="_ _9"> </span>(MSR<span class="_ _9"> </span>37)</div><div class="t m0 x11 h6 y38b ff2 fs3 fc2 sc0 ls0 ws0">Rezerwy<span class="_ _4"> </span>ujmuje<span class="_ _b"> </span>się,<span class="_ _4"> </span>gdy<span class="_ _b"> </span>na<span class="_ _4"> </span>Spółce<span class="_ _4"> </span>ciąży<span class="_ _b"> </span>z<span class="_ _8"></span>obowiązanie<span class="_ _b"> </span>(prawne<span class="_ _4"> </span>lub<span class="_ _b"> </span>zwyczajowo<span class="_ _4"> </span>oczekiwane)<span class="_ _4"> </span>ze</div><div class="t m0 x11 h6 y38c ff2 fs3 fc2 sc0 ls0 ws0">względu<span class="_ _f"> </span>na<span class="_ _d"> </span>przeszłe<span class="_ _f"> </span>zdarzenia<span class="_ _f"> </span>i<span class="_ _d"> </span>prawdopodobne<span class="_ _d"> </span>j<span class="_ _8"></span>est,<span class="_ _d"> </span>ż<span class="_ _8"></span>e<span class="_ _d"> </span>S<span class="_ _8"></span>półka<span class="_ _d"> </span>będz<span class="_ _8"></span>ie<span class="_ _d"> </span>z<span class="_ _8"></span>obowiązana<span class="_ _d"> </span>do</div><div class="t m0 x11 h6 y38d ff2 fs3 fc2 sc0 ls0 ws0">uregulowania<span class="_ _7"> </span>tego<span class="_ _9"> </span>obowiązku<span class="_ _9"> </span>i<span class="_ _7"> </span>można<span class="_ _7"> </span>dokonać<span class="_ _9"> </span>wiarygodnego<span class="_ _9"> </span>osz<span class="_ _8"></span>acowania<span class="_ _9"> </span>kwoty<span class="_ _7"> </span>zobowiązania.</div><div class="t m0 x11 h6 y38e ff2 fs3 fc2 sc0 ls0 ws0">Kwota<span class="_ _d"> </span>ujęta<span class="_ _d"> </span>jako<span class="_ _1b"> </span>rezerwa<span class="_ _d"> </span>jest<span class="_ _1b"> </span>najl<span class="_ _8"></span>epszym<span class="_ _d"> </span>szacunkiem<span class="_ _1b"> </span>zapłaty<span class="_ _d"> </span>niezbędnej<span class="_ _d"> </span>do<span class="_ _d"> </span>wy<span class="_ _0"></span>pełnienia</div><div class="t m0 x11 h6 y38f ff2 fs3 fc2 sc0 ls0 ws0">obecnego<span class="_ _b"> </span>obowiązku<span class="_ _b"> </span>na<span class="_ _7"> </span>koniec<span class="_ _b"> </span>okresu<span class="_ _b"> </span>sprawozdawczego,<span class="_ _b"> </span>biorąc<span class="_ _b"> </span>pod<span class="_ _b"> </span>uwagę<span class="_ _7"> </span>ryzyko<span class="_ _b"> </span>i<span class="_ _b"> </span>niepewność</div><div class="t m0 x11 h6 y60 ff2 fs3 fc2 sc0 ls0 ws0">związaną<span class="_ _7"> </span>z<span class="_ _7"> </span>tym<span class="_ _7"> </span>obowiązkiem.<span class="_ _7"> </span>Gdy<span class="_ _7"> </span>rezerwa<span class="_ _7"> </span>jest<span class="_ _7"> </span>wyceniana<span class="_ _7"> </span>na<span class="_ _7"> </span>podstawie<span class="_ _7"> </span>przepływów<span class="_ _7"> </span>pienięż<span class="_ _8"></span>nych</div><div class="t m0 x11 h6 y390 ff2 fs3 fc2 sc0 ls0 ws0">oszacowanych<span class="_ _10"> </span>w<span class="_ _10"> </span>celu<span class="_ _10"> </span>rozliczenia<span class="_ _10"> </span>bieżącego<span class="_ _10"> </span>zobowiąz<span class="_ _8"></span>ania,<span class="_ _10"> </span>jej<span class="_ _10"> </span>wartość<span class="_ _10"> </span>bilansowa<span class="_ _10"> </span>odpowiada</div><div class="t m0 x11 h6 y391 ff2 fs3 fc2 sc0 ls0 ws0">wartości<span class="_ _9"> </span>bież<span class="_ _8"></span>ącej<span class="_ _9"> </span>t<span class="_ _8"></span>ych<span class="_ _9"> </span>przepływów<span class="_ _7"> </span>(gdy<span class="_ _9"> </span>wpływ<span class="_ _9"> </span>wartości<span class="_ _7"> </span>pieniądz<span class="_ _8"></span>a<span class="_ _9"> </span>w<span class="_ _9"> </span>cz<span class="_ _8"></span>asie<span class="_ _9"> </span>jest<span class="_ _7"> </span>istotny).</div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">36</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Gdy<span class="_ _9"> </span>ocz<span class="_ _8"></span>ekuje<span class="_ _9"> </span>się,<span class="_ _7"> </span>że<span class="_ _9"> </span>część<span class="_ _7"> </span>lub<span class="_ _9"> </span>wszystkie<span class="_ _7"> </span>korzyści<span class="_ _9"> </span>ekonomicz<span class="_ _8"></span>ne<span class="_ _9"> </span>wymagane<span class="_ _7"> </span>do<span class="_ _9"> </span>roz<span class="_ _8"></span>liczenia<span class="_ _9"> </span>rezerwy</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">zostaną<span class="_ _14"> </span>odz<span class="_ _8"></span>yskane<span class="_ _14"> </span>od<span class="_ _14"> </span>strony<span class="_ _14"> </span>trz<span class="_ _8"></span>eciej,<span class="_ _14"> </span>należność<span class="_ _1a"> </span>ujmuje<span class="_ _14"> </span>się<span class="_ _14"> </span>jako<span class="_ _14"> </span>składnik<span class="_ _1a"> </span>aktywów,<span class="_ _14"> </span>jeżeli<span class="_ _14"> </span>jest</div><div class="t m0 x11 h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">praktycznie<span class="_ _7"> </span>pewne,<span class="_ _9"> </span>że<span class="_ _9"> </span>nast<span class="_ _8"></span>ąpi<span class="_ _9"> </span>z<span class="_ _8"></span>wrot<span class="_ _9"> </span>kosztów.</div><div class="t m0 x11 h9 y257 ff4 fs3 fc2 sc0 ls0 ws0">Warunkowe<span class="_ _9"> </span>zobow<span class="_ _8"></span>iązania</div><div class="t m0 x11 h6 y258 ff2 fs3 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _7"> </span>warunkowe<span class="_ _9"> </span>to<span class="_ _7"> </span>takie<span class="_ _7"> </span>zobowiązania,<span class="_ _7"> </span>których<span class="_ _7"> </span>realizacja<span class="_ _7"> </span>jest<span class="_ _9"> </span>mni<span class="_ _8"></span>ej<span class="_ _9"> </span>prawdopodobna<span class="_ _7"> </span>niż</div><div class="t m0 x11 h6 y36c ff2 fs3 fc2 sc0 ls0 ws0">brak<span class="_ _1a"> </span>realiz<span class="_ _8"></span>acji<span class="_ _1a"> </span>lub<span class="_ _1a"> </span>których<span class="_ _1a"> </span>kwoty<span class="_ _12"> </span>nie<span class="_ _1a"> </span>można<span class="_ _1a"> </span>wystarczająco<span class="_ _1a"> </span>wiarygodnie<span class="_ _12"> </span>wycenić.<span class="_ _1a"> </span>Spół<span class="_ _8"></span>ka<span class="_ _1a"> </span>nie</div><div class="t m0 x11 h6 y36d ff2 fs3 fc2 sc0 ls0 ws0">rozpoznaje<span class="_ _e"> </span>z<span class="_ _8"></span>obowiązań<span class="_ _e"> </span>warunkowych,<span class="_ _e"> </span>ale<span class="_ _e"> </span>ujawnia<span class="_ _e"> </span>z<span class="_ _8"></span>więzły<span class="_ _e"> </span>opis<span class="_ _e"> </span>charakteru<span class="_ _16"> </span>zobowiązania</div><div class="t m0 x11 h6 y36e ff2 fs3 fc2 sc0 ls0 ws0">warunkowego<span class="_ _1d"> </span>oraz,<span class="_ _1d"> </span>jeśli<span class="_ _11"> </span>jest<span class="_ _1d"> </span>to<span class="_ _1d"> </span>wykonalne,<span class="_ _1d"> </span>oszacowanie<span class="_ _1d"> </span>jego<span class="_ _11"> </span>s<span class="_ _8"></span>kutków<span class="_ _1d"> </span>finansowych;<span class="_ _1d"> </span>wskazanie</div><div class="t m0 x11 h6 y2fd ff2 fs3 fc2 sc0 ls0 ws0">niepewności<span class="_ _19"> </span>z<span class="_ _8"></span>wiązanych<span class="_ _19"> </span>z<span class="_ _19"> </span>kwotą<span class="_ _19"> </span>lub<span class="_ _18"> </span>terminem<span class="_ _19"> </span>wszelkich<span class="_ _19"> </span>wypływów;<span class="_ _19"> </span>oraz<span class="_ _18"> </span>możliwość</div><div class="t m0 x11 h6 y38 ff2 fs3 fc2 sc0 ls0 ws0">jakiegokolwiek<span class="_ _7"> </span>zwrotu,<span class="_ _9"> </span>chyba<span class="_ _9"> </span>ż<span class="_ _8"></span>e<span class="_ _9"> </span>możliwość<span class="_ _7"> </span>jakiegokolwiek<span class="_ _7"> </span>wy<span class="_ _0"></span>pł<span class="_ _8"></span>ywu<span class="_ _9"> </span>w<span class="_ _7"> </span>rozliczeniu<span class="_ _9"> </span>jest<span class="_ _7"> </span>odległa.</div><div class="t m0 x11 h10 y2a0 ff1 fs3 fc2 sc0 ls0 ws0">1.14.<span class="_ _9"> </span>Ujmowanie<span class="_ _7"> </span>przychodów<span class="_ _9"> </span>(MSSF<span class="_ _7"> </span>15)</div><div class="t m0 x11 hf y392 ff5 fs3 fc2 sc0 ls0 ws0">Dochód<span class="_ _9"> </span>z<span class="_ _7"> </span>tytułu<span class="_ _9"> </span>odsetek</div><div class="t m0 x11 h6 y393 ff2 fs3 fc2 sc0 ls0 ws0">Przychody<span class="_ _11"> </span>z<span class="_ _1d"> </span>tytułu<span class="_ _11"> </span>odsetek<span class="_ _1d"> </span>ujmuje<span class="_ _11"> </span>się,<span class="_ _1d"> </span>gdy<span class="_ _11"> </span>j<span class="_ _8"></span>est<span class="_ _11"> </span>prawdopodobne,<span class="_ _1d"> </span>że<span class="_ _11"> </span>do<span class="_ _11"> </span>Spółki<span class="_ _1d"> </span>napłyną<span class="_ _11"> </span>korzyści</div><div class="t m0 x11 h6 y394 ff2 fs3 fc2 sc0 ls0 ws0">ekonomiczne<span class="_ _4"> </span>związane<span class="_ _4"> </span>z<span class="_ _4"> </span>t<span class="_ _8"></span>ransakcją,<span class="_ _4"> </span>a<span class="_ _4"> </span>kwotę<span class="_ _4"> </span>przychodu<span class="_ _4"> </span>można<span class="_ _11"> </span>wiar<span class="_ _0"></span>ygodnie<span class="_ _4"> </span>wycenić.<span class="_ _4"> </span>P<span class="_ _8"></span>rzy<span class="_ _0"></span>chody</div><div class="t m0 x11 h6 y395 ff2 fs3 fc2 sc0 ls0 ws0">z<span class="_ _b"> </span>tytułu<span class="_ _b"> </span>odsetek<span class="_ _b"> </span>uj<span class="_ _8"></span>mowane<span class="_ _b"> </span>są<span class="_ _b"> </span>na<span class="_ _b"> </span>z<span class="_ _8"></span>asadzie<span class="_ _b"> </span>memoriałowej.<span class="_ _b"> </span>P<span class="_ _8"></span>rzychody<span class="_ _b"> </span>odsetkowe<span class="_ _b"> </span>obejmują<span class="_ _b"> </span>odsetki</div><div class="t m0 x11 h6 y396 ff2 fs3 fc2 sc0 ls0 ws0">dotyczące<span class="_ _f"> </span>i<span class="_ _8"></span>nstrumentów<span class="_ _f"> </span>finansowych,<span class="_ _e"> </span>wycenianych<span class="_ _e"> </span>według<span class="_ _f"> </span>zamortyzowanego<span class="_ _e"> </span>kosztu<span class="_ _f"> </span>oraz</div><div class="t m0 x11 h6 y374 ff2 fs3 fc2 sc0 ls0 ws0">aktywów<span class="_ _14"> </span>finansowych<span class="_ _14"> </span>wycenianych<span class="_ _14"> </span>wg<span class="_ _14"> </span>wartości<span class="_ _14"> </span>godziwej<span class="_ _14"> </span>przez<span class="_ _14"> </span>inne<span class="_ _14"> </span>całkowite<span class="_ _13"> </span>dochody<span class="_ _14"> </span>przy</div><div class="t m0 x11 h6 y397 ff2 fs3 fc2 sc0 ls0 ws0">zastosowaniu<span class="_ _1d"> </span>metody<span class="_ _1d"> </span>efektywnej<span class="_ _1d"> </span>stopy<span class="_ _1d"> </span>procentowej.<span class="_ _13"> </span>Metoda<span class="_ _1d"> </span>efektywnej<span class="_ _1d"> </span>stopy<span class="_ _1d"> </span>procentowej<span class="_ _1d"> </span>jest</div><div class="t m0 x11 h6 y398 ff2 fs3 fc2 sc0 ls0 ws0">metodą<span class="_ _13"> </span>naliczania<span class="_ _14"> </span>zamortyzowanego<span class="_ _13"> </span>kosztu<span class="_ _13"> </span>s<span class="_ _8"></span>kładnika<span class="_ _13"> </span>aktyw<span class="_ _8"></span>ów<span class="_ _13"> </span>finansowych<span class="_ _13"> </span>lub<span class="_ _14"> </span>zobowiązania</div><div class="t m0 x11 h6 y399 ff2 fs3 fc2 sc0 ls0 ws0">finansowego oraz<span class="_ _17"> </span>alokacji<span class="_ _17"> </span>przychodów lub kosz<span class="_ _8"></span>tów z<span class="_ _17"> </span>tytułu odsetek<span class="_ _17"> </span>i niektórych<span class="_ _17"> </span>prowizji</div><div class="t m0 x11 h6 y39a ff2 fs3 fc2 sc0 ls0 ws0">(stanowiących int<span class="_ _8"></span>egralną część stopy procent<span class="_ _8"></span>owej) do właściwego okresu.<span class="_ _17"> </span>Efektywna stopa</div><div class="t m0 x11 h6 y39b ff2 fs3 fc2 sc0 ls0 ws0">procentowa<span class="_ _11"> </span>jest<span class="_ _11"> </span>stopą,<span class="_ _11"> </span>która<span class="_ _11"> </span>dokładnie<span class="_ _11"> </span>dyskontuje<span class="_ _11"> </span>osz<span class="_ _8"></span>acowane<span class="_ _11"> </span>przyszłe<span class="_ _11"> </span>przepływy<span class="_ _11"> </span>pieniężne<span class="_ _11"> </span>(w</div><div class="t m0 x11 h6 y39c ff2 fs3 fc2 sc0 ls0 ws0">okresie<span class="_ _1b"> </span>do<span class="_ _d"> </span>wy<span class="_ _0"></span>gaśnię<span class="_ _8"></span>cia<span class="_ _1b"> </span>instrumentu<span class="_ _d"> </span>finansowego)<span class="_ _1b"> </span>do<span class="_ _1b"> </span>wartości<span class="_ _d"> </span>bilansowej<span class="_ _1b"> </span>brutto<span class="_ _1b"> </span>skł<span class="_ _8"></span>adnika</div><div class="t m0 x11 h6 y39d ff2 fs3 fc2 sc0 ls0 ws0">aktywów/zamortyzowanego<span class="_ _23"> </span>kosztu<span class="_ _16"> </span>z<span class="_ _8"></span>obowiązania.<span class="_ _16"> </span>Oblicz<span class="_ _8"></span>ając<span class="_ _16"> </span>efektywną<span class="_ _23"> </span>stopę<span class="_ _23"> </span>procentową,</div><div class="t m0 x11 h6 y39e ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _18"> </span>szacuje<span class="_ _18"> </span>pr<span class="_ _0"></span>zepływy<span class="_ _18"> </span>pieniężne<span class="_ _18"> </span>uwzględniając<span class="_ _19"> </span>wsz<span class="_ _8"></span>ystkie<span class="_ _18"> </span>warunki<span class="_ _18"> </span>umowne<span class="_ _19"> </span>danego</div><div class="t m0 x11 h6 y38a ff2 fs3 fc2 sc0 ls0 ws0">instrumentu<span class="_ _10"> </span>finansowego,<span class="_ _10"> </span>nie<span class="_ _10"> </span>biorąc<span class="_ _10"> </span>jednak<span class="_ _10"> </span>pod<span class="_ _12"> </span>uwagę<span class="_ _10"> </span>możliwych<span class="_ _10"> </span>przyszłych<span class="_ _10"> </span>strat<span class="_ _10"> </span>z<span class="_ _10"> </span>tytułu</div><div class="t m0 x11 h6 y39f ff2 fs3 fc2 sc0 ls0 ws0">niespłaconych<span class="_ _1a"> </span>kredytów.<span class="_ _1a"> </span>Kalkul<span class="_ _8"></span>acja<span class="_ _1a"> </span>ta<span class="_ _1a"> </span>uwzgl<span class="_ _8"></span>ędnia<span class="_ _1a"> </span>wszystkie<span class="_ _1a"> </span>opłaty<span class="_ _1a"> </span>z<span class="_ _8"></span>apłacone<span class="_ _1a"> </span>lub<span class="_ _1a"> </span>otrzymane</div><div class="t m0 x11 h6 y30f ff2 fs3 fc2 sc0 ls0 ws0">między<span class="_ _4"> </span>st<span class="_ _8"></span>ronami<span class="_ _4"> </span>um<span class="_ _8"></span>owy<span class="_ _0"></span>,<span class="_ _11"> </span>które<span class="_ _4"> </span>są<span class="_ _11"> </span>integ<span class="_ _0"></span>ralną<span class="_ _11"> </span>częścią<span class="_ _4"> </span>efektywnej<span class="_ _11"> </span>stopy<span class="_ _4"> </span>procentowej.<span class="_ _11"> </span>Przy<span class="_ _0"></span>chody<span class="_ _11"> </span>z</div><div class="t m0 x11 h6 y310 ff2 fs3 fc2 sc0 ls0 ws0">tytułu<span class="_ _17"> </span>odsetek<span class="_ _1b"> </span>obejmują<span class="_ _17"> </span>odsetki<span class="_ _1b"> </span>oraz<span class="_ _17"> </span>prowizje<span class="_ _1b"> </span>(otrzymane<span class="_ _17"> </span>lub<span class="_ _1b"> </span>należne)<span class="_ _17"> </span>ujęte<span class="_ _1b"> </span>w<span class="_ _17"> </span>kalkulacji</div><div class="t m0 x11 h6 y311 ff2 fs3 fc2 sc0 ls0 ws0">efektywnej<span class="_ _14"> </span>stopy<span class="_ _1a"> </span>procentowej<span class="_ _14"> </span>z<span class="_ _14"> </span>tytułu<span class="_ _1a"> </span>kredy<span class="_ _0"></span>tów<span class="_ _1a"> </span>i<span class="_ _14"> </span>poży<span class="_ _0"></span>cze<span class="_ _8"></span>k.<span class="_ _1a"> </span>W<span class="_ _14"> </span>momencie<span class="_ _14"> </span>rozpoznania<span class="_ _1a"> </span>utraty</div><div class="t m0 x11 h6 ya4 ff2 fs3 fc2 sc0 ls0 ws0">wartości<span class="_ _24"> </span>instrumentu<span class="_ _24"> </span>finansowego<span class="_ _24"> </span>wycenianego<span class="_ _24"> </span>według<span class="_ _24"> </span>zamortyzowanego<span class="_ _24"> </span>kosztu<span class="_ _24"> </span>oraz</div><div class="t m0 x11 h6 y312 ff2 fs3 fc2 sc0 ls0 ws0">wycenianych<span class="_ _f"> </span>wg<span class="_ _f"> </span>wartości<span class="_ _f"> </span>g<span class="_ _0"></span>odziwej<span class="_ _f"> </span>przez<span class="_ _f"> </span>inne<span class="_ _f"> </span>całkowite<span class="_ _f"> </span>dochody,<span class="_ _f"> </span>przychody<span class="_ _f"> </span>odsetkowe</div><div class="t m0 x11 h6 y313 ff2 fs3 fc2 sc0 ls0 ws0">ujmowane<span class="_ _1b"> </span>są<span class="_ _17"> </span>w<span class="_ _1b"> </span>Rachunku<span class="_ _17"> </span>z<span class="_ _8"></span>ysków<span class="_ _17"> </span>i<span class="_ _1b"> </span>strat,<span class="_ _17"> </span>lecz<span class="_ _1b"> </span>wyliczane<span class="_ _1b"> </span>są<span class="_ _17"> </span>od<span class="_ _1b"> </span>nowo<span class="_ _17"> </span>ust<span class="_ _8"></span>alonej<span class="_ _17"> </span>wartości</div><div class="t m0 x11 h6 y2d5 ff2 fs3 fc2 sc0 ls0 ws0">bilansowej<span class="_ _d"> </span>instrumentu<span class="_ _1b"> </span>finansowego<span class="_ _d"> </span>(to<span class="_ _1b"> </span>jest<span class="_ _d"> </span>wartości<span class="_ _1b"> </span>pomniejsz<span class="_ _8"></span>onej<span class="_ _1b"> </span>o<span class="_ _d"> </span>odpis<span class="_ _1b"> </span>aktualiz<span class="_ _8"></span>ujący</div><div class="t m0 x11 h6 y2d6 ff2 fs3 fc2 sc0 ls0 ws0">wartość).</div><div class="t m0 x11 h10 y3a0 ff1 fs3 fc2 sc0 ls0 ws0">1.15.<span class="_ _9"> </span>Segmenty<span class="_ _7"> </span>operacyjne<span class="_ _9"> </span>(MSSF<span class="_ _7"> </span>15,<span class="_ _9"> </span>MSS<span class="_ _8"></span>F<span class="_ _9"> </span>8)</div><div class="t m0 x11 h6 y3a1 ff2 fs3 fc2 sc0 ls0 ws0">Wyróżniającym<span class="_ _11"> </span>się<span class="_ _4"> </span>elementem<span class="_ _11"> </span>Spółki,<span class="_ _11"> </span>który<span class="_ _4"> </span>generuje<span class="_ _11"> </span>przychody<span class="_ _4"> </span>i<span class="_ _11"> </span>ponosi<span class="_ _11"> </span>wy<span class="_ _0"></span>datki,<span class="_ _11"> </span>jest<span class="_ _11"> </span>segment.</div><div class="t m0 x11 h6 y3a2 ff2 fs3 fc2 sc0 ls0 ws0">Sprawozdawczość<span class="_ _14"> </span>segmentowa<span class="_ _13"> </span>jest<span class="_ _14"> </span>prezentowana<span class="_ _13"> </span>w<span class="_ _13"> </span>odni<span class="_ _8"></span>esieniu<span class="_ _14"> </span>do<span class="_ _1d"> </span>segment<span class="_ _8"></span>ów<span class="_ _13"> </span>operacyjnych<span class="_ _14"> </span>i</div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">37</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">geograficznych.<span class="_ _1d"> </span>Spółka<span class="_ _11"> </span>działa<span class="_ _11"> </span>tylko<span class="_ _1d"> </span>w<span class="_ _11"> </span>jednym<span class="_ _1d"> </span>obszarze<span class="_ _11"> </span>bi<span class="_ _8"></span>znesowym,<span class="_ _11"> </span>dlatego<span class="_ _1d"> </span>sprawozdawczość</div><div class="t m0 x11 h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">segmentowa<span class="_ _9"> </span>nie<span class="_ _7"> </span>ma<span class="_ _7"> </span>znaczenia.</div><div class="t m0 x11 h10 y2db ff1 fs3 fc2 sc0 ls0 ws0">1.16.<span class="_ _9"> </span>Podatek<span class="_ _7"> </span>dochodowy<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>12)</div><div class="t m0 x11 h9 y3a3 ff4 fs3 fc2 sc0 ls0 ws0">Podatek<span class="_ _9"> </span>dochodowy<span class="_ _7"> </span>od<span class="_ _9"> </span>osób<span class="_ _7"> </span>prawnych<span class="_ _7"> </span>w<span class="_ _9"> </span>Estonii</div><div class="t m0 x11 h6 y3a4 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _7"> </span>z<span class="_ _7"> </span>ustawą<span class="_ _7"> </span>o<span class="_ _7"> </span>podatku<span class="_ _9"> </span>dochodowym,<span class="_ _7"> </span>która<span class="_ _7"> </span>weszła<span class="_ _7"> </span>w<span class="_ _7"> </span>życie<span class="_ _7"> </span>w<span class="_ _7"> </span>Estonii<span class="_ _9"> </span>w<span class="_ _b"> </span>dniu<span class="_ _7"> </span>1<span class="_ _9"> </span>s<span class="_ _8"></span>tycznia<span class="_ _9"> </span>2000</div><div class="t m0 x11 h6 y259 ff2 fs3 fc2 sc0 ls0 ws0">r.,<span class="_ _16"> </span>opodatkowaniu<span class="_ _16"> </span>podlegają<span class="_ _16"> </span>nie<span class="_ _16"> </span>zyski<span class="_ _16"> </span>spółki,<span class="_ _16"> </span>ale<span class="_ _16"> </span>wypłacane<span class="_ _16"> </span>dywidendy<span class="_ _16"> </span>netto.<span class="_ _16"> </span>Podatek</div><div class="t m0 x11 h6 y25a ff2 fs3 fc2 sc0 ls0 ws0">dochodowy płaci si<span class="_ _8"></span>ę od dywidend,<span class="_ _17"> </span>świadczeń dodatkowych,<span class="_ _17"> </span>prezentów,<span class="_ _17"> </span>darowizn, kosztów</div><div class="t m0 x11 h6 y25b ff2 fs3 fc2 sc0 ls0 ws0">przyjmowania<span class="_ _14"> </span>gości,<span class="_ _13"> </span>płatności<span class="_ _14"> </span>pozabiznesowych<span class="_ _14"> </span>oraz<span class="_ _13"> </span>korekt<span class="_ _14"> </span>cen<span class="_ _13"> </span>transferowych.<span class="_ _14"> </span>Od<span class="_ _13"> </span>1<span class="_ _14"> </span>stycznia</div><div class="t m0 x11 h6 y25c ff2 fs3 fc2 sc0 ls0 ws0">2025<span class="_ _14"> </span>r.<span class="_ _1a"> </span>obowiązuje<span class="_ _14"> </span>jednoli<span class="_ _8"></span>ta<span class="_ _14"> </span>efektywna<span class="_ _1a"> </span>stawka<span class="_ _14"> </span>podatku<span class="_ _1a"> </span>dochodowe<span class="_ _0"></span>go<span class="_ _1a"> </span>w<span class="_ _14"> </span>wysokości<span class="_ _1a"> </span>22/78<span class="_ _14"> </span>od</div><div class="t m0 x11 h6 y25d ff2 fs3 fc2 sc0 ls0 ws0">wypłaconych<span class="_ _14"> </span>dy<span class="_ _0"></span>widend<span class="_ _14"> </span>netto<span class="_ _14"> </span>(ok.<span class="_ _14"> </span>28,2%).<span class="_ _14"> </span>Z<span class="_ _0"></span>niesiono<span class="_ _14"> </span>wcześniejszą<span class="_ _14"> </span>preferencyjną<span class="_ _14"> </span>stawkę<span class="_ _14"> </span>14/86</div><div class="t m0 x11 h6 y25e ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _9"> </span>dodatkowy<span class="_ _7"> </span>7%<span class="_ _9"> </span>podatek<span class="_ _7"> </span>od<span class="_ _9"> </span>dywidend<span class="_ _7"> </span>wypłacanych<span class="_ _9"> </span>osobom<span class="_ _7"> </span>fizycznym.</div><div class="t m0 x11 h10 y3a5 ff1 fs3 fc2 sc0 ls0 ws0">1.17.<span class="_ _9"> </span>Podmioty<span class="_ _7"> </span>powiązane<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>24)</div><div class="t m0 x11 h6 y3a6 ff2 fs3 fc2 sc0 ls0 ws0">Podmiot<span class="_ _13"> </span>powiązany<span class="_ _13"> </span>to<span class="_ _13"> </span>osoba<span class="_ _13"> </span>lub<span class="_ _13"> </span>jednostka<span class="_ _13"> </span>powiąz<span class="_ _8"></span>ana<span class="_ _1d"> </span>z<span class="_ _13"> </span>j<span class="_ _8"></span>ednostką<span class="_ _13"> </span>sporządzającą<span class="_ _13"> </span>sprawozdanie</div><div class="t m0 x11 h6 y3a7 ff2 fs3 fc2 sc0 ls0 ws0">finansowe.<span class="_ _12"> </span>Transakcja<span class="_ _12"> </span>z<span class="_ _10"> </span>podmiotem<span class="_ _1a"> </span>powi<span class="_ _8"></span>ązanym<span class="_ _12"> </span>t<span class="_ _8"></span>o<span class="_ _1a"> </span>transfer<span class="_ _10"> </span>zasobów,<span class="_ _12"> </span>usług<span class="_ _12"> </span>lub<span class="_ _12"> </span>z<span class="_ _8"></span>obowiązań</div><div class="t m0 x11 h6 y3a8 ff2 fs3 fc2 sc0 ls0 ws0">pomiędzy<span class="_ _e"> </span>jednostką<span class="_ _f"> </span>sprawozdawczą<span class="_ _e"> </span>a<span class="_ _e"> </span>podmiotem<span class="_ _e"> </span>powiązanym,<span class="_ _f"> </span>niez<span class="_ _8"></span>ależnie<span class="_ _e"> </span>od<span class="_ _f"> </span>tego,<span class="_ _e"> </span>czy</div><div class="t m0 x11 h6 y3a9 ff2 fs3 fc2 sc0 ls0 ws0">naliczana<span class="_ _b"> </span>jest<span class="_ _b"> </span>cena.<span class="_ _4"> </span>Takie<span class="_ _b"> </span>transakcje<span class="_ _4"> </span>mogą<span class="_ _b"> </span>mi<span class="_ _8"></span>eć<span class="_ _b"> </span>wpły<span class="_ _0"></span>w<span class="_ _4"> </span>na<span class="_ _b"> </span>wynik<span class="_ _4"> </span>finansowy<span class="_ _b"> </span>i<span class="_ _b"> </span>sytuację<span class="_ _4"> </span>finansową</div><div class="t m0 x11 h6 y2e9 ff2 fs3 fc2 sc0 ls0 ws0">Spółki.<span class="_ _16"> </span>Z<span class="_ _16"> </span>tego<span class="_ _16"> </span>powodu<span class="_ _16"> </span>wiedza<span class="_ _16"> </span>o<span class="_ _16"> </span>transakcjach<span class="_ _16"> </span>Spółki,<span class="_ _16"> </span>nierozli<span class="_ _8"></span>czonych<span class="_ _16"> </span>saldach,<span class="_ _16"> </span>w<span class="_ _16"> </span>tym</div><div class="t m0 x11 h6 y2ea ff2 fs3 fc2 sc0 ls0 ws0">zobowiązaniach,<span class="_ _12"> </span>oraz<span class="_ _10"> </span>powiązaniach<span class="_ _12"> </span>z<span class="_ _12"> </span>podmiot<span class="_ _8"></span>ami<span class="_ _12"> </span>powiązanymi<span class="_ _10"> </span>może<span class="_ _1a"> </span>wp<span class="_ _8"></span>ły<span class="_ _0"></span>wa<span class="_ _8"></span>ć<span class="_ _12"> </span>na<span class="_ _10"> </span>ocenę<span class="_ _1a"> </span>j<span class="_ _8"></span>ej</div><div class="t m0 x11 h6 y2eb ff2 fs3 fc2 sc0 ls0 ws0">działalności prz<span class="_ _8"></span>ez użytkowników sprawozda<span class="_ _8"></span>ń finansowych,<span class="_ _17"> </span>w tym na<span class="_ _17"> </span>ocenę ryzyk i s<span class="_ _8"></span>zans</div><div class="t m0 x11 h6 y2ec ff2 fs3 fc2 sc0 ls0 ws0">stojących<span class="_ _9"> </span>prz<span class="_ _8"></span>ed<span class="_ _9"> </span>Spółką.</div><div class="t m0 x11 h6 y2ed ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _7"> </span>ujawnia<span class="_ _7"> </span>powi<span class="_ _8"></span>ązania<span class="_ _7"> </span>z<span class="_ _7"> </span>podmiotam<span class="_ _8"></span>i<span class="_ _7"> </span>powiązanymi,<span class="_ _7"> </span>gdy<span class="_ _7"> </span>i<span class="_ _8"></span>stnieje<span class="_ _7"> </span>kontrola,<span class="_ _7"> </span>niez<span class="_ _8"></span>ależnie<span class="_ _7"> </span>od<span class="_ _7"> </span>tego,</div><div class="t m0 x11 h6 yd9 ff2 fs3 fc2 sc0 ls0 ws0">czy<span class="_ _9"> </span>pomi<span class="_ _8"></span>ędzy<span class="_ _9"> </span>podmiotami<span class="_ _7"> </span>powiązanymi<span class="_ _9"> </span>miały<span class="_ _7"> </span>miejsce<span class="_ _9"> </span>transakcj<span class="_ _8"></span>e.</div><div class="t m0 x11 h6 y3aa ff2 fs3 fc2 sc0 ls0 ws0">Za<span class="_ _13"> </span>podmioty<span class="_ _13"> </span>powiązane<span class="_ _1d"> </span>Spół<span class="_ _8"></span>ka<span class="_ _1d"> </span>uznaje<span class="_ _13"> </span>kluczowych<span class="_ _13"> </span>członków<span class="_ _13"> </span>kadry<span class="_ _13"> </span>kierowniczej<span class="_ _13"> </span>(nadzorczej<span class="_ _13"> </span>i</div><div class="t m0 x11 h6 y3ab ff2 fs3 fc2 sc0 ls0 ws0">zarządu),<span class="_ _11"> </span>ich<span class="_ _11"> </span>bliski<span class="_ _8"></span>ch<span class="_ _11"> </span>i<span class="_ _11"> </span>podmioty<span class="_ _11"> </span>znajdujące<span class="_ _11"> </span>się<span class="_ _11"> </span>pod<span class="_ _11"> </span>ich<span class="_ _11"> </span>kontrolą<span class="_ _11"> </span>lub<span class="_ _11"> </span>z<span class="_ _8"></span>naczącym<span class="_ _11"> </span>wpływem<span class="_ _11"> </span>oraz</div><div class="t m0 x11 h6 y2f0 ff2 fs3 fc2 sc0 ls0 ws0">spółki<span class="_ _9"> </span>st<span class="_ _8"></span>owarzyszone.</div><div class="t m0 x11 h10 y2f1 ff1 fs3 fc2 sc0 ls0 ws0">1.18.<span class="_ _9"> </span>Zdarzenia<span class="_ _7"> </span>po<span class="_ _9"> </span>ok<span class="_ _8"></span>resie<span class="_ _9"> </span>sprawozdawczym<span class="_ _9"> </span>(MSR<span class="_ _7"> </span>10)</div><div class="t m0 x11 h6 y3ac ff2 fs3 fc2 sc0 ls0 ws0">Zdarzenia<span class="_ _17"> </span>nastę<span class="_ _8"></span>pujące<span class="_ _17"> </span>po<span class="_ _17"> </span>okresie<span class="_ _1b"> </span>sprawozdawczym<span class="_ _17"> </span>t<span class="_ _8"></span>o<span class="_ _17"> </span>zdarzenia,<span class="_ _17"> </span>z<span class="_ _8"></span>arówno<span class="_ _17"> </span>korzystne,<span class="_ _17"> </span>jak<span class="_ _1b"> </span>i</div><div class="t m0 x11 h6 y3ad ff2 fs3 fc2 sc0 ls0 ws0">niekorzystne,<span class="_ _7"> </span>które<span class="_ _9"> </span>m<span class="_ _8"></span>ają<span class="_ _9"> </span>m<span class="_ _8"></span>iejsce<span class="_ _7"> </span>między<span class="_ _9"> </span>końcem<span class="_ _7"> </span>okresu<span class="_ _7"> </span>sprawozdawczego<span class="_ _7"> </span>a<span class="_ _9"> </span>dniem<span class="_ _7"> </span>zatwierdzenia</div><div class="t m0 x11 h6 y3ae ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _12"> </span>finansowego<span class="_ _12"> </span>do<span class="_ _12"> </span>publikacji.<span class="_ _12"> </span>Zdarzenia<span class="_ _10"> </span>po<span class="_ _1a"> </span>okresie<span class="_ _12"> </span>sprawozdawczym<span class="_ _12"> </span>t<span class="_ _8"></span>o<span class="_ _1a"> </span>te,<span class="_ _12"> </span>kt<span class="_ _8"></span>óre</div><div class="t m0 x11 h6 y3af ff2 fs3 fc2 sc0 ls0 ws0">świadczą<span class="_ _11"> </span>o<span class="_ _4"> </span>warunkach,<span class="_ _11"> </span>które<span class="_ _4"> </span>i<span class="_ _8"></span>stniały<span class="_ _11"> </span>na<span class="_ _4"> </span>koniec<span class="_ _11"> </span>okresu<span class="_ _11"> </span>spra<span class="_ _0"></span>wozdawczego<span class="_ _11"> </span>(zdarzenia<span class="_ _11"> </span>następujące</div><div class="t m0 x11 h6 y3b0 ff2 fs3 fc2 sc0 ls0 ws0">po<span class="_ _4"> </span>dniu<span class="_ _b"> </span>bilansowym<span class="_ _4"> </span>i<span class="_ _4"> </span>wymagające<span class="_ _4"> </span>dokonania<span class="_ _b"> </span>korekt)<span class="_ _11"> </span>ora<span class="_ _0"></span>z<span class="_ _4"> </span>te,<span class="_ _b"> </span>kt<span class="_ _8"></span>óre<span class="_ _b"> </span>świadczą<span class="_ _4"> </span>o<span class="_ _4"> </span>warunkach,<span class="_ _4"> </span>które</div><div class="t m0 x11 h6 y3b1 ff2 fs3 fc2 sc0 ls0 ws0">wystąpiły<span class="_ _15"> </span>po<span class="_ _15"> </span>okresie<span class="_ _15"> </span>sprawozdawczym<span class="_ _15"> </span>(zdarzenia<span class="_ _15"> </span>nastę<span class="_ _8"></span>pujące<span class="_ _15"> </span>po<span class="_ _15"> </span>dniu<span class="_ _15"> </span>bilansowym<span class="_ _15"> </span>i</div><div class="t m0 x11 h6 y3b2 ff2 fs3 fc2 sc0 ls0 ws0">niewymagające<span class="_ _9"> </span>dokonania<span class="_ _7"> </span>korekt).</div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">38</div><div class="t m0 x11 h10 y66 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>2.<span class="_ _7"> </span>Ryzyka<span class="_ _9"> </span>fi<span class="_ _8"></span>nansowe</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">Główne<span class="_ _7"> </span>rodzaje<span class="_ _7"> </span>ry<span class="_ _0"></span>zyka<span class="_ _7"> </span>wynikającego<span class="_ _7"> </span>z<span class="_ _7"> </span>instrumentów<span class="_ _7"> </span>finansowych<span class="_ _7"> </span>Spółki<span class="_ _9"> </span>obejm<span class="_ _8"></span>ują:<span class="_ _7"> </span>ryzyko<span class="_ _9"> </span>st<span class="_ _8"></span>opy</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">procentowej,<span class="_ _15"> </span>ryzyko<span class="_ _20"> </span>z<span class="_ _8"></span>wiązane<span class="_ _15"> </span>z<span class="_ _20"> </span>płynnością<span class="_ _8"></span>,<span class="_ _15"> </span>ry<span class="_ _0"></span>zyko<span class="_ _15"> </span>kredytowe<span class="_ _15"> </span>i<span class="_ _20"> </span>ryzyko<span class="_ _15"> </span>związane<span class="_ _15"> </span>z</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">zabezpieczeniami<span class="_ _15"> </span>finansowy<span class="_ _0"></span>mi.<span class="_ _15"> </span>Zarząd<span class="_ _18"> </span>ponosi<span class="_ _15"> </span>odpowiedzialność<span class="_ _20"> </span>za<span class="_ _15"> </span>ustanowienie<span class="_ _18"> </span>z<span class="_ _8"></span>asad</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">zarządzania<span class="_ _1b"> </span>ryzykiem<span class="_ _1b"> </span>w<span class="_ _1b"> </span>Spółce<span class="_ _d"> </span>oraz<span class="_ _17"> </span>nadz<span class="_ _8"></span>ór<span class="_ _1b"> </span>nad<span class="_ _1b"> </span>ich<span class="_ _1b"> </span>przestrzeganiem.<span class="_ _1b"> </span>Zasady<span class="_ _1b"> </span>z<span class="_ _8"></span>arządzania</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">ryzykiem<span class="_ _1a"> </span>mają<span class="_ _12"> </span>na<span class="_ _12"> </span>celu<span class="_ _1a"> </span>i<span class="_ _8"></span>dentyfikację<span class="_ _1a"> </span>i<span class="_ _12"> </span>analizę<span class="_ _12"> </span>ryzyk,<span class="_ _1a"> </span>na<span class="_ _12"> </span>które<span class="_ _1a"> </span>nara<span class="_ _8"></span>żona<span class="_ _1a"> </span>jest<span class="_ _12"> </span>Spółka,<span class="_ _12"> </span>poprzez</div><div class="t m0 x11 h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">ustanowienie<span class="_ _9"> </span>odpowi<span class="_ _8"></span>ednich<span class="_ _9"> </span>l<span class="_ _8"></span>imitów<span class="_ _9"> </span>i<span class="_ _9"> </span>kontroli<span class="_ _8"></span>.</div><div class="t m0 x18 hf y3b3 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>płynności</span></div><div class="t m0 x11 h6 y3b4 ff2 fs3 fc2 sc0 ls0 ws0">Jak<span class="_ _1b"> </span>każdy<span class="_ _17"> </span>podm<span class="_ _8"></span>iot<span class="_ _17"> </span>dzi<span class="_ _8"></span>ałający<span class="_ _1b"> </span>na<span class="_ _17"> </span>rynku,<span class="_ _1b"> </span>Spółka<span class="_ _1b"> </span>jest<span class="_ _17"> </span>narażona<span class="_ _1b"> </span>na<span class="_ _1b"> </span>ryzyko<span class="_ _17"> </span>ut<span class="_ _8"></span>raty<span class="_ _17"> </span>płynności</div><div class="t m0 x11 h6 y1a6 ff2 fs3 fc2 sc0 ls0 ws0">finansowej,<span class="_ _1b"> </span>co<span class="_ _17"> </span>świ<span class="_ _8"></span>adczy<span class="_ _17"> </span>o<span class="_ _1b"> </span>zdolności<span class="_ _1b"> </span>Spółki<span class="_ _1b"> </span>do<span class="_ _17"> </span>wywiązania<span class="_ _1b"> </span>się<span class="_ _1b"> </span>ze<span class="_ _1b"> </span>swoich<span class="_ _1b"> </span>zobowiązań<span class="_ _17"> </span>w</div><div class="t m0 x11 h6 y3b5 ff2 fs3 fc2 sc0 ls0 ws0">określonym<span class="_ _1b"> </span>terminie.<span class="_ _17"> </span>Finansowani<span class="_ _8"></span>e<span class="_ _17"> </span>z<span class="_ _8"></span>e<span class="_ _17"> </span>ź<span class="_ _8"></span>ródeł<span class="_ _17"> </span>zewnętrznych<span class="_ _1b"> </span>(instrumenty<span class="_ _1b"> </span>dłużne,<span class="_ _1b"> </span>poży<span class="_ _0"></span>czki)</div><div class="t m0 x11 h6 y3b6 ff2 fs3 fc2 sc0 ls0 ws0">zwiększa<span class="_ _b"> </span>ryzyko<span class="_ _b"> </span>utraty<span class="_ _4"> </span>pły<span class="_ _0"></span>nno<span class="_ _8"></span>ści<span class="_ _b"> </span>w<span class="_ _b"> </span>przysz<span class="_ _8"></span>łości.<span class="_ _b"> </span>Bież<span class="_ _8"></span>ące<span class="_ _7"> </span>ryzyko<span class="_ _4"> </span>płynności<span class="_ _b"> </span>Spółki<span class="_ _b"> </span>jest<span class="_ _4"> </span>niskie.<span class="_ _b"> </span>Nie</div><div class="t m0 x11 h6 y3b7 ff2 fs3 fc2 sc0 ls0 ws0">można<span class="_ _1d"> </span>jednak<span class="_ _1d"> </span>wykluczyć<span class="_ _1d"> </span>ryzyka<span class="_ _11"> </span>z<span class="_ _8"></span>aburzenia<span class="_ _1d"> </span>lub<span class="_ _1d"> </span>nawet<span class="_ _1d"> </span>utraty<span class="_ _11"> </span>płynności<span class="_ _1d"> </span>na<span class="_ _1d"> </span>skutek<span class="_ _1d"> </span>nietrafionych</div><div class="t m0 x11 h6 y3b8 ff2 fs3 fc2 sc0 ls0 ws0">inwestycji<span class="_ _7"> </span>i<span class="_ _b"> </span>utarty<span class="_ _b"> </span>kapitału<span class="_ _7"> </span>lub<span class="_ _b"> </span>braku<span class="_ _7"> </span>spłaty<span class="_ _b"> </span>udzielonych<span class="_ _7"> </span>pożyczek<span class="_ _b"> </span>i<span class="_ _7"> </span>trudności<span class="_ _b"> </span>egzekucyjnych<span class="_ _b"> </span>oraz</div><div class="t m0 x11 h6 y3b9 ff2 fs3 fc2 sc0 ls0 ws0">nieregulowaniu<span class="_ _10"> </span>zobowiązań<span class="_ _10"> </span>przez<span class="_ _10"> </span>kontrahentów.<span class="_ _28"> </span>Spółka<span class="_ _10"> </span>nie<span class="_ _10"> </span>wyklucza<span class="_ _10"> </span>w<span class="_ _12"> </span>prz<span class="_ _8"></span>yszłości<span class="_ _10"> </span>(jeżeli</div><div class="t m0 x11 h6 y3ba ff2 fs3 fc2 sc0 ls0 ws0">będzie<span class="_ _1d"> </span>taka<span class="_ _1d"> </span>pot<span class="_ _8"></span>rzeba)<span class="_ _1d"> </span>finansowania<span class="_ _1d"> </span>i<span class="_ _8"></span>nwestycji<span class="_ _1d"> </span>instrumentami<span class="_ _1d"> </span>o<span class="_ _13"> </span>charakterze<span class="_ _1d"> </span>dłużnym<span class="_ _1d"> </span>lub<span class="_ _13"> </span>emisją</div><div class="t m0 x11 h6 y3bb ff2 fs3 fc2 sc0 ls0 ws0">celową<span class="_ _d"> </span>akcji.<span class="_ _f"> </span>Spółka<span class="_ _d"> </span>zarządz<span class="_ _8"></span>a<span class="_ _d"> </span>swoją<span class="_ _d"> </span>płynnoś<span class="_ _8"></span>cią<span class="_ _d"> </span>poprzez<span class="_ _d"> </span>bi<span class="_ _8"></span>eżące<span class="_ _f"> </span>monitorowania<span class="_ _d"> </span>poziomu</div><div class="t m0 x11 h6 y3bc ff2 fs3 fc2 sc0 ls0 ws0">wymagalnych zobowiązań,<span class="_ _10"> </span>prz<span class="_ _8"></span>epływów pieniężny<span class="_ _0"></span>ch oraz odpowiednie zarządzanie<span class="_ _10"> </span>środkami</div><div class="t m0 x11 h6 y3bd ff2 fs3 fc2 sc0 ls0 ws0">pieniężnymi.</div><div class="t m0 x11 h6 y3be ff2 fs3 fc2 sc0 ls0 ws0">Terminy<span class="_ _7"> </span>zapadalności<span class="_ _9"> </span>aktywów<span class="_ _7"> </span>na<span class="_ _9"> </span>dzień<span class="_ _9"> </span>30/<span class="_ _8"></span>06/2025</div><div class="c x6e y3bf w24 h22"><div class="t m0 x28 h6 y3c0 ff2 fs3 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x47 h6 y3c1 ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _9"> </span>tys.<span class="_ _7"> </span>EUR</div></div><div class="c x7f y3bf w25 h22"><div class="t m0 x70 h10 y3c2 ff1 fs3 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x80 y3c3 w26 h23"><div class="t m0 x6d h6 y3c4 ff2 fs3 fc2 sc0 ls0 ws0">Terminy<span class="_ _9"> </span>zapadalno<span class="_ _8"></span>ści</div></div><div class="c x80 y3bf w27 h23"><div class="t m0 x1c h6 y3c5 ff2 fs3 fc2 sc0 ls0 ws0">&lt;<span class="_ _9"> </span>1<span class="_ _7"> </span>rok</div></div><div class="c x81 y3bf w28 h23"><div class="t m0 x1c h6 y3c5 ff2 fs3 fc2 sc0 ls0 ws0">1-2<span class="_ _9"> </span>lata</div></div><div class="c x82 y3bf w28 h23"><div class="t m0 x1c h6 y3c5 ff2 fs3 fc2 sc0 ls0 ws0">2-3<span class="_ _9"> </span>lata</div></div><div class="c x43 y3bf w29 h23"><div class="t m0 x1c h6 y3c5 ff2 fs3 fc2 sc0 ls0 ws0">Powyżej<span class="_ _9"> </span>3<span class="_ _7"> </span>lat</div></div><div class="c x6e y3c6 w24 h24"><div class="t m0 x1c h6 y3c7 ff2 fs3 fc2 sc0 ls0 ws0">Należności</div><div class="t m0 x1c h6 y3c8 ff2 fs3 fc2 sc0 ls0 ws0">krótkoterminowe</div></div><div class="c x7f y3c6 w25 h24"><div class="t m0 x48 h10 y3c9 ff1 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x80 y3c6 w27 h24"><div class="t m0 x7a h6 y3c9 ff2 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x81 y3c6 w28 h24"><div class="t m0 x7a h6 y3c9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3c6 w28 h24"><div class="t m0 x7a h6 y3c9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3c6 w29 h24"><div class="t m0 x48 h6 y3c9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3ca w24 h24"><div class="t m0 x1c h6 y3cb ff2 fs3 fc2 sc0 ls0 ws0">Środki<span class="_ _1b"> </span>pieniężne</div><div class="t m0 x1c h6 y3cc ff2 fs3 fc2 sc0 ls0 ws0">i<span class="_ _9"> </span>ich<span class="_ _7"> </span>ekwiwalenty</div></div><div class="c x7f y3ca w25 h24"><div class="t m0 x48 h10 y3cd ff1 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x80 y3ca w27 h24"><div class="t m0 x7a h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x81 y3ca w28 h24"><div class="t m0 x7a h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3ca w28 h24"><div class="t m0 x7a h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3ca w29 h24"><div class="t m0 x48 h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3ce w24 h25"><div class="t m0 x1c h6 y3cf ff2 fs3 fc2 sc0 ls0 ws0">Krótkoterminowe</div><div class="t m0 x1c h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">rozliczenia</div><div class="t m0 x1c h6 y3d1 ff2 fs3 fc2 sc0 ls0 ws0">międzyokresowe</div></div><div class="c x7f y3ce w25 h25"><div class="t m0 x48 h10 y3d0 ff1 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x80 y3ce w27 h25"><div class="t m0 x7a h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x81 y3ce w28 h25"><div class="t m0 x7a h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3ce w28 h25"><div class="t m0 x7a h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3ce w29 h25"><div class="t m0 x48 h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3d2 w24 h25"><div class="t m0 x1c h6 y3d3 ff2 fs3 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x1c h6 y3d4 ff2 fs3 fc2 sc0 ls0 ws0">pożyczki</div><div class="t m0 x1c h6 y3d5 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>kapitał</div></div><div class="c x7f y3d2 w25 h25"><div class="t m0 x83 h10 y3d4 ff1 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>531</div></div><div class="c x80 y3d2 w27 h25"><div class="t m0 x30 h6 y3d4 ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>531</div></div><div class="c x81 y3d2 w28 h25"><div class="t m0 x7a h6 y3d4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3d2 w28 h25"><div class="t m0 x7a h6 y3d4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3d2 w29 h25"><div class="t m0 x48 h6 y3d4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3d6 w24 h25"><div class="t m0 x1c h6 y3d7 ff2 fs3 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x1c h6 y3d8 ff2 fs3 fc2 sc0 ls0 ws0">pożyczki</div><div class="t m0 x1c h6 y3d9 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>odsetki</div></div><div class="c x7f y3d6 w25 h25"><div class="t m0 x84 h10 y3d8 ff1 fs3 fc2 sc0 ls0 ws0">397</div></div><div class="c x80 y3d6 w27 h25"><div class="t m0 x4b h6 y3d8 ff2 fs3 fc2 sc0 ls0 ws0">397</div></div><div class="c x81 y3d6 w28 h25"><div class="t m0 x7a h6 y3d8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3d6 w28 h25"><div class="t m0 x7a h6 y3d8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3d6 w29 h25"><div class="t m0 x48 h6 y3d8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3da w24 h26"><div class="t m0 x1c h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x7f y3da w25 h26"><div class="t m0 x83 h10 y3db ff1 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>932</div></div><div class="c x80 y3da w27 h26"><div class="t m0 x30 h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>932</div></div><div class="c x81 y3da w28 h26"><div class="t m0 x7a h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3da w28 h26"><div class="t m0 x7a h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3da w29 h26"><div class="t m0 x48 h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">0</div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">39</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Terminy<span class="_ _7"> </span>zapadalności<span class="_ _9"> </span>aktywów<span class="_ _7"> </span>na<span class="_ _9"> </span>dzień<span class="_ _9"> </span>30/<span class="_ _8"></span>06/2024</div><div class="c x6e y3dc w24 h22"><div class="t m0 x28 h6 y3dd ff2 fs3 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x47 h6 y3de ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _9"> </span>tys.<span class="_ _7"> </span>EUR</div></div><div class="c x7f y3dc w25 h22"><div class="t m0 x70 h10 y3df ff1 fs3 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x80 y3e0 w26 h23"><div class="t m0 x6d h6 y3e1 ff2 fs3 fc2 sc0 ls0 ws0">Terminy<span class="_ _9"> </span>zapadalno<span class="_ _8"></span>ści</div></div><div class="c x80 y3dc w27 h23"><div class="t m0 x1c h6 y3e2 ff2 fs3 fc2 sc0 ls0 ws0">&lt;<span class="_ _9"> </span>1<span class="_ _7"> </span>rok</div></div><div class="c x81 y3dc w28 h23"><div class="t m0 x1c h6 y3e2 ff2 fs3 fc2 sc0 ls0 ws0">1-2<span class="_ _9"> </span>lata</div></div><div class="c x82 y3dc w28 h23"><div class="t m0 x1c h6 y3e2 ff2 fs3 fc2 sc0 ls0 ws0">2-3<span class="_ _9"> </span>lata</div></div><div class="c x43 y3dc w29 h23"><div class="t m0 x1c h6 y3e2 ff2 fs3 fc2 sc0 ls0 ws0">Powyżej<span class="_ _9"> </span>3<span class="_ _7"> </span>lat</div></div><div class="c x6e y3e3 w24 h25"><div class="t m0 x1c h6 y3e4 ff2 fs3 fc2 sc0 ls0 ws0">Krótkoterminowe</div><div class="t m0 x1c h6 y3e5 ff2 fs3 fc2 sc0 ls0 ws0">rozliczenia</div><div class="t m0 x1c h6 y3e6 ff2 fs3 fc2 sc0 ls0 ws0">międzyokresowe</div></div><div class="c x7f y3e3 w25 h25"><div class="t m0 x48 h10 y3e5 ff1 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x80 y3e3 w27 h25"><div class="t m0 x7a h6 y3e5 ff2 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x81 y3e3 w28 h25"><div class="t m0 x7a h6 y3e5 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3e3 w28 h25"><div class="t m0 x7a h6 y3e5 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3e3 w29 h25"><div class="t m0 x48 h6 y3e5 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3e7 w24 h25"><div class="t m0 x1c h6 y3e8 ff2 fs3 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x1c h6 y3e9 ff2 fs3 fc2 sc0 ls0 ws0">pożyczki<span class="_ _9"> </span>-</div><div class="t m0 x1c h6 y3ea ff2 fs3 fc2 sc0 ls0 ws0">kapitał</div></div><div class="c x7f y3e7 w25 h25"><div class="t m0 x83 h10 y3e9 ff1 fs3 fc2 sc0 ls0 ws0">4<span class="_ _9"> </span>794</div></div><div class="c x80 y3e7 w27 h25"><div class="t m0 x30 h6 y3e9 ff2 fs3 fc2 sc0 ls0 ws0">4<span class="_ _9"> </span>794</div></div><div class="c x81 y3e7 w28 h25"><div class="t m0 x7a h6 y3e9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3e7 w28 h25"><div class="t m0 x7a h6 y3e9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3e7 w29 h25"><div class="t m0 x48 h6 y3e9 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3eb w24 h25"><div class="t m0 x1c h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x1c h6 y3ed ff2 fs3 fc2 sc0 ls0 ws0">pożyczki<span class="_ _9"> </span>-</div><div class="t m0 x1c h6 y3ee ff2 fs3 fc2 sc0 ls0 ws0">odsetki</div></div><div class="c x7f y3eb w25 h25"><div class="t m0 x84 h10 y3ed ff1 fs3 fc2 sc0 ls0 ws0">317</div></div><div class="c x80 y3eb w27 h25"><div class="t m0 x4b h6 y3ed ff2 fs3 fc2 sc0 ls0 ws0">317</div></div><div class="c x81 y3eb w28 h25"><div class="t m0 x7a h6 y3ed ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3eb w28 h25"><div class="t m0 x7a h6 y3ed ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3eb w29 h25"><div class="t m0 x48 h6 y3ed ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x6e y3ef w24 h26"><div class="t m0 x1c h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">Razem</div></div><div class="c x7f y3ef w25 h26"><div class="t m0 x83 h10 y3f0 ff1 fs3 fc2 sc0 ls0 ws0">5<span class="_ _9"> </span>113</div></div><div class="c x80 y3ef w27 h26"><div class="t m0 x30 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">5<span class="_ _9"> </span>113</div></div><div class="c x81 y3ef w28 h26"><div class="t m0 x7a h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x82 y3ef w28 h26"><div class="t m0 x7a h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y3ef w29 h26"><div class="t m0 x48 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="t m0 x11 h6 y3f1 ff2 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _13"> </span>bi<span class="_ _8"></span>eżącej<span class="_ _13"> </span>płynności<span class="_ _13"> </span>finansowej<span class="_ _14"> </span>wyniósł<span class="_ _13"> </span>w<span class="_ _14"> </span>roku<span class="_ _1d"> </span>2023/2024<span class="_ _14"> </span>–<span class="_ _1d"> </span>4,07,<span class="_ _14"> </span>co<span class="_ _13"> </span>oznacza,<span class="_ _13"> </span>ż<span class="_ _8"></span>e<span class="_ _13"> </span>na</div><div class="t m0 x11 h6 y3f2 ff2 fs3 fc2 sc0 ls0 ws0">każde<span class="_ _14"> </span>1<span class="_ _14"> </span>EUR<span class="_ _14"> </span>zobowiązań<span class="_ _14"> </span>krótkoterminowych<span class="_ _14"> </span>przy<span class="_ _0"></span>padało<span class="_ _14"> </span>4,07<span class="_ _14"> </span>EUR<span class="_ _14"> </span>aktywów<span class="_ _14"> </span>obrotowych.<span class="_ _14"> </span>W</div><div class="t m0 x11 h6 y18a ff2 fs3 fc2 sc0 ls0 ws0">roku<span class="_ _4"> </span>2024/2025<span class="_ _4"> </span>wskaźnik<span class="_ _4"> </span>ten<span class="_ _4"> </span>wzrósł<span class="_ _4"> </span>do<span class="_ _4"> </span>poziomu<span class="_ _4"> </span>491,5.<span class="_ _4"> </span>Tak<span class="_ _4"> </span>wysoki<span class="_ _4"> </span>poziom<span class="_ _4"> </span>płynności<span class="_ _4"> </span>świadczy</div><div class="t m0 x11 h6 y3f3 ff2 fs3 fc2 sc0 ls0 ws0">o<span class="_ _14"> </span>nadpły<span class="_ _0"></span>nności<span class="_ _14"> </span>finansowej,<span class="_ _14"> </span>co<span class="_ _13"> </span>Spółka<span class="_ _14"> </span>ocenia<span class="_ _14"> </span>jako<span class="_ _13"> </span>zj<span class="_ _8"></span>awisko<span class="_ _13"> </span>niekorzystne<span class="_ _14"> </span>–<span class="_ _14"> </span>może<span class="_ _13"> </span>ono<span class="_ _14"> </span>bowiem</div><div class="t m0 x11 h6 y3f4 ff2 fs3 fc2 sc0 ls0 ws0">wskazywać<span class="_ _11"> </span>na<span class="_ _11"> </span>nadmierne<span class="_ _11"> </span>utrzymywanie<span class="_ _11"> </span>środków<span class="_ _11"> </span>pieniężny<span class="_ _0"></span>ch<span class="_ _11"> </span>lub<span class="_ _11"> </span>i<span class="_ _8"></span>nnych<span class="_ _11"> </span>akty<span class="_ _0"></span>wów<span class="_ _11"> </span>obrotowych,</div><div class="t m0 x11 h6 y3f5 ff2 fs3 fc2 sc0 ls0 ws0">które<span class="_ _9"> </span>ni<span class="_ _8"></span>e<span class="_ _9"> </span>są<span class="_ _9"> </span>efekt<span class="_ _8"></span>ywnie<span class="_ _9"> </span>wykorzystywane<span class="_ _7"> </span>w<span class="_ _9"> </span>dz<span class="_ _8"></span>iałalności<span class="_ _9"> </span>operacyjnej.</div><div class="t m0 x11 h6 y3f6 ff2 fs3 fc2 sc0 ls0 ws0">Podmioty, którym Emitent udziela f<span class="_ _0"></span>inansowania są powiązane ze sobą osobowo<span class="_ _10"> </span>z<span class="_ _8"></span>atem nie</div><div class="t m0 x11 h6 y8 ff2 fs3 fc2 sc0 ls0 ws0">występuje<span class="_ _1b"> </span>tutaj<span class="_ _1b"> </span>jakiś<span class="_ _1b"> </span>szczególny<span class="_ _1b"> </span>rodz<span class="_ _8"></span>aj<span class="_ _1b"> </span>kontroli.<span class="_ _1b"> </span>Podmioty<span class="_ _1b"> </span>powiązane<span class="_ _1b"> </span>otrzymane<span class="_ _d"> </span>poży<span class="_ _0"></span>czki</div><div class="t m0 x11 h6 y388 ff2 fs3 fc2 sc0 ls0 ws0">inwestują<span class="_ _18"> </span>na<span class="_ _18"> </span>rynku<span class="_ _18"> </span>ka<span class="_ _0"></span>pitałowym<span class="_ _18"> </span>lub<span class="_ _18"> </span>udzielają<span class="_ _18"> </span>dalszych<span class="_ _18"> </span>pożyczek.<span class="_ _18"> </span>Strategia<span class="_ _18"> </span>głównego</div><div class="t m0 x11 h6 y3f7 ff2 fs3 fc2 sc0 ls0 ws0">pożyczkobiorcy<span class="_ _16"> </span>jest<span class="_ _e"> </span>konserwatywna<span class="_ _16"> </span>co<span class="_ _16"> </span>oznacza,<span class="_ _16"> </span>że<span class="_ _e"> </span>pożyczkobiorca<span class="_ _23"> </span>inwestuje<span class="_ _e"> </span>pożyczone</div><div class="t m0 x11 h6 y3f8 ff2 fs3 fc2 sc0 ls0 ws0">pieniądze<span class="_ _17"> </span>w spółki<span class="_ _17"> </span>typu value.<span class="_ _22"> </span>Spłata<span class="_ _17"> </span>pożyczek ma<span class="_ _17"> </span>nastąpić<span class="_ _17"> </span>między<span class="_ _17"> </span>innymi z<span class="_ _8"></span>e środków</div><div class="t m0 x11 h6 y3f9 ff2 fs3 fc2 sc0 ls0 ws0">otrzymanych<span class="_ _15"> </span>tytułem<span class="_ _15"> </span>dy<span class="_ _0"></span>widend<span class="_ _15"> </span>wyp<span class="_ _8"></span>łacony<span class="_ _0"></span>ch<span class="_ _15"> </span>przez<span class="_ _15"> </span>spółki<span class="_ _15"> </span>znajdujące<span class="_ _15"> </span>się<span class="_ _15"> </span>w<span class="_ _15"> </span>portfolio</div><div class="t m0 x11 h6 y3fa ff2 fs3 fc2 sc0 ls0 ws0">pożyczkobiorcy.</div><div class="t m0 x18 hf y3fb ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>kredytowe</span></div><div class="t m0 x11 h6 y251 ff2 fs3 fc2 sc0 ls0 ws0">(a)<span class="_ _14"> </span>Ocena<span class="_ _1a"> </span>ry<span class="_ _0"></span>zyka<span class="_ _14"> </span>kredytowe<span class="_ _8"></span>go<span class="_ _1a"> </span>-<span class="_ _14"> </span>ryzy<span class="_ _0"></span>ko<span class="_ _1a"> </span>kredy<span class="_ _0"></span>towe<span class="_ _1a"> </span>oznacza<span class="_ _14"> </span>potencjalną<span class="_ _1a"> </span>stratę,<span class="_ _14"> </span>która<span class="_ _14"> </span>m<span class="_ _8"></span>ogłaby</div><div class="t m0 x11 h6 y3fc ff2 fs3 fc2 sc0 ls0 ws0">powstać,<span class="_ _14"> </span>gdyby<span class="_ _14"> </span>kontrahent<span class="_ _1a"> </span>Spółki<span class="_ _14"> </span>w<span class="_ _14"> </span>transakcji<span class="_ _14"> </span>nie<span class="_ _14"> </span>był<span class="_ _14"> </span>w<span class="_ _1a"> </span>stanie<span class="_ _14"> </span>wypełnić<span class="_ _14"> </span>swoich<span class="_ _14"> </span>z<span class="_ _8"></span>obowiązań</div><div class="t m0 x11 h6 y3fd ff2 fs3 fc2 sc0 ls0 ws0">umownych<span class="_ _12"> </span>i<span class="_ _12"> </span>z<span class="_ _8"></span>apewnić<span class="_ _12"> </span>przepływów<span class="_ _10"> </span>pieniężny<span class="_ _0"></span>ch.<span class="_ _10"> </span>Ryzy<span class="_ _0"></span>ko<span class="_ _10"> </span>kredy<span class="_ _0"></span>towe<span class="_ _10"> </span>związane<span class="_ _12"> </span>jest<span class="_ _12"> </span>głównie<span class="_ _10"> </span>z</div><div class="t m0 x11 h6 y3fe ff2 fs3 fc2 sc0 ls0 ws0">udzielonymi<span class="_ _12"> </span>przez<span class="_ _1a"> </span>Spółkę<span class="_ _12"> </span>poży<span class="_ _0"></span>czka<span class="_ _8"></span>mi,<span class="_ _12"> </span>środkami<span class="_ _1a"> </span>pieniężnymi<span class="_ _12"> </span>i<span class="_ _1a"> </span>ich<span class="_ _12"> </span>ekwiwalentami,<span class="_ _12"> </span>lokatami,</div><div class="t m0 x11 h6 y3ff ff2 fs3 fc2 sc0 ls0 ws0">należnościami<span class="_ _9"> </span>handlowymi<span class="_ _8"></span>.</div><div class="t m0 x11 h6 y400 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _b"> </span>z<span class="_ _8"></span>akres<span class="_ _b"> </span>ryzyka<span class="_ _4"> </span>kredytowego<span class="_ _4"> </span>Spółki<span class="_ _b"> </span>największ<span class="_ _8"></span>y<span class="_ _b"> </span>wpływ<span class="_ _4"> </span>mają<span class="_ _4"> </span>specyficzne<span class="_ _b"> </span>okolicz<span class="_ _8"></span>ności<span class="_ _b"> </span>ka<span class="_ _8"></span>żdego</div><div class="t m0 x11 h6 y401 ff2 fs3 fc2 sc0 ls0 ws0">klienta.<span class="_ _14"> </span>Jednocześnie<span class="_ _14"> </span>kierownictwo<span class="_ _13"> </span>Spółki<span class="_ _14"> </span>śledzi<span class="_ _14"> </span>również<span class="_ _14"> </span>ogólne<span class="_ _13"> </span>okol<span class="_ _8"></span>iczności,<span class="_ _14"> </span>takie<span class="_ _13"> </span>jak<span class="_ _14"> </span>status</div><div class="t m0 x11 h6 y402 ff2 fs3 fc2 sc0 ls0 ws0">prawny<span class="_ _23"> </span>klienta<span class="_ _23"> </span>(spółka<span class="_ _23"> </span>prywatna<span class="_ _23"> </span>lub<span class="_ _23"> </span>publicz<span class="_ _8"></span>na),<span class="_ _23"> </span>położenie<span class="_ _23"> </span>geograficzne<span class="_ _23"> </span>klienta,<span class="_ _23"> </span>obszar</div><div class="t m0 x11 h6 y403 ff2 fs3 fc2 sc0 ls0 ws0">działalności,<span class="_ _1d"> </span>stan<span class="_ _11"> </span>gospodarki<span class="_ _11"> </span>oraz<span class="_ _1d"> </span>prognozy<span class="_ _11"> </span>gospodarcze<span class="_ _11"> </span>na<span class="_ _1d"> </span>przyszłość.<span class="_ _11"> </span>Aby<span class="_ _1d"> </span>zmniejszyć<span class="_ _11"> </span>ryzyko</div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">40</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">kredytowe,<span class="_ _1d"> </span>dy<span class="_ _0"></span>scypl<span class="_ _8"></span>ina<span class="_ _1d"> </span>płatnicza<span class="_ _1d"> </span>klientów<span class="_ _1d"> </span>i<span class="_ _1d"> </span>ich<span class="_ _1d"> </span>zdolność<span class="_ _11"> </span>do<span class="_ _1d"> </span>wywiąz<span class="_ _8"></span>ywania<span class="_ _11"> </span>się<span class="_ _1d"> </span>z<span class="_ _1d"> </span>zobowiązań<span class="_ _1d"> </span>są</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">codziennie<span class="_ _9"> </span>moni<span class="_ _8"></span>torowane.</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">(b)<span class="_ _11"> </span>Jakość<span class="_ _11"> </span>kredytowa<span class="_ _1d"> </span>aktywów<span class="_ _1d"> </span>finansowych<span class="_ _11"> </span>-<span class="_ _1d"> </span>Spółka<span class="_ _11"> </span>stosuj<span class="_ _8"></span>e<span class="_ _11"> </span>uproszczone<span class="_ _1d"> </span>podejście<span class="_ _11"> </span>do<span class="_ _11"> </span>wyceny</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">oczekiwanych<span class="_ _1a"> </span>strat<span class="_ _14"> </span>kredytowych<span class="_ _1a"> </span>zgodnie<span class="_ _14"> </span>z<span class="_ _1a"> </span>MSSF<span class="_ _14"> </span>9,<span class="_ _14"> </span>stosując<span class="_ _1a"> </span>oczekiwane<span class="_ _14"> </span>straty<span class="_ _1a"> </span>kredytowe<span class="_ _14"> </span>w</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">całym<span class="_ _e"> </span>okresie<span class="_ _e"> </span>życia<span class="_ _e"> </span>do<span class="_ _f"> </span>wsz<span class="_ _8"></span>ystkich<span class="_ _f"> </span>nale<span class="_ _8"></span>żności<span class="_ _e"> </span>handlowych<span class="_ _e"> </span>i<span class="_ _e"> </span>aktywów<span class="_ _f"> </span>objętych<span class="_ _16"> </span>umową.</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">Historyczne<span class="_ _1d"> </span>współczynniki<span class="_ _11"> </span>strat<span class="_ _1d"> </span>są<span class="_ _1d"> </span>kory<span class="_ _0"></span>gowane<span class="_ _1d"> </span>w<span class="_ _1d"> </span>celu<span class="_ _11"> </span>uwzględnienia<span class="_ _1d"> </span>zarówno<span class="_ _1d"> </span>bieżących,<span class="_ _11"> </span>jak<span class="_ _1d"> </span>i</div><div class="t m0 x11 h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">przyszłych<span class="_ _11"> </span>informacji<span class="_ _11"> </span>o<span class="_ _11"> </span>czy<span class="_ _0"></span>nnikach<span class="_ _11"> </span>makroekonomicz<span class="_ _8"></span>nych,<span class="_ _11"> </span>które<span class="_ _11"> </span>mogą<span class="_ _11"> </span>mieć<span class="_ _11"> </span>wpły<span class="_ _0"></span>w<span class="_ _11"> </span>na<span class="_ _11"> </span>zdolność</div><div class="t m0 x11 h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">klientów<span class="_ _19"> </span>do<span class="_ _23"> </span>spłaty<span class="_ _19"> </span>należności.<span class="_ _19"> </span>W<span class="_ _19"> </span>oparciu<span class="_ _23"> </span>o<span class="_ _19"> </span>zasady<span class="_ _19"> </span>opisane<span class="_ _19"> </span>powyżej<span class="_ _23"> </span>wpływ<span class="_ _19"> </span>odpisów</div><div class="t m0 x11 h6 yce ff2 fs3 fc2 sc0 ls0 ws0">aktualizujących<span class="_ _b"> </span>wartość<span class="_ _b"> </span>środków<span class="_ _7"> </span>pieniężnych<span class="_ _b"> </span>i<span class="_ _b"> </span>ich<span class="_ _7"> </span>ekwiwale<span class="_ _8"></span>ntów<span class="_ _7"> </span>na<span class="_ _b"> </span>dz<span class="_ _8"></span>ień<span class="_ _7"> </span>30<span class="_ _b"> </span>czerwca<span class="_ _b"> </span>2025<span class="_ _7"> </span>roku</div><div class="t m0 x11 h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">był<span class="_ _9"> </span>nieist<span class="_ _8"></span>otny.</div><div class="t m0 x11 h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _16"> </span>jest<span class="_ _16"> </span>narażona<span class="_ _16"> </span>na<span class="_ _e"> </span>koncentra<span class="_ _8"></span>cję<span class="_ _16"> </span>ryzyka<span class="_ _16"> </span>kredytowego.<span class="_ _16"> </span>Spółka<span class="_ _16"> </span>ma<span class="_ _16"> </span>obecnie<span class="_ _16"> </span>jednego</div><div class="t m0 x11 h6 y404 ff2 fs3 fc2 sc0 ls0 ws0">znaczącego<span class="_ _16"> </span>pożyczkobiorcę<span class="_ _16"> </span>działającego<span class="_ _16"> </span>w<span class="_ _16"> </span>branży<span class="_ _16"> </span>inwestycji<span class="_ _16"> </span>kapitałowych.<span class="_ _16"> </span>Spółka<span class="_ _16"> </span>stale</div><div class="t m0 x11 h6 y405 ff2 fs3 fc2 sc0 ls0 ws0">monitoruje<span class="_ _1d"> </span>podm<span class="_ _8"></span>ioty<span class="_ _0"></span>,<span class="_ _13"> </span>którym<span class="_ _13"> </span>udziela<span class="_ _1d"> </span>finansowania.<span class="_ _13"> </span>Zarząd<span class="_ _13"> </span>ocenia<span class="_ _1d"> </span>możl<span class="_ _8"></span>iwość<span class="_ _1d"> </span>niewypłacalności</div><div class="t m0 x11 h6 y4d ff2 fs3 fc2 sc0 ls0 ws0">kredytobiorcy<span class="_ _17"> </span>według w<span class="_ _8"></span>łasnego uz<span class="_ _8"></span>nania. S<span class="_ _8"></span>półka nie<span class="_ _17"> </span>ma<span class="_ _17"> </span>maksymalnych<span class="_ _17"> </span>limitów<span class="_ _17"> </span>ekspozycji</div><div class="t m0 x11 h6 y4e ff2 fs3 fc2 sc0 ls0 ws0">kredytowej<span class="_ _9"> </span>na<span class="_ _7"> </span>jednego<span class="_ _9"> </span>kli<span class="_ _8"></span>enta,<span class="_ _9"> </span>dlatego<span class="_ _7"> </span>nie<span class="_ _9"> </span>z<span class="_ _8"></span>ostały<span class="_ _9"> </span>przekroczone<span class="_ _9"> </span>ż<span class="_ _8"></span>adne<span class="_ _7"> </span>limity<span class="_ _9"> </span>koncentracji.</div><div class="t m0 x11 h6 y50 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _14"> </span>jest<span class="_ _1a"> </span>narażona<span class="_ _14"> </span>na<span class="_ _14"> </span>ryzyko<span class="_ _14"> </span>wynikające<span class="_ _1a"> </span>ze<span class="_ _14"> </span>zmian<span class="_ _14"> </span>kursów<span class="_ _1a"> </span>walutowych<span class="_ _14"> </span>w<span class="_ _14"> </span>związku<span class="_ _1a"> </span>z<span class="_ _14"> </span>czym</div><div class="t m0 x11 h6 y406 ff2 fs3 fc2 sc0 ls0 ws0">dodana<span class="_ _13"> </span>z<span class="_ _8"></span>ostała<span class="_ _13"> </span>analiza<span class="_ _14"> </span>wrażliwości<span class="_ _13"> </span>zmiany<span class="_ _14"> </span>kursu<span class="_ _13"> </span>i<span class="_ _13"> </span>jej<span class="_ _14"> </span>wpły<span class="_ _0"></span>wu<span class="_ _14"> </span>na<span class="_ _14"> </span>zy<span class="_ _0"></span>sk<span class="_ _14"> </span>netto<span class="_ _13"> </span>i<span class="_ _13"> </span>kapitał<span class="_ _14"> </span>własny,</div><div class="t m0 x11 h6 y407 ff2 fs3 fc2 sc0 ls0 ws0">natomiast<span class="_ _4"> </span>nie<span class="_ _4"> </span>jest<span class="_ _b"> </span>narażona<span class="_ _4"> </span>na<span class="_ _4"> </span>ryzyko<span class="_ _b"> </span>wyni<span class="_ _8"></span>kające<span class="_ _4"> </span>ze<span class="_ _4"> </span>zmian<span class="_ _b"> </span>stóp<span class="_ _4"> </span>procentowych,<span class="_ _4"> </span>ponieważ<span class="_ _4"> </span>Spółka</div><div class="t m0 x11 h6 y53 ff2 fs3 fc2 sc0 ls0 ws0">nie<span class="_ _7"> </span>udzieliła<span class="_ _9"> </span>i<span class="_ _7"> </span>nie<span class="_ _9"> </span>otrzymała<span class="_ _9"> </span>poż<span class="_ _8"></span>yczki<span class="_ _7"> </span>o<span class="_ _9"> </span>zmiennym<span class="_ _7"> </span>oprocentowaniu.</div><div class="t m0 x18 hf y55 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>stóp<span class="_ _7"> </span>procentowych</span></div><div class="t m0 x11 h6 y56 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _18"> </span>dzień<span class="_ _19"> </span>30/<span class="_ _8"></span>06/2025<span class="_ _18"> </span>struktura<span class="_ _2a"> </span>oprocentowania<span class="_ _2a"> </span>udzielonych<span class="_ _18"> </span>pożyczek<span class="_ _2a"> </span>przedstawiał<span class="_ _8"></span>a<span class="_ _2a"> </span>się</div><div class="t m0 x11 h6 y57 ff2 fs3 fc2 sc0 ls0 ws0">następująco:</div><div class="c x6e y408 w2a hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _9"> </span>dz<span class="_ _8"></span>ień<span class="_ _9"> </span>30/06/2025</div></div><div class="c x85 y408 w2a hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">Wysokość<span class="_ _9"> </span>procentowania</div></div><div class="c x21 y408 w2a hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">Stałe/zmienne<span class="_ _9"> </span>oprocentowanie</div></div><div class="c x6e y40a w2a hc"><div class="t m0 x1c h6 y7f ff2 fs3 fc2 sc0 ls0 ws0">Damar<span class="_ _9"> </span>Patro<span class="_ _7"> </span>UÜ</div></div><div class="c x85 y40a w2a hc"><div class="t m0 x1c h6 y7f ff2 fs3 fc2 sc0 ls0 ws0">2%<span class="_ _9"> </span>;<span class="_ _9"> </span>2,5%</div></div><div class="c x21 y40a w2a hc"><div class="t m0 x1c h6 y7f ff2 fs3 fc2 sc0 ls0 ws0">Stałe</div></div><div class="c x6e y210 w2a h16"><div class="t m0 x1c h6 y40b ff2 fs3 fc2 sc0 ls0 ws0">Osoba<span class="_ _9"> </span>fiz<span class="_ _8"></span>yczna</div></div><div class="c x85 y210 w2a h16"><div class="t m0 x1c h6 y40b ff2 fs3 fc2 sc0 ls0 ws0">21,50<span class="_ _9"> </span>%</div></div><div class="c x21 y210 w2a h16"><div class="t m0 x1c h6 y40b ff2 fs3 fc2 sc0 ls0 ws0">Stałe</div></div><div class="t m0 x11 h6 y40c ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _2a"> </span>dzień<span class="_ _2a"> </span>30/<span class="_ _8"></span>06/2024<span class="_ _2a"> </span>struktura<span class="_ _18"> </span>oprocentowania<span class="_ _2a"> </span>udzielonych<span class="_ _18"> </span>pożyczek<span class="_ _2a"> </span>przedstawiał<span class="_ _8"></span>a<span class="_ _2a"> </span>się</div><div class="t m0 x11 h6 y40d ff2 fs3 fc2 sc0 ls0 ws0">następująco:</div><div class="c x6e y40e w2b hc"><div class="t m0 x1c h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _9"> </span>dz<span class="_ _8"></span>ień<span class="_ _9"> </span>30/06/2024</div></div><div class="c x85 y40e w2a hc"><div class="t m0 x1c h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">Wysokość<span class="_ _9"> </span>procentowania</div></div><div class="c x21 y40e w2a hc"><div class="t m0 x1c h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">Stałe/zmienne<span class="_ _7"> </span>oprocentowanie</div></div><div class="c x6e y410 w2b hc"><div class="t m0 x1c h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">Damar<span class="_ _9"> </span>Patro<span class="_ _7"> </span>UÜ</div></div><div class="c x85 y410 w2a hc"><div class="t m0 x1c h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">2%<span class="_ _9"> </span>;<span class="_ _7"> </span>2,5%</div></div><div class="c x21 y410 w2a hc"><div class="t m0 x1c h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">Stałe</div></div><div class="c x6e y412 w2b hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">Patro<span class="_ _9"> </span>Invest<span class="_ _7"> </span>OÜ</div></div><div class="c x85 y412 w2a hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">4%</div></div><div class="c x21 y412 w2a hc"><div class="t m0 x1c h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">Stałe</div></div><div class="c x6e y413 w2b h16"><div class="t m0 x1c h6 y1d7 ff2 fs3 fc2 sc0 ls0 ws0">Osoba<span class="_ _9"> </span>fiz<span class="_ _8"></span>yczna</div></div><div class="c x85 y413 w2a h16"><div class="t m0 x1c h6 y1d7 ff2 fs3 fc2 sc0 ls0 ws0">22,50<span class="_ _9"> </span>%</div></div><div class="c x21 y413 w2a h16"><div class="t m0 x1c h6 y1d7 ff2 fs3 fc2 sc0 ls0 ws0">Stałe</div></div><div class="t m0 x11 h6 y414 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _1d"> </span>nie<span class="_ _11"> </span>posiada<span class="_ _1d"> </span>istotnych<span class="_ _1d"> </span>oprocentowanych<span class="_ _11"> </span>z<span class="_ _8"></span>obowiązań.<span class="_ _1d"> </span>Przychody<span class="_ _11"> </span>i<span class="_ _1d"> </span>przepływy<span class="_ _1d"> </span>pieniężne<span class="_ _1d"> </span>z</div><div class="t m0 x11 h6 y415 ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _7"> </span>operacyjnej<span class="_ _9"> </span>S<span class="_ _8"></span>półki<span class="_ _9"> </span>są<span class="_ _7"> </span>zasadnicz<span class="_ _8"></span>o<span class="_ _9"> </span>niezależ<span class="_ _8"></span>ne<span class="_ _7"> </span>od<span class="_ _9"> </span>zmian<span class="_ _7"> </span>rynkowych<span class="_ _7"> </span>stóp<span class="_ _9"> </span>procentowych,</div><div class="t m0 x11 h6 y416 ff2 fs3 fc2 sc0 ls0 ws0">ponieważ<span class="_ _9"> </span>pożyczki<span class="_ _7"> </span>zawierane<span class="_ _7"> </span>są<span class="_ _9"> </span>według<span class="_ _7"> </span>stały<span class="_ _0"></span>ch<span class="_ _7"> </span>stóp<span class="_ _7"> </span>procentowych.</div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">41</div><div class="t m0 x18 hf y67 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>związane<span class="_ _7"> </span>ze<span class="_ _9"> </span>stru<span class="_ _8"></span>kturą<span class="_ _9"> </span>akcjonariatu</span></div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _1a"> </span>dzień<span class="_ _1a"> </span>bilansowy<span class="_ _1a"> </span>sprawozdania<span class="_ _12"> </span>(30/06/2025)<span class="_ _1a"> </span>68,04%<span class="_ _1a"> </span>udziału<span class="_ _1a"> </span>w<span class="_ _1a"> </span>kapitale<span class="_ _1a"> </span>z<span class="_ _8"></span>akładowym<span class="_ _1a"> </span>oraz</div><div class="t m0 x11 h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">68,04%<span class="_ _11"> </span>głosów<span class="_ _11"> </span>na<span class="_ _1d"> </span>Walnym<span class="_ _11"> </span>Zgromadzeniu<span class="_ _11"> </span>Spółki<span class="_ _1d"> </span>należy<span class="_ _11"> </span>w<span class="_ _11"> </span>sposób<span class="_ _1d"> </span>bezpośredni<span class="_ _11"> </span>do<span class="_ _11"> </span>Patro<span class="_ _11"> </span>Invest</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">OÜ,<span class="_ _23"> </span>w<span class="_ _19"> </span>efekcie<span class="_ _19"> </span>znaczący<span class="_ _19"> </span>wpływ<span class="_ _23"> </span>na<span class="_ _19"> </span>podejmowane<span class="_ _19"> </span>uchwały<span class="_ _19"> </span>na<span class="_ _19"> </span>Walnym<span class="_ _23"> </span>Zgromadzeniu</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">Akcjonariuszy<span class="_ _b"> </span>Spół<span class="_ _8"></span>ki<span class="_ _b"> </span>ma<span class="_ _b"> </span>powyż<span class="_ _8"></span>szy<span class="_ _b"> </span>Akcjonariusz.<span class="_ _4"> </span>Po<span class="_ _b"> </span>dniu<span class="_ _4"> </span>bilansowym<span class="_ _b"> </span>ze<span class="_ _b"> </span>wz<span class="_ _8"></span>ględu<span class="_ _b"> </span>na<span class="_ _b"> </span>rejestracj<span class="_ _8"></span>ę</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _13"> </span>sądzie<span class="_ _13"> </span>umorzenia<span class="_ _13"> </span>akcji<span class="_ _13"> </span>udz<span class="_ _8"></span>iał<span class="_ _13"> </span>Patro<span class="_ _13"> </span>Invest<span class="_ _13"> </span>OÜ<span class="_ _13"> </span>z<span class="_ _8"></span>mniejszył<span class="_ _13"> </span>się<span class="_ _13"> </span>do<span class="_ _13"> </span>52,00%,<span class="_ _13"> </span>ale<span class="_ _13"> </span>nadal<span class="_ _13"> </span>posi<span class="_ _8"></span>ada</div><div class="t m0 x11 h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">znaczący<span class="_ _7"> </span>wpły<span class="_ _0"></span>w<span class="_ _7"> </span>na<span class="_ _9"> </span>podejmowane<span class="_ _7"> </span>uchwały<span class="_ _7"> </span>na<span class="_ _9"> </span>Walnym<span class="_ _7"> </span>Zgromadzeniu<span class="_ _9"> </span>Akcjonariuszy<span class="_ _7"> </span>Spółki</div><div class="t m0 x18 hf yce ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>związane<span class="_ _7"> </span>z<span class="_ _9"> </span>sytuacją<span class="_ _7"> </span>gospodarczą<span class="_ _9"> </span>w<span class="_ _7"> </span>Polsce<span class="_ _9"> </span>i<span class="_ _7"> </span>w<span class="_ _9"> </span>Eston<span class="_ _8"></span>ii</span></div><div class="t m0 x11 h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">Sytuacja<span class="_ _11"> </span>i<span class="_ _4"> </span>koniunktura<span class="_ _11"> </span>gospodarcza<span class="_ _11"> </span>w<span class="_ _4"> </span>Pols<span class="_ _8"></span>ce<span class="_ _11"> </span>i<span class="_ _4"> </span>Estonii<span class="_ _11"> </span>mają<span class="_ _4"> </span>istot<span class="_ _8"></span>ny<span class="_ _4"> </span>wpływ<span class="_ _11"> </span>na<span class="_ _11"> </span>wyniki<span class="_ _4"> </span>finansowe</div><div class="t m0 x11 h6 ye6 ff2 fs3 fc2 sc0 ls0 ws0">osiągane<span class="_ _7"> </span>prz<span class="_ _8"></span>ez<span class="_ _7"> </span>wszystkie<span class="_ _7"> </span>podm<span class="_ _8"></span>ioty<span class="_ _b"> </span>działające<span class="_ _7"> </span>w<span class="_ _7"> </span>t<span class="_ _8"></span>ych<span class="_ _7"> </span>państwach,<span class="_ _b"> </span>w<span class="_ _7"> </span>tym<span class="_ _b"> </span>Spółki,<span class="_ _7"> </span>gdyż<span class="_ _b"> </span>powodzenie</div><div class="t m0 x11 h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">rozwoju<span class="_ _7"> </span>s<span class="_ _8"></span>półek<span class="_ _7"> </span>inwestuj<span class="_ _8"></span>ących<span class="_ _7"> </span>w<span class="_ _b"> </span>instrumenty<span class="_ _b"> </span>finansowe<span class="_ _b"> </span>oraz<span class="_ _b"> </span>prowadzących<span class="_ _7"> </span>usł<span class="_ _8"></span>ugową<span class="_ _b"> </span>działalność</div><div class="t m0 x11 h6 y404 ff2 fs3 fc2 sc0 ls0 ws0">finansową<span class="_ _14"> </span>w<span class="_ _13"> </span>dużej<span class="_ _14"> </span>mierze<span class="_ _14"> </span>zależy<span class="_ _13"> </span>m<span class="_ _8"></span>iędzy<span class="_ _14"> </span>inny<span class="_ _0"></span>mi<span class="_ _14"> </span>od<span class="_ _13"> </span>ksz<span class="_ _8"></span>tałtowania<span class="_ _14"> </span>się<span class="_ _13"> </span>warunków<span class="_ _14"> </span>prowadzenia</div><div class="t m0 x11 h6 y405 ff2 fs3 fc2 sc0 ls0 ws0">działalności<span class="_ _7"> </span>gospodarczej.<span class="_ _7"> </span>Występująca<span class="_ _7"> </span>inflacja<span class="_ _7"> </span>może<span class="_ _7"> </span>również<span class="_ _7"> </span>mieć<span class="_ _7"> </span>wpływ<span class="_ _7"> </span>na<span class="_ _7"> </span>sytuację<span class="_ _7"> </span>biznesową</div><div class="t m0 x11 h6 y4d ff2 fs3 fc2 sc0 ls0 ws0">ze<span class="_ _9"> </span>względu<span class="_ _7"> </span>na<span class="_ _9"> </span>swój<span class="_ _7"> </span>wpływ<span class="_ _9"> </span>na<span class="_ _7"> </span>wysokość<span class="_ _9"> </span>stóp<span class="_ _7"> </span>procentowych.</div><div class="t m0 x18 hf y4f ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>związane<span class="_ _7"> </span>z<span class="_ _9"> </span>podmiotami<span class="_ _7"> </span>powiązanymi.</span></div><div class="t m0 x11 h6 y50 ff2 fs3 fc2 sc0 ls0 ws0">Istnieją<span class="_ _14"> </span>interpretacje<span class="_ _14"> </span>wskazujące<span class="_ _14"> </span>na<span class="_ _13"> </span>m<span class="_ _8"></span>ożliwość<span class="_ _14"> </span>powstania<span class="_ _13"> </span>ryzyk,<span class="_ _14"> </span>polegających<span class="_ _14"> </span>na<span class="_ _14"> </span>negatywny<span class="_ _0"></span>m</div><div class="t m0 x11 h6 y406 ff2 fs3 fc2 sc0 ls0 ws0">wpływie<span class="_ _e"> </span>powiązań<span class="_ _e"> </span>pomiędzy<span class="_ _e"> </span>członkami<span class="_ _e"> </span>organów<span class="_ _e"> </span>Spółki<span class="_ _e"> </span>na<span class="_ _e"> </span>ich<span class="_ _e"> </span>decyzje.<span class="_ _e"> </span>Dotyczy<span class="_ _e"> </span>to<span class="_ _e"> </span>w</div><div class="t m0 x11 h6 y407 ff2 fs3 fc2 sc0 ls0 ws0">szczególności<span class="_ _d"> </span>wpły<span class="_ _0"></span>wu<span class="_ _d"> </span>tych<span class="_ _1b"> </span>powiąz<span class="_ _8"></span>ań<span class="_ _1b"> </span>na<span class="_ _d"> </span>Radę<span class="_ _1b"> </span>Nadzorczą<span class="_ _d"> </span>Spółki<span class="_ _1b"> </span>w<span class="_ _d"> </span>zakresie<span class="_ _1b"> </span>prowadzenia</div><div class="t m0 x11 h6 y53 ff2 fs3 fc2 sc0 ls0 ws0">bieżącego<span class="_ _d"> </span>nadzoru<span class="_ _1b"> </span>nad<span class="_ _d"> </span>działalnością<span class="_ _d"> </span>Spółki.<span class="_ _d"> </span>Przy<span class="_ _1b"> </span>ocenie<span class="_ _d"> </span>prawdopodobieństwa<span class="_ _d"> </span>wystąpienia</div><div class="t m0 x11 h6 y54 ff2 fs3 fc2 sc0 ls0 ws0">takiego<span class="_ _14"> </span>ry<span class="_ _0"></span>zyka<span class="_ _14"> </span>należy<span class="_ _14"> </span>jednak<span class="_ _13"> </span>wz<span class="_ _8"></span>iąć<span class="_ _14"> </span>pod<span class="_ _13"> </span>uwagę<span class="_ _14"> </span>fakt,<span class="_ _14"> </span>iż<span class="_ _13"> </span>organy<span class="_ _14"> </span>nadzorujące<span class="_ _13"> </span>podlegaj<span class="_ _8"></span>ą<span class="_ _14"> </span>kontroli</div><div class="t m0 x11 h6 y55 ff2 fs3 fc2 sc0 ls0 ws0">innego<span class="_ _d"> </span>organu<span class="_ _d"> </span>–<span class="_ _f"> </span>Walnego<span class="_ _d"> </span>Zgromadzenia,<span class="_ _d"> </span>a<span class="_ _f"> </span>w<span class="_ _d"> </span>interesie<span class="_ _d"> </span>członków<span class="_ _f"> </span>Rady<span class="_ _d"> </span>Nadzorczej<span class="_ _d"> </span>leży</div><div class="t m0 x11 h6 y56 ff2 fs3 fc2 sc0 ls0 ws0">wykonywanie<span class="_ _9"> </span>swoich<span class="_ _7"> </span>obowiązków<span class="_ _9"> </span>w<span class="_ _7"> </span>sposób<span class="_ _9"> </span>rzetelny<span class="_ _7"> </span>i<span class="_ _9"> </span>z<span class="_ _8"></span>godny<span class="_ _9"> </span>z<span class="_ _7"> </span>prawem.</div><div class="t m0 x18 hf y58 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>związane<span class="_ _7"> </span>z<span class="_ _9"> </span>podmiotami<span class="_ _7"> </span>powiązanymi.</span></div><div class="t m0 x11 h6 y417 ff2 fs3 fc2 sc0 ls0 ws0">Kurs<span class="_ _14"> </span>akcji<span class="_ _14"> </span>i<span class="_ _1a"> </span>pły<span class="_ _0"></span>nność<span class="_ _1a"> </span>obrotu<span class="_ _14"> </span>akcjami<span class="_ _14"> </span>spółek<span class="_ _14"> </span>notowanych<span class="_ _1a"> </span>w<span class="_ _14"> </span>zorganizowanym<span class="_ _14"> </span>systemie<span class="_ _14"> </span>obrotu</div><div class="t m0 x11 h6 y418 ff2 fs3 fc2 sc0 ls0 ws0">zależy<span class="_ _4"> </span>od<span class="_ _b"> </span>z<span class="_ _8"></span>leceń<span class="_ _4"> </span>kupna<span class="_ _b"> </span>i<span class="_ _4"> </span>sprzedaży<span class="_ _4"> </span>składanych<span class="_ _4"> </span>przez<span class="_ _4"> </span>inwestorów.<span class="_ _b"> </span>Nie<span class="_ _4"> </span>można<span class="_ _4"> </span>zapewnić,<span class="_ _4"> </span>iż<span class="_ _4"> </span>osoba</div><div class="t m0 x11 h6 y419 ff2 fs3 fc2 sc0 ls0 ws0">nabywająca<span class="_ _16"> </span>oferowane<span class="_ _e"> </span>akcje<span class="_ _16"> </span>Spółki<span class="_ _e"> </span>będzie<span class="_ _16"> </span>mogła<span class="_ _e"> </span>je<span class="_ _e"> </span>z<span class="_ _8"></span>być<span class="_ _e"> </span>w<span class="_ _16"> </span>dowolny<span class="_ _0"></span>m<span class="_ _16"> </span>terminie<span class="_ _e"> </span>i<span class="_ _16"> </span>po</div><div class="t m0 x11 h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">satysfakcjonuj<span class="_ _8"></span>ącej<span class="_ _7"> </span>cenie.<span class="_ _7"> </span>Cena<span class="_ _7"> </span>akcji<span class="_ _7"> </span>może<span class="_ _7"> </span>być<span class="_ _9"> </span>niższ<span class="_ _8"></span>a<span class="_ _9"> </span>niż<span class="_ _7"> </span>cena<span class="_ _7"> </span>nabycia<span class="_ _7"> </span>na<span class="_ _7"> </span>skutek<span class="_ _9"> </span>wi<span class="_ _8"></span>elu<span class="_ _7"> </span>czynników,</div><div class="t m0 x11 h6 y41b ff2 fs3 fc2 sc0 ls0 ws0">między<span class="_ _15"> </span>innymi<span class="_ _15"> </span>okresowych<span class="_ _15"> </span>zmian<span class="_ _15"> </span>wyników<span class="_ _15"> </span>operacyjnych<span class="_ _1c"> </span>Spółki,<span class="_ _15"> </span>chybionych<span class="_ _15"> </span>decyzji</div><div class="t m0 x11 h6 y41c ff2 fs3 fc2 sc0 ls0 ws0">inwestycyjnych Spółki skutkujący<span class="_ _0"></span>ch stratą lub<span class="_ _10"> </span>utratą zainwestowanego kapitału, liczby<span class="_ _10"> </span>oraz</div><div class="t m0 x11 h6 y41d ff2 fs3 fc2 sc0 ls0 ws0">płynności<span class="_ _12"> </span>not<span class="_ _8"></span>owanych<span class="_ _12"> </span>akcji,<span class="_ _12"> </span>poz<span class="_ _8"></span>iomu<span class="_ _12"> </span>inflacji,<span class="_ _10"> </span>zmian<span class="_ _12"> </span>regionalnych<span class="_ _10"> </span>lub<span class="_ _12"> </span>krajowych<span class="_ _12"> </span>cz<span class="_ _8"></span>ynników</div><div class="t m0 x11 h6 y41e ff2 fs3 fc2 sc0 ls0 ws0">ekonomicznych<span class="_ _20"> </span>i<span class="_ _20"> </span>politycznych<span class="_ _20"> </span>oraz<span class="_ _20"> </span>sytuacji<span class="_ _20"> </span>na<span class="_ _15"> </span>inny<span class="_ _0"></span>ch<span class="_ _20"> </span>światowych<span class="_ _20"> </span>rynkach<span class="_ _20"> </span>papierów</div><div class="t m0 x11 h6 y41f ff2 fs3 fc2 sc0 ls0 ws0">wartościowych.</div><div class="t m0 x18 hf y420 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _13"> </span><span class="ff5">R<span class="_ _8"></span>yzyko<span class="_ _9"> </span>walutowe</span></div><div class="t m0 x11 h6 y421 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _14"> </span>z<span class="_ _8"></span>wiązku<span class="_ _14"> </span>z<span class="_ _1a"> </span>poży<span class="_ _0"></span>czka<span class="_ _8"></span>mi<span class="_ _14"> </span>udz<span class="_ _8"></span>ielonymi<span class="_ _1a"> </span>w<span class="_ _14"> </span>PLN<span class="_ _14"> </span>is<span class="_ _8"></span>tnieje<span class="_ _14"> </span>ryzyko<span class="_ _1a"> </span>walutowe.<span class="_ _14"> </span>Ryzyko<span class="_ _1a"> </span>związane<span class="_ _14"> </span>z</div><div class="t m0 x11 h6 y422 ff2 fs3 fc2 sc0 ls0 ws0">możliwością<span class="_ _1a"> </span>wahań<span class="_ _1a"> </span>kursu<span class="_ _12"> </span>jednej<span class="_ _1a"> </span>waluty<span class="_ _1a"> </span>w<span class="_ _12"> </span>stosunku<span class="_ _1a"> </span>do<span class="_ _1a"> </span>drugiej<span class="_ _1a"> </span>m<span class="_ _8"></span>oże<span class="_ _1a"> </span>prowadzić<span class="_ _1a"> </span>z<span class="_ _8"></span>arówno<span class="_ _1a"> </span>do</div><div class="t m0 x11 h6 y423 ff2 fs3 fc2 sc0 ls0 ws0">pogorszenia<span class="_ _1d"> </span>sy<span class="_ _0"></span>tua<span class="_ _8"></span>cji<span class="_ _1d"> </span>finansowej<span class="_ _11"> </span>jednostki<span class="_ _8"></span>,<span class="_ _11"> </span>jak<span class="_ _1d"> </span>i<span class="_ _11"> </span>jej<span class="_ _1d"> </span>poprawy<span class="_ _1d"> </span>w<span class="_ _11"> </span>wyniku<span class="_ _1d"> </span>spadku<span class="_ _1d"> </span>danej<span class="_ _11"> </span>nale<span class="_ _8"></span>żności</div><div class="t m0 x11 h6 y424 ff2 fs3 fc2 sc0 ls0 ws0">lub<span class="_ _9"> </span>wzrostu<span class="_ _7"> </span>tej<span class="_ _9"> </span>należnoś<span class="_ _8"></span>ci.</div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">42</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">Aby<span class="_ _14"> </span>z<span class="_ _8"></span>obrazować<span class="_ _1a"> </span>ry<span class="_ _0"></span>zyko<span class="_ _1a"> </span>walutowe,<span class="_ _14"> </span>czyli<span class="_ _1a"> </span>wahania<span class="_ _1a"> </span>kursów<span class="_ _14"> </span>walutowych,<span class="_ _1a"> </span>spółka<span class="_ _14"> </span>przeprowadziła</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">analizę<span class="_ _9"> </span>wraż<span class="_ _8"></span>liwości:</div><div class="c x6e y425 w2c h27"><div class="t m0 x29 h11 y426 ff1 fs5 fc2 sc0 ls0 ws0">Zmiana</div><div class="t m0 x86 h11 y427 ff1 fs5 fc2 sc0 ls0 ws0">wartości<span class="_ _5"> </span>kursu</div><div class="t m0 x44 h11 y428 ff1 fs5 fc2 sc0 ls0 ws0">walutoweg<span class="_ _8"></span>o</div></div><div class="c x87 y425 w2d h27"><div class="t m0 x5a h11 y429 ff1 fs5 fc2 sc0 ls0 ws0">Kurs<span class="_ _5"> </span>waluty</div><div class="t m0 x22 h11 y42a ff1 fs5 fc2 sc0 ls0 ws0">po<span class="_ _5"> </span>zmianie</div></div><div class="c x88 y425 w2d h27"><div class="t m0 x50 h10 y42b ff1 fs3 fc2 sc0 ls0 ws0">Odsetki</div><div class="t m0 x50 h11 y42c ff1 fs5 fc2 sc0 ls0 ws0">EUR’000</div></div><div class="c x89 y425 w2e h27"><div class="t m0 x1c h11 y426 ff1 fs5 fc2 sc0 ls0 ws0">Wpływ<span class="_ _5"> </span>na<span class="_ _5"> </span>wynik</div><div class="t m0 x8a h11 y427 ff1 fs5 fc2 sc0 ls0 ws0">brutto</div><div class="t m0 x26 h11 y428 ff1 fs5 fc2 sc0 ls0 ws0">EUR’000</div></div><div class="c x8b y425 w2f h27"><div class="t m0 x1e h11 y426 ff1 fs5 fc2 sc0 ls0 ws0">Wpływ<span class="_ _5"> </span>na<span class="_ _5"> </span>wynik</div><div class="t m0 x40 h11 y427 ff1 fs5 fc2 sc0 ls0 ws0">netto</div><div class="t m0 x26 h11 y428 ff1 fs5 fc2 sc0 ls0 ws0">EUR’000</div></div><div class="c x8c y425 w30 h27"><div class="t m0 x56 h11 y426 ff1 fs5 fc2 sc0 ls0 ws0">Wpływ<span class="_ _5"> </span>na</div><div class="t m0 x6c h11 y427 ff1 fs5 fc2 sc0 ls0 ws0">kapitał<span class="_ _5"> </span>własny</div><div class="t m0 x70 h11 y428 ff1 fs5 fc2 sc0 ls0 ws0">EUR’00<span class="_ _8"></span>0</div></div><div class="c x6e y42d w2c h28"><div class="t m0 x0 h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">+<span class="_ _5"> </span>10%</div></div><div class="c x87 y42d w2d h28"><div class="t m0 x29 h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">4,6825</div></div><div class="c x88 y42d w2d h28"><div class="t m0 x75 h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x89 y42d w2e h28"><div class="t m0 x8d h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x8b y42d w2f h28"><div class="t m0 x79 h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x8c y42d w30 h28"><div class="t m0 x5e h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x6e y42f w2c h28"><div class="t m0 x8a h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">+<span class="_ _5"> </span>5%</div></div><div class="c x87 y42f w2d h28"><div class="t m0 x29 h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">4,4697</div></div><div class="c x88 y42f w2d h28"><div class="t m0 x75 h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x89 y42f w2e h28"><div class="t m0 x8d h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x8b y42f w2f h28"><div class="t m0 x79 h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x8c y42f w30 h28"><div class="t m0 x5e h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x6e y431 w2c h28"><div class="t m0 x4a h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>5%</div></div><div class="c x87 y431 w2d h28"><div class="t m0 x29 h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">4,0441</div></div><div class="c x88 y431 w2d h28"><div class="t m0 x75 h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x89 y431 w2e h28"><div class="t m0 x8e h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x8b y431 w2f h28"><div class="t m0 x5c h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x8c y431 w30 h28"><div class="t m0 x52 h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x6e y433 w2c h23"><div class="t m0 x4f h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>10%</div></div><div class="c x87 y433 w2d h23"><div class="t m0 x29 h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">3,8313</div></div><div class="c x88 y433 w2d h23"><div class="t m0 x75 h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x89 y433 w2e h23"><div class="t m0 x8e h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="c x8b y433 w2f h23"><div class="t m0 x5c h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="c x8c y433 w30 h23"><div class="t m0 x52 h13 y434 ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="t m0 x12 hf y435 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _f"> </span><span class="ff5">Ryzyko<span class="_ _5"> </span>zw<span class="_ _8"></span>iązane<span class="_ _9"> </span>z<span class="_ _7"> </span>konfliktem<span class="_ _9"> </span>zbroj<span class="_ _8"></span>nym<span class="_ _9"> </span>na<span class="_ _7"> </span>Ukrainie.</span></div><div class="t m0 x11 h6 y436 ff2 fs3 fc2 sc0 ls0 ws0">Ze<span class="_ _11"> </span>względu<span class="_ _4"> </span>na<span class="_ _11"> </span>trwający<span class="_ _4"> </span>konflikt<span class="_ _11"> </span>zbrojny<span class="_ _4"> </span>na<span class="_ _11"> </span>Ukrainie<span class="_ _4"> </span>dz<span class="_ _8"></span>iałalność<span class="_ _11"> </span>Spółki<span class="_ _4"> </span>w<span class="_ _11"> </span>sposób<span class="_ _4"> </span>umiarkowany</div><div class="t m0 x11 h6 y437 ff2 fs3 fc2 sc0 ls0 ws0">narażona jest<span class="_ _17"> </span>na<span class="_ _17"> </span>konsekwencje związ<span class="_ _8"></span>ane z<span class="_ _17"> </span>wojną. Na<span class="_ _17"> </span>dzień<span class="_ _17"> </span>publikacji raportu<span class="_ _17"> </span>Spółka ni<span class="_ _8"></span>e</div><div class="t m0 x11 h6 y438 ff2 fs3 fc2 sc0 ls0 ws0">przewiduje<span class="_ _10"> </span>rozszerzenia<span class="_ _10"> </span>konfliktu<span class="_ _10"> </span>poza<span class="_ _10"> </span>obszar<span class="_ _10"> </span>Ukrainy<span class="_ _10"> </span>dlatego<span class="_ _10"> </span>nie<span class="_ _10"> </span>oczekuje<span class="_ _10"> </span>się<span class="_ _10"> </span>wpływu<span class="_ _10"> </span>na</div><div class="t m0 x11 h6 y439 ff2 fs3 fc2 sc0 ls0 ws0">działalność<span class="_ _9"> </span>operacyjną<span class="_ _7"> </span>Spółki.</div><div class="t m0 x11 hf y43a ff5 fs3 fc2 sc0 ls0 ws0">SZACUNKI<span class="_ _9"> </span>ZAR<span class="_ _8"></span>ZĄDU</div><div class="t m0 x11 h6 y43b ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _10"> </span>dz<span class="_ _8"></span>ień<span class="_ _10"> </span>sporządzenia<span class="_ _10"> </span>raportu<span class="_ _10"> </span>rocznego Zarząd<span class="_ _10"> </span>według<span class="_ _10"> </span>swojej<span class="_ _10"> </span>najlepsz<span class="_ _8"></span>ej<span class="_ _10"> </span>wiedzy<span class="_ _10"> </span>nie widzi</div><div class="t m0 x11 h6 y43c ff2 fs3 fc2 sc0 ls0 ws0">zagrożenia<span class="_ _9"> </span>w<span class="_ _7"> </span>zakresie<span class="_ _9"> </span>wywią<span class="_ _8"></span>zywania<span class="_ _9"> </span>si<span class="_ _8"></span>ę<span class="_ _9"> </span>z<span class="_ _9"> </span>obowią<span class="_ _8"></span>zków<span class="_ _9"> </span>i<span class="_ _7"> </span>płynności<span class="_ _9"> </span>finansowej.<span class="_ _7"> </span>Spółka<span class="_ _7"> </span>na<span class="_ _9"> </span>bieżąco</div><div class="t m0 x11 h6 y43d ff2 fs3 fc2 sc0 ls0 ws0">reguluje<span class="_ _13"> </span>s<span class="_ _8"></span>woje<span class="_ _13"> </span>zobowiąz<span class="_ _8"></span>ania<span class="_ _13"> </span>i<span class="_ _14"> </span>nie<span class="_ _1d"> </span>z<span class="_ _8"></span>aciągała<span class="_ _13"> </span>ż<span class="_ _8"></span>adnych<span class="_ _14"> </span>kredy<span class="_ _0"></span>tów,<span class="_ _14"> </span>poży<span class="_ _0"></span>czek<span class="_ _14"> </span>ani<span class="_ _13"> </span>innych<span class="_ _14"> </span>istotnych</div><div class="t m0 x11 h6 y43e ff2 fs3 fc2 sc0 ls0 ws0">zobowiązań. Spółka prz<span class="_ _8"></span>eznacza środki finansowe<span class="_ _17"> </span>na prowadzoną dzi<span class="_ _8"></span>ałalność pożyczkową i</div><div class="t m0 x11 h6 y43f ff2 fs3 fc2 sc0 ls0 ws0">zamierza<span class="_ _4"> </span>stopni<span class="_ _8"></span>owo<span class="_ _4"> </span>rozwijać<span class="_ _11"> </span>tę<span class="_ _4"> </span>działalność.<span class="_ _4"> </span>Z<span class="_ _11"> </span>uwagi<span class="_ _4"> </span>na<span class="_ _4"> </span>fakt,<span class="_ _11"> </span>iż<span class="_ _4"> </span>główną<span class="_ _4"> </span>dzi<span class="_ _8"></span>ałalnością<span class="_ _4"> </span>Spółki<span class="_ _4"> </span>jest</div><div class="t m0 x11 h6 y440 ff2 fs3 fc2 sc0 ls0 ws0">udzielanie<span class="_ _1b"> </span>poży<span class="_ _0"></span>czek,<span class="_ _1b"> </span>prawidłowe<span class="_ _1b"> </span>i<span class="_ _1b"> </span>terminowe<span class="_ _17"> </span>wywiąz<span class="_ _8"></span>ywanie<span class="_ _17"> </span>się<span class="_ _1b"> </span>z<span class="_ _17"> </span>z<span class="_ _8"></span>obowiązań<span class="_ _17"> </span>um<span class="_ _8"></span>ownych</div><div class="t m0 x11 h6 y441 ff2 fs3 fc2 sc0 ls0 ws0">pożyczkobiorców<span class="_ _9"> </span>ma<span class="_ _7"> </span>istotny<span class="_ _9"> </span>wp<span class="_ _8"></span>ły<span class="_ _0"></span>w<span class="_ _7"> </span>na<span class="_ _7"> </span>wyniki<span class="_ _9"> </span>i<span class="_ _7"> </span>utrzymanie<span class="_ _9"> </span>S<span class="_ _8"></span>półki.</div><div class="t m0 x11 h10 y442 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>3.<span class="_ _7"> </span>Zarządzanie<span class="_ _9"> </span>kap<span class="_ _8"></span>itałem</div><div class="t m0 x11 h6 y443 ff2 fs3 fc2 sc0 ls0 ws0">Polityką<span class="_ _e"> </span>Zarządu<span class="_ _e"> </span>j<span class="_ _8"></span>est<span class="_ _e"> </span>utrzymanie<span class="_ _e"> </span>solidnej<span class="_ _e"> </span>bazy<span class="_ _16"> </span>kapitałowej<span class="_ _e"> </span>w<span class="_ _e"> </span>celu<span class="_ _16"> </span>utrzymania<span class="_ _e"> </span>zaufania</div><div class="t m0 x11 h6 y444 ff2 fs3 fc2 sc0 ls0 ws0">inwestorów<span class="_ _f"> </span>i<span class="_ _f"> </span>zapewnienia<span class="_ _f"> </span>przysz<span class="_ _8"></span>łego<span class="_ _f"> </span>rozwoju<span class="_ _f"> </span>działalności<span class="_ _f"> </span>gospodarczej.<span class="_ _e"> </span>Spółka<span class="_ _f"> </span>zarządza</div><div class="t m0 x11 h6 y445 ff2 fs3 fc2 sc0 ls0 ws0">kapitałem<span class="_ _d"> </span>w<span class="_ _1b"> </span>celu<span class="_ _d"> </span>zachowania<span class="_ _d"> </span>zdolności<span class="_ _d"> </span>do<span class="_ _1b"> </span>kont<span class="_ _8"></span>ynuowania<span class="_ _d"> </span>działalności<span class="_ _d"> </span>z<span class="_ _1b"> </span>uwz<span class="_ _8"></span>ględnieniem</div><div class="t m0 x11 h6 y446 ff2 fs3 fc2 sc0 ls0 ws0">realizacji<span class="_ _7"> </span>zaplanowanych<span class="_ _9"> </span>inwestycji<span class="_ _8"></span>,<span class="_ _9"> </span>tak<span class="_ _7"> </span>aby<span class="_ _9"> </span>mogła<span class="_ _7"> </span>generować<span class="_ _9"> </span>zwrot<span class="_ _7"> </span>dla<span class="_ _9"> </span>akcjonariusz<span class="_ _8"></span>y.<span class="_ _9"> </span>Zgodnie<span class="_ _7"> </span>z</div><div class="t m0 x11 h6 y447 ff2 fs3 fc2 sc0 ls0 ws0">praktyką<span class="_ _14"> </span>rynkową<span class="_ _1a"> </span>Spółka<span class="_ _14"> </span>monitoruje<span class="_ _1a"> </span>kapitał<span class="_ _14"> </span>m.in.<span class="_ _14"> </span>na<span class="_ _1a"> </span>podstawie<span class="_ _14"> </span>wskaźnika<span class="_ _14"> </span>kapit<span class="_ _8"></span>ału<span class="_ _1a"> </span>własnego</div><div class="t m0 x11 h6 y448 ff2 fs3 fc2 sc0 ls0 ws0">oraz<span class="_ _9"> </span>wskaźnika<span class="_ _7"> </span>ogólnego<span class="_ _7"> </span>zadłużenia.</div><div class="c x73 y449 w31 h29"><div class="t m0 x28 h10 y44a ff1 fs3 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x56 h10 y1e9 ff1 fs3 fc2 sc0 ls0 ws0">(w<span class="_ _9"> </span>tys.EUR)</div></div><div class="c x8f y449 w32 h29"><div class="t m0 x26 h10 y44a ff1 fs3 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x54 h10 y1e9 ff1 fs3 fc2 sc0 ls0 ws0">(w<span class="_ _9"> </span>tys.EUR)</div></div><div class="c x11 y44b w33 hc"><div class="t m0 x90 h6 y44c ff2 fs3 fc2 sc0 ls0 ws0">Kapitał<span class="_ _7"> </span>własny</div></div><div class="c x73 y44b w31 hc"><div class="t m0 x91 h6 y44c ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>916</div></div><div class="c x8f y44b w32 hc"><div class="t m0 x92 h6 y44c ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>856</div></div><div class="c x11 y44d w33 hc"><div class="t m0 x90 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">Aktywa<span class="_ _9"> </span>razem</div></div><div class="c x73 y44d w31 hc"><div class="t m0 x91 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _9"> </span>932</div></div><div class="c x8f y44d w32 hc"><div class="t m0 x92 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">5<span class="_ _9"> </span>113</div></div><div class="c x11 y44e w33 hc"><div class="t m0 x90 h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">Zobowiązania<span class="_ _7"> </span>ogółem</div></div><div class="c x73 y44e w31 hc"><div class="t m0 x93 h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">16</div></div><div class="c x8f y44e w32 hc"><div class="t m0 x92 h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">1<span class="_ _9"> </span>257</div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">43</div><div class="c x11 y44f w33 hc"><div class="t m0 x90 h6 y1d4 ff2 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _9"> </span>kapita<span class="_ _8"></span>łu<span class="_ _9"> </span>własnego*</div></div><div class="c x73 y44f w31 hc"><div class="t m0 x33 h6 y1d4 ff2 fs3 fc2 sc0 ls0 ws0">1,0</div></div><div class="c x8f y44f w32 hc"><div class="t m0 x18 h6 y1d4 ff2 fs3 fc2 sc0 ls0 ws0">0,75</div></div><div class="c x11 y450 w33 hc"><div class="t m0 x90 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="_ _9"> </span>ogólnego<span class="_ _7"> </span>zadłużenia**</div></div><div class="c x73 y450 w31 hc"><div class="t m0 x91 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x8f y450 w32 hc"><div class="t m0 x92 h6 y1ba ff2 fs3 fc2 sc0 ls0 ws0">0,246</div></div><div class="c x11 y451 w33 hc"><div class="t m0 x90 h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">Zysk<span class="_ _9"> </span>(strata)<span class="_ _7"> </span>z<span class="_ _9"> </span>dz<span class="_ _8"></span>iałalności<span class="_ _9"> </span>operacyjnej</div></div><div class="c x73 y451 w31 hc"><div class="t m0 x93 h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">60</div></div><div class="c x8f y451 w32 hc"><div class="t m0 x9 h6 y411 ff2 fs3 fc2 sc0 ls0 ws0">101</div></div><div class="c x11 y452 w33 h16"><div class="t m0 x90 h6 y453 ff2 fs3 fc2 sc0 ls0 ws0">EBITDA</div></div><div class="c x73 y452 w31 h16"><div class="t m0 x93 h6 y453 ff2 fs3 fc2 sc0 ls0 ws0">60</div></div><div class="c x8f y452 w32 h16"><div class="t m0 x9 h6 y453 ff2 fs3 fc2 sc0 ls0 ws0">101</div></div><div class="t m0 x11 h2a y454 ff2 fs7 fc2 sc0 ls0 ws0">*Wskaźnik<span class="_ _3"> </span>kapitału<span class="_ _5"> </span>własnego<span class="_ _3"> </span>=<span class="_ _3"> </span>kapitał<span class="_ _3"> </span>własn<span class="_ _8"></span>y<span class="_ _3"> </span>/<span class="_ _3"> </span>aktywa<span class="_ _5"> </span>ogółem</div><div class="t m0 x11 h2a y455 ff2 fs7 fc2 sc0 ls0 ws0">**Wskaźnik<span class="_ _3"> </span>ogólnego<span class="_ _5"> </span>zadłużenia<span class="_ _3"> </span>=<span class="_ _3"> </span>zobowiązania<span class="_ _3"> </span>ogół<span class="_ _8"></span>em<span class="_ _3"> </span>/<span class="_ _3"> </span>aktywa<span class="_ _5"> </span>ogółem</div><div class="t m0 x11 h10 y456 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>4<span class="_ _7"> </span>Aktywa<span class="_ _9"> </span>finansowe</div><div class="t m0 x11 h10 y12f ff1 fs3 fc2 sc0 ls0 ws0">30.06.2025</div><div class="c x94 y457 w34 h2b"><div class="t m0 x44 h2 y458 ff1 fs0 fc2 sc0 ls0 ws0">Nazwa</div><div class="t m0 x1e h2 y459 ff1 fs0 fc2 sc0 ls0 ws0">pożyczkobi</div><div class="t m0 x20 h2 y45a ff1 fs0 fc2 sc0 ls0 ws0">orcy</div></div><div class="c x32 y457 w35 h2b"><div class="t m0 x70 h2 y45b ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x1e h2 y458 ff1 fs0 fc2 sc0 ls0 ws0">wymagalności</div><div class="t m0 x22 h2 y45c ff1 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>ciągu<span class="_ _1"> </span>12</div><div class="t m0 x7e h2 y45a ff1 fs0 fc2 sc0 ls0 ws0">msc</div><div class="t m0 x6c h2 y45d ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>E<span class="_ _8"></span>UR)</div></div><div class="c x95 y457 w36 h2b"><div class="t m0 x28 h2 y45b ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x96 h2 y458 ff1 fs0 fc2 sc0 ls0 ws0">wymagalnoś<span class="_ _0"></span>ci</div><div class="t m0 x1c h2 y45c ff1 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>ciągu<span class="_ _1"> </span>12<span class="_ _3"> </span>msc</div><div class="t m0 x56 h2 y45a ff1 fs0 fc2 sc0 ls0 ws0">-<span class="_ _1"> </span>odsetki</div><div class="t m0 x6b h2 y45d ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR)</div></div><div class="c x97 y457 w37 h2b"><div class="t m0 x70 h2 y45e ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x24 h2 y45f ff1 fs0 fc2 sc0 ls0 ws0">wymaga-</div><div class="t m0 x6c h2 y460 ff1 fs0 fc2 sc0 ls0 ws0">lności<span class="_ _1"> </span>1-5<span class="_ _1"> </span>lat</div><div class="t m0 x96 h2 y461 ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>E<span class="_ _8"></span>UR)</div></div><div class="c x98 y457 w38 h2b"><div class="t m0 x1c h2 y45f ff1 fs0 fc2 sc0 ls0 ws0">Oprocen-</div><div class="t m0 x5a h2 y460 ff1 fs0 fc2 sc0 ls0 ws0">towanie</div></div><div class="c x99 y457 w39 h2b"><div class="t m0 x1a h2 y458 ff1 fs0 fc2 sc0 ls0 ws0">Waluta</div><div class="t m0 x1e h2 y459 ff1 fs0 fc2 sc0 ls0 ws0">udzielenia</div><div class="t m0 x6c h2 y45a ff1 fs0 fc2 sc0 ls0 ws0">pożyczki</div></div><div class="c x9a y457 w3a h2b"><div class="t m0 x50 h2 y459 ff1 fs0 fc2 sc0 ls0 ws0">Data<span class="_ _1"> </span>spłaty</div></div><div class="c x9b y457 w3b h2b"><div class="t m0 x5e h2 y459 ff1 fs0 fc2 sc0 ls0 ws0">Zabezpieczenie</div></div><div class="c x94 y462 w34 h2c"><div class="t m0 x1c h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">Osoba</div><div class="t m0 x1c h13 y464 ff2 fs5 fc2 sc0 ls0 ws0">fizyczna</div></div><div class="c x32 y462 w35 h2c"><div class="t m0 x9c h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x95 y462 w36 h2c"><div class="t m0 x4a h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">1</div></div><div class="c x97 y462 w37 h2c"><div class="t m0 x9c h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y462 w38 h2c"><div class="t m0 x86 h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">21,50%</div></div><div class="c x99 y462 w39 h2c"><div class="t m0 x44 h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">PLN</div></div><div class="c x9a y462 w3a h2c"><div class="t m0 x22 h13 y463 ff2 fs5 fc2 sc0 ls0 ws0">31.03.201<span class="_ _8"></span>6</div></div><div class="c x9b y462 w3b h2c"><div class="t m0 x24 h13 y465 ff2 fs5 fc2 sc0 ls0 ws0">Spółka<span class="_ _5"> </span>posiada<span class="_ _5"> </span>klauzu<span class="_ _8"></span>lę</div><div class="t m0 x0 h13 y466 ff2 fs5 fc2 sc0 ls0 ws0">wykonalnoś<span class="_ _8"></span>ci<span class="_ _5"> </span>aktu</div><div class="t m0 x20 h13 y467 ff2 fs5 fc2 sc0 ls0 ws0">notarialnego<span class="_ _5"> </span>z<span class="_ _5"> </span>którego</div><div class="t m0 x9d h13 y468 ff2 fs5 fc2 sc0 ls0 ws0">dłużnicy<span class="_ _5"> </span>poddali<span class="_ _5"> </span>się<span class="_ _5"> </span>do</div><div class="t m0 x7e h13 y469 ff2 fs5 fc2 sc0 ls0 ws0">egzekucji<span class="_ _5"> </span>do<span class="_ _5"> </span>kwoty</div><div class="t m0 x94 h13 y46a ff2 fs5 fc2 sc0 ls0 ws0">100.000,0<span class="_ _8"></span>0<span class="_ _5"> </span>zł.</div></div><div class="c x94 y46b w34 h2d"><div class="t m0 x1c h13 y46c ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1c h13 y42e ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y46b w35 h2d"><div class="t m0 x54 h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>400</div></div><div class="c x95 y46b w36 h2d"><div class="t m0 x2a h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">396</div></div><div class="c x97 y46b w37 h2d"><div class="t m0 x9c h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y46b w38 h2d"><div class="t m0 x22 h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">2,5%</div></div><div class="c x99 y46b w39 h2d"><div class="t m0 x25 h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c x9a y46b w3a h2d"><div class="t m0 x22 h13 y46d ff2 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _8"></span>6</div></div><div class="c x9b y46e w3b h2e"><div class="t m0 x86 h2f y46f ff2 fs0 fc2 sc0 ls0 ws0">Investment<span class="_ _1"> </span>Friends<span class="_ _1"> </span>Capital<span class="_ _1"> </span>SE<span class="_ _1"> </span>jest</div><div class="t m0 x1e h2f y470 ff2 fs0 fc2 sc0 ls0 ws0">uprawniona<span class="_ _1"> </span>do<span class="_ _1"> </span>wypełnienia<span class="_ _1"> </span>weksla</div><div class="t m0 x70 h2f y471 ff2 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>wysokości<span class="_ _1"> </span>zobowiązania</div><div class="t m0 x77 h2f y472 ff2 fs0 fc2 sc0 ls0 ws0">Pożyczkobiorcy<span class="_ _1"> </span>wy<span class="_ _0"></span>nikającego<span class="_ _1"> </span>z</div><div class="t m0 x47 h2f y473 ff2 fs0 fc2 sc0 ls0 ws0">zawartej<span class="_ _1"> </span>umowy<span class="_ _1"> </span>pożyczki,</div><div class="t m0 x22 h2f y474 ff2 fs0 fc2 sc0 ls0 ws0">pomniejsz<span class="_ _0"></span>onego<span class="_ _1"> </span>odpowiednio<span class="_ _1"> </span>o</div><div class="t m0 x9e h2f y475 ff2 fs0 fc2 sc0 ls0 ws0">wpłaty<span class="_ _1"> </span>dokonane<span class="_ _1"> </span>przez</div><div class="t m0 x25 h2f y476 ff2 fs0 fc2 sc0 ls0 ws0">Poży<span class="_ _0"></span>czkobiorcę<span class="_ _1"> </span>na<span class="_ _1"> </span>poczet<span class="_ _3"> </span>tego</div><div class="t m0 x86 h2f y477 ff2 fs0 fc2 sc0 ls0 ws0">zobowiązania<span class="_ _1"> </span>oraz<span class="_ _1"> </span>powiększone<span class="_ _0"></span>go</div><div class="t m0 x1e h2f y478 ff2 fs0 fc2 sc0 ls0 ws0">o<span class="_ _1"> </span>wartość<span class="_ _1"> </span>niespłaconych<span class="_ _1"> </span>odsetek,<span class="_ _1"> </span>a</div><div class="t m0 x44 h2f y479 ff2 fs0 fc2 sc0 ls0 ws0">także<span class="_ _1"> </span>ewentualnych<span class="_ _1"> </span>odsetek<span class="_ _1"> </span>za</div><div class="t m0 x26 h2f y47a ff2 fs0 fc2 sc0 ls0 ws0">zwłokę<span class="_ _1"> </span>i<span class="_ _1"> </span>innych<span class="_ _1"> </span>k<span class="_ _8"></span>osztów</div><div class="t m0 x2a h2f y47b ff2 fs0 fc2 sc0 ls0 ws0">uboczny<span class="_ _0"></span>ch<span class="_ _1"> </span>w<span class="_ _3"> </span>przypadku</div><div class="t m0 x5a h2f y47c ff2 fs0 fc2 sc0 ls0 ws0">niedokonania<span class="_ _1"> </span>spłaty<span class="_ _1"> </span>pełnej<span class="_ _1"> </span>kwoty</div><div class="t m0 x25 h2f y47d ff2 fs0 fc2 sc0 ls0 ws0">pożyczki<span class="_ _1"> </span>wraz<span class="_ _1"> </span>z<span class="_ _3"> </span>należnościami</div><div class="t m0 x70 h2f y47e ff2 fs0 fc2 sc0 ls0 ws0">uboczny<span class="_ _0"></span>mi<span class="_ _1"> </span>w<span class="_ _3"> </span>wymagany<span class="_ _0"></span>m</div><div class="t m0 x46 h2f y3db ff2 fs0 fc2 sc0 ls0 ws0">terminie.</div></div><div class="c x94 y46e w34 h30"><div class="t m0 x1c h13 y47f ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1c h13 y480 ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y46e w35 h30"><div class="t m0 x26 h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">127</div></div><div class="c x95 y46e w36 h30"><div class="t m0 x4a h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x97 y46e w37 h30"><div class="t m0 x9c h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y46e w38 h30"><div class="t m0 x50 h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">2%</div></div><div class="c x99 y46e w39 h30"><div class="t m0 x25 h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c x9a y46e w3a h30"><div class="t m0 x22 h13 y481 ff2 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _8"></span>6</div></div><div class="c x94 y482 w34 h23"><div class="t m0 x5a h11 y434 ff1 fs5 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x32 y482 w35 h23"><div class="t m0 x54 h11 y434 ff1 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>531</div></div><div class="c x95 y482 w36 h23"><div class="t m0 x2a h11 y434 ff1 fs5 fc2 sc0 ls0 ws0">397</div></div><div class="c x97 y482 w37 h23"><div class="t m0 x9c h11 y434 ff1 fs5 fc2 sc0 ls0 ws0">0</div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">44</div><div class="t m0 x11 h10 y66 ff1 fs3 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 x11 h8 y483 ff2 fs2 fc2 sc0 ls0 ws0">*<span class="_ _5"> </span>Spółka<span class="_ _5"> </span>r<span class="_ _8"></span>ozwiąz<span class="_ _0"></span>ała<span class="_ _5"> </span>odpis<span class="_ _9"> </span>na<span class="_ _5"> </span>pożyczkę<span class="_ _5"> </span>udzieloną<span class="_ _5"> </span>osobie<span class="_ _5"> </span>fizycznej<span class="_ _5"> </span>na<span class="_ _9"> </span>kwotę<span class="_ _5"> </span>7<span class="_ _5"> </span>t<span class="_ _8"></span>ys.<span class="_ _5"> </span>EUR<span class="_ _5"> </span>(=<span class="_ _5"> </span>33<span class="_ _5"> </span>t<span class="_ _8"></span>ys.<span class="_ _5"> </span>zł).</div><div class="t m0 x11 h9 y484 ff4 fs3 fc2 sc0 ls0 ws0">Należności<span class="_ _9"> </span>z<span class="_ _7"> </span>tytułu<span class="_ _7"> </span>pożyczek<span class="_ _9"> </span>i<span class="_ _7"> </span>odsetek<span class="_ _9"> </span>od<span class="_ _7"> </span>jednostek<span class="_ _9"> </span>powiązanych<span class="_ _7"> </span>zostały<span class="_ _9"> </span>przedstawi<span class="_ _8"></span>one<span class="_ _9"> </span>w<span class="_ _7"> </span>nocie<span class="_ _9"> </span>10.</div><div class="t m0 x11 h10 y485 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>5<span class="_ _7"> </span>Kapitał<span class="_ _9"> </span>zakład<span class="_ _8"></span>owy<span class="_ _9"> </span>i<span class="_ _9"> </span>struktura<span class="_ _7"> </span>akcjonariatu</div><div class="c x3f y83 w3c h27"><div class="t m0 x9f h11 y486 ff1 fs5 fc2 sc0 ls0 ws0">KAPITAŁ<span class="_ _5"> </span>ZAK<span class="_ _8"></span>ŁADOWY</div></div><div class="c xa0 y83 w3d h27"><div class="t m0 x44 h11 y487 ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca</div><div class="t m0 x4f h11 y488 ff1 fs5 fc2 sc0 ls0 ws0">2025</div><div class="t m0 x6b h11 y489 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c xa1 y83 w3e h27"><div class="t m0 x25 h11 y487 ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca</div><div class="t m0 x4f h11 y488 ff1 fs5 fc2 sc0 ls0 ws0">2024</div><div class="t m0 xa2 h11 y489 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x3f y48a w3c h28"><div class="t m0 x45 h11 y48b ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>za<span class="_ _8"></span>kładowy<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c xa0 y48a w3d h28"><div class="t m0 x84 h11 y48b ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c xa1 y48a w3e h28"><div class="t m0 x64 h11 y48b ff1 fs5 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>511</div></div><div class="c x3f y48c w3c h28"><div class="t m0 x5d h13 y48d ff2 fs5 fc2 sc0 ls0 ws0">Zmiany<span class="_ _5"> </span>kapita<span class="_ _8"></span>łu<span class="_ _5"> </span>zakładowego</div></div><div class="c xa0 y48c w3d h28"><div class="t m0 x5f h13 y48d ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa1 y48c w3e h28"><div class="t m0 x5e h13 y48d ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>10<span class="_ _3"> </span>0<span class="_ _8"></span>60</div></div><div class="c x3f y48e w3c h28"><div class="t m0 x66 h13 y48f ff2 fs5 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>zmniejszenia<span class="_ _5"> </span>(z<span class="_ _5"> </span>tytułu)</div></div><div class="c xa0 y48e w3d h28"><div class="t m0 x5f h13 y48f ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa1 y48e w3e h28"><div class="t m0 x64 h13 y48f ff2 fs5 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>060</div></div><div class="c x3f y490 w3c h28"><div class="t m0 x46 h13 y491 ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>umorzenie<span class="_ _5"> </span>akcji<span class="_ _5"> </span>wła<span class="_ _8"></span>snych</div></div><div class="c xa0 y490 w3d h28"><div class="t m0 x5f h13 y491 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa1 y490 w3e h28"><div class="t m0 x61 h13 y491 ff2 fs5 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>048</div></div><div class="c x3f y492 w3c h28"><div class="t m0 x46 h13 y46a ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>obniżenie<span class="_ _5"> </span>kapitału<span class="_ _5"> </span>za<span class="_ _8"></span>kładowego</div></div><div class="c xa0 y492 w3d h28"><div class="t m0 x5f h13 y46a ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa1 y492 w3e h28"><div class="t m0 x61 h13 y46a ff2 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y493 w3c h23"><div class="t m0 x45 h11 y494 ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>za<span class="_ _8"></span>kładowy<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c xa0 y493 w3d h23"><div class="t m0 x84 h11 y494 ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c xa1 y493 w3e h23"><div class="t m0 x84 h11 y494 ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c x94 y495 w34 h2b"><div class="t m0 x44 h2 y496 ff1 fs0 fc2 sc0 ls0 ws0">Nazwa</div><div class="t m0 x1e h2 y497 ff1 fs0 fc2 sc0 ls0 ws0">pożyczkobi</div><div class="t m0 x20 h2 y498 ff1 fs0 fc2 sc0 ls0 ws0">orcy</div></div><div class="c x32 y495 w35 h2b"><div class="t m0 x70 h2 y499 ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x1e h2 y496 ff1 fs0 fc2 sc0 ls0 ws0">wymagalności</div><div class="t m0 x22 h2 y49a ff1 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>ciągu<span class="_ _1"> </span>12</div><div class="t m0 x7e h2 y498 ff1 fs0 fc2 sc0 ls0 ws0">msc</div><div class="t m0 x96 h2 y49b ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>E<span class="_ _8"></span>UR)</div></div><div class="c x95 y495 w36 h2b"><div class="t m0 x28 h2 y499 ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x96 h2 y496 ff1 fs0 fc2 sc0 ls0 ws0">wymagalnoś<span class="_ _0"></span>ci</div><div class="t m0 x1c h2 y49a ff1 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>ciągu<span class="_ _1"> </span>12<span class="_ _3"> </span>msc</div><div class="t m0 x56 h2 y498 ff1 fs0 fc2 sc0 ls0 ws0">-<span class="_ _1"> </span>odsetki</div><div class="t m0 xa2 h2 y49b ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR)</div></div><div class="c x97 y495 w37 h2b"><div class="t m0 x70 h2 y49c ff1 fs0 fc2 sc0 ls0 ws0">Okres</div><div class="t m0 x24 h2 y49d ff1 fs0 fc2 sc0 ls0 ws0">wymaga-</div><div class="t m0 x6c h2 y49e ff1 fs0 fc2 sc0 ls0 ws0">lności<span class="_ _1"> </span>1-5<span class="_ _1"> </span>lat</div><div class="t m0 x96 h2 y49f ff1 fs0 fc2 sc0 ls0 ws0">(w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>E<span class="_ _8"></span>UR)</div></div><div class="c x98 y495 w38 h2b"><div class="t m0 x1c h2 y49d ff1 fs0 fc2 sc0 ls0 ws0">Oprocen-</div><div class="t m0 x5a h2 y4a0 ff1 fs0 fc2 sc0 ls0 ws0">towanie</div></div><div class="c x99 y495 w3f h2b"><div class="t m0 x25 h2 y496 ff1 fs0 fc2 sc0 ls0 ws0">Waluta</div><div class="t m0 x96 h2 y497 ff1 fs0 fc2 sc0 ls0 ws0">udzielenia</div><div class="t m0 x1a h2 y498 ff1 fs0 fc2 sc0 ls0 ws0">pożyczki</div></div><div class="c xa3 y495 w40 h2b"><div class="t m0 x25 h2 y497 ff1 fs0 fc2 sc0 ls0 ws0">Data<span class="_ _1"> </span>spłaty</div></div><div class="c x9b y495 w3b h2b"><div class="t m0 x5e h2 y497 ff1 fs0 fc2 sc0 ls0 ws0">Zabezpieczenie</div></div><div class="c x94 y4a1 w34 h2c"><div class="t m0 x25 h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">Osoba</div><div class="t m0 x6c h13 y486 ff2 fs5 fc2 sc0 ls0 ws0">fizyczna</div></div><div class="c x32 y4a1 w35 h2c"><div class="t m0 x9c h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x95 y4a1 w36 h2c"><div class="t m0 x4a h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x97 y4a1 w37 h2c"><div class="t m0 x9c h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y4a1 w38 h2c"><div class="t m0 x86 h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">22,50%</div></div><div class="c x99 y4a1 w3f h2c"><div class="t m0 x9d h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">PLN</div></div><div class="c xa3 y4a1 w40 h2c"><div class="t m0 x6b h13 y4a2 ff2 fs5 fc2 sc0 ls0 ws0">31.03.2016</div></div><div class="c x9b y4a1 w3b h2c"><div class="t m0 x24 h13 y4a3 ff2 fs5 fc2 sc0 ls0 ws0">Spółka<span class="_ _5"> </span>posiada<span class="_ _5"> </span>klauzu<span class="_ _8"></span>lę</div><div class="t m0 x0 h13 y4a4 ff2 fs5 fc2 sc0 ls0 ws0">wykonalnoś<span class="_ _8"></span>ci<span class="_ _5"> </span>aktu</div><div class="t m0 x20 h13 y4a5 ff2 fs5 fc2 sc0 ls0 ws0">notarialnego<span class="_ _5"> </span>z<span class="_ _5"> </span>którego</div><div class="t m0 x9d h13 y487 ff2 fs5 fc2 sc0 ls0 ws0">dłużnicy<span class="_ _5"> </span>poddali<span class="_ _5"> </span>się<span class="_ _5"> </span>do</div><div class="t m0 x7e h13 y488 ff2 fs5 fc2 sc0 ls0 ws0">egzekucji<span class="_ _5"> </span>do<span class="_ _5"> </span>kwoty</div><div class="t m0 x94 h13 y432 ff2 fs5 fc2 sc0 ls0 ws0">100.000,0<span class="_ _8"></span>0<span class="_ _5"> </span>zł.</div></div><div class="c x94 y4a6 w34 h2d"><div class="t m0 x22 h13 y4a7 ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1e h13 y4a8 ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y4a6 w35 h2d"><div class="t m0 x54 h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>400</div></div><div class="c x95 y4a6 w36 h2d"><div class="t m0 x2a h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">312</div></div><div class="c x97 y4a6 w37 h2d"><div class="t m0 x9c h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y4a6 w38 h2d"><div class="t m0 x22 h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">2,5%</div></div><div class="c x99 y4a6 w3f h2d"><div class="t m0 x50 h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa3 y4a6 w40 h2d"><div class="t m0 x6b h13 y4a9 ff2 fs5 fc2 sc0 ls0 ws0">30.06.2025</div></div><div class="c x9b y4aa w3b h2e"><div class="t m0 x86 h2f y4ab ff2 fs0 fc2 sc0 ls0 ws0">Investment<span class="_ _1"> </span>Friends<span class="_ _1"> </span>Capital<span class="_ _1"> </span>SE<span class="_ _1"> </span>jest</div><div class="t m0 x1e h2f y4ac ff2 fs0 fc2 sc0 ls0 ws0">uprawniona<span class="_ _1"> </span>do<span class="_ _1"> </span>wypełnienia<span class="_ _1"> </span>weksla</div><div class="t m0 x70 h2f y4ad ff2 fs0 fc2 sc0 ls0 ws0">w<span class="_ _1"> </span>wysokości<span class="_ _1"> </span>zobowiązania</div><div class="t m0 x77 h2f y4ae ff2 fs0 fc2 sc0 ls0 ws0">Pożyczkobiorcy<span class="_ _1"> </span>wy<span class="_ _0"></span>nikającego<span class="_ _1"> </span>z</div><div class="t m0 x47 h2f y4af ff2 fs0 fc2 sc0 ls0 ws0">zawartej<span class="_ _1"> </span>umowy<span class="_ _1"> </span>pożyczki,</div><div class="t m0 x22 h2f y4b0 ff2 fs0 fc2 sc0 ls0 ws0">pomniejsz<span class="_ _0"></span>onego<span class="_ _1"> </span>odpowiednio<span class="_ _1"> </span>o</div><div class="t m0 x9e h2f y4b1 ff2 fs0 fc2 sc0 ls0 ws0">wpłaty<span class="_ _1"> </span>dokonane<span class="_ _1"> </span>przez</div><div class="t m0 x25 h2f y4b2 ff2 fs0 fc2 sc0 ls0 ws0">Poży<span class="_ _0"></span>czkobiorcę<span class="_ _1"> </span>na<span class="_ _1"> </span>poczet<span class="_ _3"> </span>tego</div><div class="t m0 x86 h2f y4b3 ff2 fs0 fc2 sc0 ls0 ws0">zobowiązania<span class="_ _1"> </span>oraz<span class="_ _1"> </span>powiększone<span class="_ _0"></span>go</div><div class="t m0 x1e h2f y4b4 ff2 fs0 fc2 sc0 ls0 ws0">o<span class="_ _1"> </span>wartość<span class="_ _1"> </span>niespłaconych<span class="_ _1"> </span>odsetek,<span class="_ _1"> </span>a</div><div class="t m0 x44 h2f y4b5 ff2 fs0 fc2 sc0 ls0 ws0">także<span class="_ _1"> </span>ewentualnych<span class="_ _1"> </span>odsetek<span class="_ _1"> </span>za</div><div class="t m0 x26 h2f y4b6 ff2 fs0 fc2 sc0 ls0 ws0">zwłokę<span class="_ _1"> </span>i<span class="_ _1"> </span>innych<span class="_ _1"> </span>k<span class="_ _8"></span>osztów</div><div class="t m0 x2a h2f y4b7 ff2 fs0 fc2 sc0 ls0 ws0">uboczny<span class="_ _0"></span>ch<span class="_ _1"> </span>w<span class="_ _3"> </span>przypadku</div><div class="t m0 x5a h2f y4b8 ff2 fs0 fc2 sc0 ls0 ws0">niedokonania<span class="_ _1"> </span>spłaty<span class="_ _1"> </span>pełnej<span class="_ _1"> </span>kwoty</div><div class="t m0 x25 h2f y4b9 ff2 fs0 fc2 sc0 ls0 ws0">pożyczki<span class="_ _1"> </span>wraz<span class="_ _1"> </span>z<span class="_ _3"> </span>należnościami</div><div class="t m0 x70 h2f y4ba ff2 fs0 fc2 sc0 ls0 ws0">uboczny<span class="_ _0"></span>mi<span class="_ _1"> </span>w<span class="_ _3"> </span>wymagany<span class="_ _0"></span>m</div><div class="t m0 x46 h2f y4bb ff2 fs0 fc2 sc0 ls0 ws0">terminie.</div></div><div class="c x94 y4bc w34 h2d"><div class="t m0 x22 h13 y4bd ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1e h13 y48b ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y4bc w35 h2d"><div class="t m0 x26 h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">149</div></div><div class="c x95 y4bc w36 h2d"><div class="t m0 x4a h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x97 y4bc w37 h2d"><div class="t m0 x9c h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y4bc w38 h2d"><div class="t m0 x50 h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">2%</div></div><div class="c x99 y4bc w3f h2d"><div class="t m0 x50 h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa3 y4bc w40 h2d"><div class="t m0 x6b h13 y4be ff2 fs5 fc2 sc0 ls0 ws0">31.12.2024</div></div><div class="c x94 y4aa w34 h31"><div class="t m0 x50 h13 y4bf ff2 fs5 fc2 sc0 ls0 ws0">Patro</div><div class="t m0 x25 h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">Invest</div><div class="t m0 x54 h13 y4c1 ff2 fs5 fc2 sc0 ls0 ws0">OÜ</div></div><div class="c x32 y4aa w35 h31"><div class="t m0 x54 h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>241</div></div><div class="c x95 y4aa w36 h31"><div class="t m0 x4a h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x97 y4aa w37 h31"><div class="t m0 x9c h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x98 y4aa w38 h31"><div class="t m0 x50 h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">4%</div></div><div class="c x99 y4aa w3f h31"><div class="t m0 x50 h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa3 y4aa w40 h31"><div class="t m0 x6b h13 y4c0 ff2 fs5 fc2 sc0 ls0 ws0">31.12.2024</div></div><div class="c x94 y4c2 w34 h23"><div class="t m0 x5a h11 y4c3 ff1 fs5 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c x32 y4c2 w35 h23"><div class="t m0 x54 h11 y4c3 ff1 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>794</div></div><div class="c x95 y4c2 w36 h23"><div class="t m0 x2a h11 y4c3 ff1 fs5 fc2 sc0 ls0 ws0">317</div></div><div class="c x97 y4c2 w37 h23"><div class="t m0 x9c h11 y4c3 ff1 fs5 fc2 sc0 ls0 ws0">0</div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">45</div><div class="c x3f y4c4 w41 h18"><div class="t m0 x68 h11 y4c5 ff1 fs5 fc2 sc0 ls0 ws0">KAPITAŁ<span class="_ _5"> </span>ZAP<span class="_ _8"></span>ASOWY</div></div><div class="c x53 y4c4 wf h18"><div class="t m0 x45 h11 y4c6 ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca<span class="_ _5"> </span>2025</div><div class="t m0 x1a h11 y4c7 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x43 y4c4 w15 h18"><div class="t m0 x45 h11 y4c6 ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca<span class="_ _5"> </span>2024</div><div class="t m0 x77 h11 y4c7 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x3f y4c8 w41 h19"><div class="t m0 x45 h11 y4c9 ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>za<span class="_ _8"></span>pasowy<span class="_ _5"> </span>na<span class="_ _5"> </span>początek<span class="_ _5"> </span>okresu</div></div><div class="c x53 y4c8 wf h19"><div class="t m0 x65 h11 y4c9 ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x43 y4c8 w15 h19"><div class="t m0 x55 h11 y4c9 ff1 fs5 fc2 sc0 ls0 ws0">409</div></div><div class="c x3f y4ca w41 h2d"><div class="t m0 x5e h13 y4cb ff2 fs5 fc2 sc0 ls0 ws0">Zmiany<span class="_ _5"> </span>kapita<span class="_ _8"></span>łu<span class="_ _5"> </span>zapasowego<span class="_ _5"> </span>na<span class="_ _5"> </span>skutek<span class="_ _5"> </span>obni<span class="_ _8"></span>żenia<span class="_ _5"> </span>kapitału</div><div class="t m0 x45 h13 y430 ff2 fs5 fc2 sc0 ls0 ws0">zakłado<span class="_ _8"></span>wego</div></div><div class="c x53 y4ca wf h2d"><div class="t m0 x48 h13 y4cc ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y4ca w15 h2d"><div class="t m0 x65 h13 y4cc ff2 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x3f y4cd w41 h1e"><div class="t m0 x45 h11 y1eb ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>za<span class="_ _8"></span>pasowy<span class="_ _5"> </span>na<span class="_ _5"> </span>koniec<span class="_ _5"> </span>okresu</div></div><div class="c x53 y4cd wf h1e"><div class="t m0 x65 h11 y1eb ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x43 y4cd w15 h1e"><div class="t m0 x65 h11 y1eb ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x6e y4ce w42 h32"><div class="t m0 xa2 h11 y4cf ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy<span class="_ _5"> </span>na</div><div class="t m0 x29 h11 y4d0 ff1 fs5 fc2 sc0 ls0 ws0">dzień<span class="_ _5"> </span>publikac<span class="_ _8"></span>ji</div><div class="t m0 x8d h11 y4d1 ff1 fs5 fc2 sc0 ls0 ws0">raportu</div></div><div class="c xa4 y4ce w42 h32"><div class="t m0 x4a h11 y4d0 ff1 fs5 fc2 sc0 ls0 ws0">Rodzaj<span class="_ _5"> </span>akcji</div></div><div class="c xa5 y4ce w42 h32"><div class="t m0 x60 h11 y4d0 ff1 fs5 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x58 y4ce w42 h32"><div class="t m0 x9d h11 y4d0 ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy</div></div><div class="c xa4 y4d2 w42 h33"><div class="t m0 x56 h13 y4d3 ff2 fs5 fc2 sc0 ls0 ws0">Akcje<span class="_ _5"> </span>na<span class="_ _5"> </span>okaziciela</div></div><div class="c xa5 y4d2 w42 h33"><div class="t m0 x5e h13 y4d3 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x58 y4d2 w42 h33"><div class="t m0 x60 h13 y4d3 ff2 fs5 fc2 sc0 ls0 ws0">300<span class="_ _5"> </span>000<span class="_ _5"> </span>euro</div></div><div class="c x6e y4d4 w42 h34"><div class="t m0 x1c h11 y4d5 ff1 fs5 fc2 sc0 ls0 ws0">RAZEM</div></div><div class="c xa5 y4d4 w42 h34"><div class="t m0 x5e h13 y4d5 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x58 y4d4 w42 h34"><div class="t m0 x60 h13 y4d5 ff2 fs5 fc2 sc0 ls0 ws0">300<span class="_ _5"> </span>000<span class="_ _5"> </span>euro</div></div><div class="t m0 x11 h6 y4d6 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _13"> </span>dzień<span class="_ _14"> </span>publikacji<span class="_ _13"> </span>raportu<span class="_ _14"> </span>w<span class="_ _1d"> </span>wyniku<span class="_ _14"> </span>rejestracji<span class="_ _13"> </span>obniżenia<span class="_ _14"> </span>kapitału<span class="_ _13"> </span>zakładowego<span class="_ _13"> </span>spółki<span class="_ _14"> </span>liczba</div><div class="t m0 x11 h6 y4d7 ff2 fs3 fc2 sc0 ls0 ws0">akcji<span class="_ _7"> </span>bez<span class="_ _7"> </span>wartości<span class="_ _7"> </span>nominalnej<span class="_ _7"> </span>wynosi<span class="_ _9"> </span>3<span class="_ _7"> </span>000<span class="_ _7"> </span>000.<span class="_ _7"> </span>Nie<span class="_ _7"> </span>ma<span class="_ _7"> </span>żadnych<span class="_ _7"> </span>praw<span class="_ _9"> </span>i<span class="_ _7"> </span>ograniczeń<span class="_ _7"> </span>związ<span class="_ _8"></span>any<span class="_ _0"></span>ch<span class="_ _7"> </span>z</div><div class="t m0 x11 h6 y4d8 ff2 fs3 fc2 sc0 ls0 ws0">akcjami,<span class="_ _7"> </span>a<span class="_ _9"> </span>także<span class="_ _9"> </span>ni<span class="_ _8"></span>e<span class="_ _9"> </span>ma<span class="_ _7"> </span>akcji<span class="_ _9"> </span>z<span class="_ _8"></span>arezerwowanych<span class="_ _9"> </span>do<span class="_ _7"> </span>emisji<span class="_ _9"> </span>w<span class="_ _7"> </span>ramach<span class="_ _9"> </span>opcji<span class="_ _7"> </span>lub<span class="_ _9"> </span>innych<span class="_ _7"> </span>kontraktów.</div><div class="c x6e y4d9 w42 h32"><div class="t m0 xa2 h11 y4da ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy<span class="_ _5"> </span>na</div><div class="t m0 x28 h11 y4db ff1 fs5 fc2 sc0 ls0 ws0">dzień<span class="_ _5"> </span>30/06/2025</div></div><div class="c xa4 y4d9 w42 h32"><div class="t m0 x4a h11 y4dc ff1 fs5 fc2 sc0 ls0 ws0">Rodzaj<span class="_ _5"> </span>akcji</div></div><div class="c xa5 y4d9 w42 h32"><div class="t m0 x60 h11 y4dc ff1 fs5 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x58 y4d9 w42 h32"><div class="t m0 x9d h11 y4dc ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy</div></div><div class="c xa4 y4dd w42 h33"><div class="t m0 x56 h13 y4de ff2 fs5 fc2 sc0 ls0 ws0">Akcje<span class="_ _5"> </span>na<span class="_ _5"> </span>okaziciela</div></div><div class="c xa5 y4dd w42 h33"><div class="t m0 x5e h13 y4de ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x58 y4dd w42 h33"><div class="t m0 x60 h13 y4de ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>euro</div></div><div class="c x6e y4df w42 h34"><div class="t m0 x1c h11 y4e0 ff1 fs5 fc2 sc0 ls0 ws0">RAZEM</div></div><div class="c xa5 y4df w42 h34"><div class="t m0 x5e h13 y4e0 ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x58 y4df w42 h34"><div class="t m0 x60 h13 y4e0 ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>euro</div></div><div class="t m0 x11 h6 y4e1 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _7"> </span>dz<span class="_ _8"></span>ień<span class="_ _7"> </span>30.06.2025<span class="_ _b"> </span>r.<span class="_ _7"> </span>li<span class="_ _8"></span>czba<span class="_ _7"> </span>akcji<span class="_ _b"> </span>bez<span class="_ _b"> </span>wartości<span class="_ _b"> </span>nominalnej<span class="_ _b"> </span>wynosiła<span class="_ _7"> </span>4<span class="_ _b"> </span>506<span class="_ _b"> </span>000.<span class="_ _7"> </span>Nie<span class="_ _b"> </span>ma<span class="_ _b"> </span>żadnych</div><div class="t m0 x11 h6 y4e2 ff2 fs3 fc2 sc0 ls0 ws0">praw<span class="_ _14"> </span>i<span class="_ _14"> </span>ograniczeń<span class="_ _14"> </span>związanych<span class="_ _14"> </span>z<span class="_ _14"> </span>akcjami,<span class="_ _14"> </span>a<span class="_ _14"> </span>także<span class="_ _14"> </span>nie<span class="_ _14"> </span>ma<span class="_ _14"> </span>akcji<span class="_ _14"> </span>z<span class="_ _8"></span>arezerwowanych<span class="_ _14"> </span>do<span class="_ _14"> </span>emisji<span class="_ _14"> </span>w</div><div class="t m0 x11 h6 y4e3 ff2 fs3 fc2 sc0 ls0 ws0">ramach<span class="_ _7"> </span>opcji<span class="_ _9"> </span>lub<span class="_ _9"> </span>innych<span class="_ _7"> </span>kontraktów.</div><div class="c x6e y4e4 w42 h32"><div class="t m0 xa2 h11 y4e5 ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy<span class="_ _5"> </span>na</div><div class="t m0 x28 h11 y4e6 ff1 fs5 fc2 sc0 ls0 ws0">dzień<span class="_ _5"> </span>30/06/2024</div></div><div class="c xa4 y4e4 w42 h32"><div class="t m0 x4a h11 y4e7 ff1 fs5 fc2 sc0 ls0 ws0">Rodzaj<span class="_ _5"> </span>akcji</div></div><div class="c xa5 y4e4 w42 h32"><div class="t m0 x60 h11 y4e7 ff1 fs5 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcji</div></div><div class="c x58 y4e4 w42 h32"><div class="t m0 x9d h11 y4e7 ff1 fs5 fc2 sc0 ls0 ws0">Kapitał<span class="_ _5"> </span>zakła<span class="_ _8"></span>dowy</div></div><div class="c xa4 y4e8 w42 h33"><div class="t m0 x56 h13 y4e9 ff2 fs5 fc2 sc0 ls0 ws0">Akcje<span class="_ _5"> </span>na<span class="_ _5"> </span>okaziciela</div></div><div class="c xa5 y4e8 w42 h33"><div class="t m0 x5e h13 y4e9 ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x58 y4e8 w42 h33"><div class="t m0 x60 h13 y4e9 ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>euro</div></div><div class="c x6e y4ea w42 h34"><div class="t m0 x1c h11 y4eb ff1 fs5 fc2 sc0 ls0 ws0">RAZEM</div></div><div class="c xa5 y4ea w42 h34"><div class="t m0 x5e h13 y4eb ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x58 y4ea w42 h34"><div class="t m0 x60 h13 y4eb ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>euro</div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3ceZelZH3b+9zzvvbeqelN3S92SWvuChCR2jBGLEWiEsME2iw3h4MQOHntiO4fYYYYTD/lj4nhOkskcxzPjGRvPcg7HYzOeITgeb4lJANtgGXAQSGgXqBFIatRS713bve/7/OaPW9VqCbFYxoMIn89frVJ11av7vnXqfvVsrZ8fh5Ktb20W0S+Mpi++pnvjy3e87trdi22UZYjTjkP5SvcdyHf/zsnfuqnuPzzuFoaV2fRX/mT9tf/T0X1nLIyzjbqVIyfH/+eHT+5YnIzmC1U22qbdfyg/cmfrJguHTg4Rfc1y7Hh87P7p/Yen68OotHLGrtE/f9dZP/8z28tid/vJn7/+h35167ZtO3buumX5mnsP9E96MYd3vehP7zv+lTO+Vqez//nPT7z6da9fWHjceSzPedHLPtteunVSfvM3f3P+kb37LvzkyvNufuDo7Z+7/ZbbPn77LZ+549Zb/tUv/jf33nuvnwsAgKemfO03lHytMhmGL/yHF6yuHv27P7e6sNhNJgtlXP/yroNv/q5tv/DWnVkioo6GuPnQ2Z89dNbiaHE0zvFoPBqNS61d7UaldF3puq7r6vwU9hIt2qy0IXLYiIEcos1KZI3sov/n77+ltdX3/5eXtdK1OtxzYOHAkaUPfOSO//EnzhnK2sKsH76By85SJjn7sztj756lZ5zVDyVKZESNaH9x1+iuo9vGUaJMztt18oWXzs4YrbeI0o1r15VYyDqJrstSaqkl58e8l9r63//zhz95Zz/rV2ezobXWWsvMlpmZLWP+hyGiZssss6zrazlt2Y1y23hUMyOGvpbs69os66Qttehrmy99LxlD6aK11VkddW1SY4h2ctqdmA5taEtZX3rd1p/9scVdZ4zuP3bNziv/2yuves5jpbG6un///osuumjr1ic5++Wee+7dtWvnnj17Tv9g3/f33HPPvn37du7c+YTPb63dddfdu3fvOuecc0598oMPPnjqBymjRORFF13kRwMA4KmUSSmmdT11t936H/eNT9x089AiIzJLveP+o1fs7d795j2RrWS0OkzL4uce2VrLfDfhrkW0yC5ic0SknFaJJaLOI6FELVEzasRQokRpXU4/eNuRT93z8G+/+/lDKRFZWo2hTnL6oqvPvenule+5Yn0ok/lUqK+tRpvVctk5C392x/JlZ066ki2ixvTw2sIXDtVaM0otpT9wfOsHP9u/6JK4cNdaaZkxitoi+9Yyas0o8+iIzKHMXvXCPXfc98UjfYn4qn1Us0R2kTmOHC9upEfEkJER0bXI0rZOokUONTc35YoWUbJFiS2jlrWsD+3kapvG+qjE2bvO+Om/N3rVC3eulHbbsR9/xWvfOZk87mjFpaWlq6+++qtdzxVXPOMrPzgajb7aX6m1Xn31VU/4ZCkCAPBNZFrXU/fIA5/MqLfd3kpki+4LDx9bXzn5L3/s3KVuYypRl3X/0S0nh25+GEg87tySx3bgzYxSSm6+W59vkLVxfPz8uJPMzz3a/2+/f/PPvf7S514cJbrNoMks3SV7lu5+KIa2FPENjYCVjBZl185cX5999I7pNBdLtNVh6aa7hmkulehz44u3k637s8+d8cn9u6eZUVYz+4y+RF+zL60vra+tL60vQ2ydzF76vG1R+oga5W9kIG5W4vjqcPRkP80yKqMfuvHsX/uV7a944c57T160cvb/c8Mbfv4JZQIAwLcdIyd/Dev72/bh/vtrRH/seDlw+MQv/ejFV5w9apFRW0TUzHsPbsnIxzYD3uySeGwHrnwsV+YfKdHNxz9KnZ9vcmJ1+Bfv+8uXXrXjp75vb+QQMWSZD7C0VroS/UXn7v3U5w9812UtSokcPWH4okbmfBXHfFvgkjWi1mHv7vHnDowPLx+9cO+WBw5NDy8v1TrL3FiCP0TtWpdluOfgwomVxZdcUbctTsuQJfvWjaO0mtEiM7NEh9BN8wAAIABJREFUjYjvfubOj9565PCh+YZa34Q+ydJFthKZkat9rq7N1nJcyuTqZ9R3/PjZV1y2ut6Pb13+qVd+39+3AB0AQJx8p1uqXxiy2//g0WPT7oGDx9/1+nPf+F1dazlvj4y458gZDy4vTkbdPAtOn8J12j/FfF/eiFNnikRkbJ6+mNM2/lf/+i8uPHv8q//F5SVmkdFK7XLINp7OaolWSky6WB/OPHh87awzlkuZltY9/l1+RJnW1rX5ESXRRUZEW1wYR+ah4+OjxyNHo1KHiFKiztsio2WU+V/+0sldD9+89sx99crz+12jcS05lDZEKSUjMmPIiHE3u/6Fez7wwYdq1iGGb8KjmbMWda215Wms95ExufSc8qN/a/t11y7OynDbobddc+3PvPq8CzyHAADihNixcODkyTy6kg8eOvmWV+z66RuWZjHpoi+ZsxzufuTMT3x+Wyy0Et3m3lPltIPhI0rZHDaZp8tpAw4lMkqJViJ+/fduXl5eed8/fubCwqjELCIyMrN8/pHJytqolBZRS2RfR7c/vH3X8XLZnn7b4nLNrmTtaynZulYfHvK2e/KVm4spSpm1tvXIkaNRFqLkUIcSUTbm+OWpfbJOtc2ozWatfvZLW+64v+07e3blObHvrFJLlIwarcUoypDZffdlWz6yuzt0qD3FNNmMtsyIUteGdnJtWB9KaeMzd67/7Tef9bpXTrpJ3H34uy96/i+8+vrLPYEAAOKEDVtHRx49Mnvw2PS7L11691vOiGGxdtOIUqLc9Wj90K1bxlvKpJUWwyi7x97pZy1ZSm6s98nMsvnH+ShERPY1a7bI/nc/+vmP37H/ff/oeWcsZR99yRYRNWpmWx9yVrNkzE+EL5kl8vDy5NBy7l08Z8/OI9sXp5n9/Y/Gn96xcudDwztevS2ii5gXRd57cHpopWYOEaVkqVFL1owSMR8RqSVre2w/35rRMrLVct/D5b4DMSmz3TtnOxYmq239dc+NyNJK1NKue97u93/o4Hwd+1/x5dzYmytLGzKWV4e1WRlKjif5+hu3/sjrz9+x/ciB1XOP13de96a3ePYAAMQJjzNr2//Zrx/eu234pZ/YtzVHfdePWmvRtdIeenRHX2ajiIjHLYd40jPUY3PlSW7qMmqWj91+8P/6k8/8d3/38hfum4+xbKZCzro23rN97fjKtuG0xfQRLTIyFw8sTx9c3rK6tv1X/uiu9bXpP3vbeT/9fSuZ443uyLjv0cmn7l6LGG0e9JGPv5j5IM7G/LT5SM2p64xWs+VylBMH6zDr73rwxAsuXti3fRLdekb33CvO+ncfO3Bs9a9aJvM9rWOa3fJqvzabDRG5sPSD143e9oYde3eXR/vRbWu/8PL/7O884fgRAADECRER7/nA5MOfWH7fz11+7rbWoq/ZMkZZI6M+8HAOdT3aYjzZMTIbC1Byvt/W5hqVzJIbmVBbzHJ0170PvOuNl7z5hVumXa0ZXfbzoYWIoQyTrQuz8oR151kzIqLVrC1H7/3wPWVY++13nX/hGTWHHV1mlGwtPrW/3flAm7VJxGzzoJv5l20la7QaXeQ8WlrdnGpWTsVJRmZkHWprXcbahXu2/tZHDv9Xb9hdsmQpi6Pps64862O3HI78Osvic37cZOR8tKRveXJ9OD5ba6VbqIuv+p7Ft79xy76zRyu59Jmjb3jRq/7h1bt2eeQAAMQJT+IP/vAPfu03/uO//DuXvuD8vi9daSWii9JqDIdPTh4+EaMtpbT8Ku/LN5a+bwyYbL7vny8/ny+PH0X7yde/+JFHPrX/0dkle0attJivTsmMGA+jYydXdmTU0884z2jzL1xb/PtbH9z/wJHfevfFl25bmpXliBhKzGaTP7+nf/jQKLJ22Yaoj63BL/NvmyVLiZKZJVqZbxYW2aJEZouNIZqMbCUzMrMb1+HW/ScPH9+5c8dCxBAZ33X1tptuPtbK11l4UjeuvK5FWV5rK9O+xWgccd2Ld771h0aXntetxegzh37wOS/9uRv3ne95AwAQJzy5u++++8f+9o/9+HV73vCi+cGCp2YxtRbdZx/s+shRq0OZtjbKx3bjenyi5GakRGmtRUSbv+GP+XHqMURM45K69EDEEHFq7laUbCs5OnBo2+lf6vRv8dkvr/7BJx/4xbed+5yzh75NS3ZD7VenSx+/qz90YkvG7OuMaWwcubL5HUs5/RvkV7ho9473fvTIO1935nw3sIvOXLr4vLr/oa8TJxkxG8qJ9WE6nQ0lRrW+8tqtP/SGyaXn18zJLYdvvOIF//A1r7rMwwYAIE74Wm666aaXPXPHO9+0NcvQR6nzXX+jDDHpcvrp+6YlSsmMLCWzxum7BT/Zu/SNmV39fJ5XbRlZogwZec6ZO46uXTDt18Z1qJFDRBvarK8n16IfuowhYmO734iu5CyyPnJs+X//4Ofe/NLdb3nxUrYaZShZ++nCJ+4eji5vKdl/tSApG4eWZLQsJSKHjFZKiaw1a8uI+bkmrUWWko8teF8cD5+8Y3nlxt1bR5GlRdRrn7t7/4MHn5BAJVorpUWNyNnQL6/l2qzPYWG82L3mFYtv/IGtF+7tWi7eeehlFzz7H7z6+md5zAAAxAlf39vf/vaLzlpY/eJ7luJgyey7+dysPHEi//j2duhonWw51R3Z2pPM7tpIlbIxoapl1roxarJxWOLGJKs267tj/bZaskabtczMNvTRWsbGoYoty1BGJfuIet+XT/76B+974TPqP/3hHVmiZIss0drH909OrEw217pvbGf8ZH2yecLKZk/k5myvaG1jhUxutFabX0xrdai7t3W/d/PKm6/d2mUXUZ592Vn/78KBE+uPfYtTq/bXZ9PltX6tHw3dsGvL5Ptfs+X7X7PlrO1tKJM7Dr1s39X/4Prrn+MBAwAQJ/wVXP8Db1tdecPnf+d7d60+vDJb+szn1z52x/TOA+tdLu3eOoyztdbavExOeyM/D4BTBy3O98RqmTWiRYvMjR27NpaltIw2Pym95BDR6ubGWS0yN79IRo7acLKP3/2LBz/y2ft/+MW7fuGNe3PcxkNr0WXUWw+Mjp2Y5Nc8GHFzoXtGtNg4wmRzKX9mZovHJo9lZrSNOsrImNbhrMWFD/3lwTdde1UtqxmjLd30sot33nL3sfkYUERpLU6sl5Nr01kOJbtzdrXvvfGsH3j14s6lleWydOvhV1zy3L9//auu8lwBAIgTnoqlLVsObLl+77nv/Z3/e+0D/+HYwnjbeNKVUTu+llu3tvnoQuaQrY8cResjS7QSWUqLiJq1xMb5JPPcGKJltqFki2hRWkTLU6tQSpTI+WEjOY+WyJKlZmb29x5Y/l//3T0lhl/+ifNee/XWjBZD9KXrYvbQse1fPNRlOW1dTJy++/DjAiVyaLXUjXXwkY99vGXOR11Om6HWNkZRIkvN6cHD+aWDy5ft6foatXWX7Zvcene2qGv9sLw+XZ32Q5t0w+jZVy6+9sat3/OSshjdySyfOvZTz37xjzroHQAAcfLXdfnzfmT9i+977feO/uhPj8xiOm5bSpR+aMfX2mQxYj5gsjEJ6rE/b87byjw1iSvmazmixqlPaJltfmBizsuilFObfJ2qjD5H//ZTB97/sXtveM72X3zrebu3dhnD/FzGGnlstnj7gWyxEDE9dRT9V5fzqWJ5+qeVzT2PNz5jM5ci8rRxoYg4/4ylP/rMsZ+9Yee4RW2jbdvGx9eG4+ttfWildVsXJy9/6dKNr45nnr+llv7g9Jy71r7/+S/9ydfs2espAgBAnHwTXHLpMz588w3XnPlv3/h9O97/h7OWfUbNyOX1fvt0tjSu0Vq2+Ryvx9RaskXUWrPl/ODE0iJb2dgoq7VsJeZLPaKcPsVrc2VItJKR661/77/ff9PtB/7rN5339lcsluwi+5JdK8N6TA4frfd+ebI2XShl9rUPHInTzluMzPlKmI2jWDKzRWbLzLY5cjIPk8whY8gYIluUsmupv+nWoz9zw7njXM4o5+7sLr9g2813H7/qGZNXv2Lby17S7Rjn0E32H7l8fctbr73uzc9aXPT8AAAgTr6ZnvmSd6/e/tE3/cDJv7wlv3RwvbVRKaVlO3ZyZWEyHo1jdFqWbIw2tDI/KDHj1F5eQ5QhM0pkmx8iEvPts1rmsJEjm3v8ZkRp/RDjX/3De+68/+H3vOP8V1y6pWtD3w1lvixlWPrkXQsno0R2JYbMrztmcipUMobMrmWWUsuT/fvcCJU2tMiWMbQs2YYs67P+vgdXjq/3O8clS79vd333W889lrvPvHxlKP1Kv/2zh1917hU/8pLrXuSZAQDgSVUvwV/TvvPO3x/vXKyjf/RTW3YujjfOVWw5ze7Q8mx52lp73NDJ6ZO7Tn2onVozny2jzQugbaxQj9gYwtiYHtYy+tI+cNMX7/rCwf/jHRe88tJRrautZsnNuzlei4UYHr+w5KvvZbyZJad9q8iW7YnnmcwvPk4dddJKG2I2HR5ZzQcOrz50bK1l3vfFw1m6iMjsMnLr9nbP0WfdM/0n51z7sRt++H+45jnKBACAr8rIyTfBq258+wd/577n7f3Nf/yzO/77X189sVozp62N+6EdObnaapw1Ho/bEMO0daW12to8C3NUY/Nkw1ai1Zyves+IrNlKDi1aiTY//yTL5kKU1laH0eryyV/+yUuuvWDWR0Z2EUON+SZbkTka16xZvrHLn6+/Hz0uVGKI2BjXiYyMMpTsWt+iRJa+zZZXpyfXpidXcr0fsu937C4vvWb7eV9Yf+REZvZZ5nuI5X3HXv6qv/drnhAAAL4Rp1YR8Nf1xx941/N3/ev7DuYvvycOHx0vjofJZHG8uDCZLGxZ6HafsX3btqWFcTcej8fjUVdrKWVUo5R5dwwRfZelm4dAafM4icguhhql1BaxMfAytIjoJ1F2bV2t0WY56rLPzIgyP1Glz+GBQ0v90LXoTw16DMPQhhg2ZWbf9xsLSCJKdFlKlFpitBk1JeZjIJEtS591fX04MZstr0/X18o0W5v1+85ef95zu+c/a3TxBbHQl+UYHbj/zPP7PudH2kd/587//Ma3vMOzAQDA1y+T+Ul84uSbIjP/+N/8kxfu/O2Dy/nbv3fs5k/tqUv90sJoYbQ0mixMJnXb0uLuHVu2bVkcj2qtpXRdV6NGicwafeTQZdSSpcxHUTbjpLSulCitRBuGYWNtfLQ+yxBDti6G1jamWpXWMiOGzBattmHI7mvEydD3bR4nJUp2GSVqOTWYlhEZoz5nK9N+ea1bWZ9OMyO7UaxdfP7oqmv6Z129eM5Z/SjXZ2XpgcNXnBjdcPmzv//iSy4/fOjR+RM1WVjYvn2HBwMAAHHyrfHB3/+l5279X2rb8un7j/+b393+6LFxXRwvjLqFycJ4PBmPx9sXu+3bl7Ysjie11Rrdxja9rbahK6XUzBxqZM1+PuerixY1a7QuWmtx+tqP/tRx7W1+zHzM14kMWZ+wVmTDaXHSWst+aCXbfPuv7KJEltpKnWVdXR9Wp2152vrWDSUi2ralcvWl7cqr1666bPvWLcuT1oYcf/7oc1YWX/3M57z2/AsucusBABAnTzu3fPrjJ7/4Ty/bfu+szD5xc3zkY9uOr2ydLExGo/F8Ttd4Mhp3bevCaOvCwuIkupI1sstWIkppEUPJHEUr0UpEjVZq1DLUyDY8bm36ECVK+QbjZD5yMv/D6XGSGUPrVvphbdqms7Y67adDza5miVrywnNGV17WXfXM/uILa9etR9uy3Mr9R19azrhh6/KJXWdsd7ufzha27dx14VVeB+Dpb/vZ/icXIE7+xrTWPvqh9+2evmfvlkfWonzm9vHNn1448OjSZDzpRuPxOGpXs9RxRq25sNAtjWPbpCx0XYlWY6iRo5KRrdToSiul1Gg1hqENbX4ue4vMHDbOKIkWpbWWUYdWImM+wLK55Vbk0Fob2jAMmcOQw9DPhn51LZdXZ8vr6yvr09mstKhZx1FGtctz9pTLL5tcftn00otHO7f2XdRZiYdP7js4vW73udc9+/kvX1xcjIj3fO+CGw0A8E1x+Sv/1g0//xviRJz8DVpdWbnpw7+xr75398LBNoovPzK643Ojz9238+jJ7bWWUWmlTLLMorTM2uWsZC6Mu8mobpkMi+M66eqkq+OSo9J32ZfIPjeOPpmfi9hiNI+TknW+9e+QLSL7trkEJeswxPpsWJtO19fWT/ZtfW22sjJdm/V9m2YrmaPWymSpv+SC7uKLJpdcFBdfNNm+JUq3nJkr/bb7j754WHzJpVdef9nlVz7hv+7Ew/e7xXylL9/xF14E4Onv/k/8kReBp5Vzrn7Js37wp8WJOPkbN51OP/Hnv98Ov/+ZOz8dZdpqPXRsdP+Xlr7wwO4HDpZ+Vkp2mX1EadlK9qX1rZTS+i5azVwYldEoJqMyqlFa1q7WMl+mki3KfO/hVkobWj+Uvi9DG6ZDy5b9MEz71s9y1uZDLq3PHIZo/bA0Gc7eU88/Ly48Py+4IPbuGdUokTXr9MR0+0Mnnjsdv2jvBS+5+lkvGI/H7iAAAOLkPzUPPfTAnZ/+g/Hahy7eedu4m9boW3aPHhl9+ZEtBx+dHD48PnysXznRsh/3XR9RS0bNacRQokS0bH22LjLbY+e9b5y6mCVLKS0jWq3ZDZlR5hO/Wpa1Hdu7Xbty165+9+7cs7vt3ZNn7BjVVjJyqDGL+uVjlxyfPW+8/ZrzL3nxpZdfUaujOQEAECffGU6cOH7bZz524uBHd49vPmfbg5Nycn60SEa33ndHjs+OHemWT3QnjtcTqzFdq2ur47XVfjbr16fRWoso888fjXM87kotXRellPG4LE6G7Vvr1sX1HTvbjp3ljDPqth11UoeSQ5Sh5Ggok7Vh/MiJ80/0V9at1+zd97zLrnjW0tKSmwIAgDj5Tnf8+LHP3XPr4YfvHFbv2lq+tGvLA7uXHo2clLJeos/soo2Gbpo1SnZdy7JxAklERNbMaBGltnGUUqJE60uZRYmWkxa1jzh88tzj6+etx8V1y0U7dl9y9jmXXnDhJcZGAAAQJ3x9J04cf/BL+48f+/Ly8QOztUPZjo36Y+M4HmV1VNcem9IV0YbFzKUW4yxdixzqYqs7uvG5o8kZO3adf9beC887/8Ku67ykAACIEwAAgG80TkzvAQAAnhbECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOLESwAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAAB8K4y+La6y7/vxeOxuAQDAU5OZT/+LLN82F1pK/omHCgCe9r+yXxl+ZbuVPB3v5tP+PX8pxbQuAADgaUGcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAfAuUiMjMp/lV9n0/Ho/dLQAAeGqe/u/5SynfHnEyv9Zvi+sEgO9wfmW7lbibT/kiTesCAACeFsQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAL5VRt8WV9n3fUSUUtwwAHj68yvbrYSn+MhFRGZ+W/xsfFtcJwB4O+tXtluJu/nULtK0LgAA4GlBnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAN+RRt8WV9n3fUSUUtwwAHj68yvbrYSn+MhFRGZ6IQAAgG9tDJvWBQAAPC2IEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAC9hkkZAAAPZklEQVSIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAADwn7bR0/niSinuEAAA///ITC+COPmaj8ifuEfwLVBe6acP/PTBd9xPH99ypnUBAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAA/r927eiEYRgIoqAW1H/LmwbyaXQCzVQgfLngZwSIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAAB8K2uttpceLjEhAADOuPat+JUySbafCPD338H2ge2D17bPQxjnWhcAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAXrMvP18SQwLbB7YPQJzMa2tIMPJuZPvA9oHvAhzmWhcAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAMDF9uXnS2JIYPvA9gGIk3ltDQlG3o1sH9g+8F2Aw1zrAgAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAx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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">46</div><div class="t m0 x11 h6 y66 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _10"> </span>dz<span class="_ _8"></span>ień<span class="_ _10"> </span>30.06.2024r.<span class="_ _10"> </span>liczba<span class="_ _10"> </span>akcji<span class="_ _10"> </span>bez wartości<span class="_ _10"> </span>nominalnej<span class="_ _10"> </span>wynosiła 4<span class="_ _10"> </span>506<span class="_ _10"> </span>000.<span class="_ _10"> </span>Na<span class="_ _10"> </span>dzi<span class="_ _8"></span>eń</div><div class="t m0 x11 h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">30.06.2024r.<span class="_ _1d"> </span>nie<span class="_ _13"> </span>było<span class="_ _13"> </span>żadnych<span class="_ _1d"> </span>praw<span class="_ _13"> </span>i<span class="_ _1d"> </span>ograniczeń<span class="_ _13"> </span>związ<span class="_ _8"></span>any<span class="_ _0"></span>ch<span class="_ _13"> </span>z<span class="_ _13"> </span>akcjami,<span class="_ _1d"> </span>a<span class="_ _13"> </span>także<span class="_ _13"> </span>nie<span class="_ _1d"> </span>było<span class="_ _13"> </span>akcji</div><div class="t m0 x11 h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">zarezerwowanych<span class="_ _9"> </span>do<span class="_ _7"> </span>emisji<span class="_ _9"> </span>w<span class="_ _7"> </span>ramach<span class="_ _7"> </span>opcji<span class="_ _9"> </span>lub<span class="_ _9"> </span>innych<span class="_ _7"> </span>kontraktów.</div><div class="t m0 x11 h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _b"> </span>przypadku<span class="_ _4"> </span>gdy<span class="_ _0"></span>by<span class="_ _4"> </span>kapitał<span class="_ _4"> </span>własny<span class="_ _b"> </span>był<span class="_ _b"> </span>niższ<span class="_ _8"></span>y<span class="_ _b"> </span>niż<span class="_ _b"> </span>50%<span class="_ _4"> </span>kapitału<span class="_ _b"> </span>z<span class="_ _8"></span>akładowego<span class="_ _b"> </span>w<span class="_ _b"> </span>celu<span class="_ _4"> </span>zachowania</div><div class="t m0 x11 h6 yca ff2 fs3 fc2 sc0 ls0 ws0">zgodności z<span class="_ _10"> </span>§ 301<span class="_ _10"> </span>Est<span class="_ _8"></span>ońskiego<span class="_ _10"> </span>Kodeksu Spółek, Zar<span class="_ _0"></span>ząd proponuje<span class="_ _10"> </span>walnemu zgromadzeniu</div><div class="t m0 x11 h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">działania<span class="_ _b"> </span>zmierzające<span class="_ _b"> </span>do<span class="_ _b"> </span>obniż<span class="_ _8"></span>enia<span class="_ _b"> </span>kapitału<span class="_ _b"> </span>zakładowego<span class="_ _b"> </span>Spółki.<span class="_ _b"> </span>Spółka<span class="_ _b"> </span>z<span class="_ _8"></span>wołuje<span class="_ _b"> </span>stosowne<span class="_ _b"> </span>walne</div><div class="t m0 x11 h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">zgromadzenie<span class="_ _17"> </span>podczas<span class="_ _17"> </span>którego<span class="_ _17"> </span>następuje<span class="_ _17"> </span>obni<span class="_ _8"></span>żenie<span class="_ _17"> </span>kapitału<span class="_ _17"> </span>zakładowego<span class="_ _17"> </span>na<span class="_ _17"> </span>poczet<span class="_ _17"> </span>kapitał</div><div class="t m0 x11 h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">zapasowego.<span class="_ _11"> </span>Tym<span class="_ _1d"> </span>samym<span class="_ _11"> </span>spełnione<span class="_ _11"> </span>st<span class="_ _8"></span>aje<span class="_ _11"> </span>się<span class="_ _1d"> </span>wymaganie<span class="_ _11"> </span>określone<span class="_ _1d"> </span>w<span class="_ _11"> </span>§<span class="_ _11"> </span>301<span class="_ _1d"> </span>of<span class="_ _11"> </span>the<span class="_ _11"> </span>C<span class="_ _8"></span>ommercial</div><div class="t m0 x11 h6 yce ff2 fs3 fc2 sc0 ls0 ws0">Code<span class="_ _9"> </span>of<span class="_ _7"> </span>Estonia.</div><div class="t m0 x11 h10 ye6 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>6<span class="_ _7"> </span>Pozostałe<span class="_ _9"> </span>zobowiązania</div><div class="c x3f y4ec w41 h18"><div class="t m0 x34 h10 y4ed ff1 fs3 fc2 sc0 ls0 ws0">POZOSTAŁE<span class="_ _9"> </span>ZOBOWIĄZANIA</div></div><div class="c x53 y4ec wf h18"><div class="t m0 x45 h11 y4ee ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca<span class="_ _5"> </span>2025</div><div class="t m0 x1a h11 y4ef ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x43 y4ec w15 h18"><div class="t m0 x45 h11 y4ee ff1 fs5 fc2 sc0 ls0 ws0">30<span class="_ _5"> </span>czerwca<span class="_ _5"> </span>2024</div><div class="t m0 x77 h11 y4ef ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x3f y4f0 w41 hc"><div class="t m0 x45 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">Pozostałe<span class="_ _5"> </span>zobowiąz<span class="_ _0"></span>ania</div></div><div class="c x53 y4f0 wf hc"><div class="t m0 xa6 h10 y44c ff1 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y4f0 w15 hc"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>248</div></div><div class="c x3f y4f1 w41 h16"><div class="t m0 x5c h8 y4f2 ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązanie<span class="_ _5"> </span>z<span class="_ _5"> </span>tytułu<span class="_ _5"> </span>umorzenia<span class="_ _5"> </span>akcji</div></div><div class="c x53 y4f1 wf h16"><div class="t m0 xa6 h6 y4f3 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x43 y4f1 w15 h16"><div class="t m0 x46 h8 y4f4 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>248</div></div><div class="t m0 x11 h10 y4f5 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>7<span class="_ _7"> </span>Wartość<span class="_ _9"> </span>księgowa<span class="_ _7"> </span>na<span class="_ _9"> </span>akcję.</div><div class="c xa7 y4f6 w43 h35"><div class="t m0 x70 h4 y4f7 ff1 fs2 fc2 sc0 ls0 ws0">12<span class="_ _5"> </span>miesięcy<span class="_ _5"> </span>zakończone</div><div class="t m0 x19 h4 y4f8 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x61 h11 y4f9 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c xa8 y4f6 w43 h35"><div class="t m0 x70 h4 y4f7 ff1 fs2 fc2 sc0 ls0 ws0">12<span class="_ _5"> </span>miesięcy<span class="_ _5"> </span>zakończone</div><div class="t m0 x19 h4 y4f8 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x61 h11 y4f9 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c x6e y4fa w44 h36"><div class="t m0 x1c h13 y4fb ff2 fs5 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa</div></div><div class="c xa7 y4fa w43 h36"><div class="t m0 xa9 h13 y4fb ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c xa8 y4fa w43 h36"><div class="t m0 xa9 h13 y4fb ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x6e y4fc w44 h37"><div class="t m0 x1c h13 y4fd ff2 fs5 fc2 sc0 ls0 ws0">Liczba<span class="_ _5"> </span>akcj<span class="_ _8"></span>i</div></div><div class="c xa7 y4fc w43 h37"><div class="t m0 xaa h13 y4fd ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c xa8 y4fc w43 h37"><div class="t m0 xaa h13 y4fd ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x6e y4fe w44 h38"><div class="t m0 x1c h13 y4ff ff2 fs5 fc2 sc0 ls0 ws0">Wartość<span class="_ _5"> </span>księgowa<span class="_ _5"> </span>na<span class="_ _5"> </span>je<span class="_ _8"></span>dną<span class="_ _5"> </span>akcję</div><div class="t m0 x1c h13 y500 ff2 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>euro)</div></div><div class="c xa7 y4fe w43 h38"><div class="t m0 xab h13 y501 ff2 fs5 fc2 sc0 ls0 ws0">0,87</div></div><div class="c xa8 y4fe w43 h38"><div class="t m0 xab h13 y501 ff2 fs5 fc2 sc0 ls0 ws0">0,86</div></div><div class="c x6e y502 w44 h39"><div class="t m0 x1c h13 y503 ff2 fs5 fc2 sc0 ls0 ws0">Podstawowy<span class="_ _5"> </span>zys<span class="_ _8"></span>k<span class="_ _5"> </span>na<span class="_ _5"> </span>akcję<span class="_ _5"> </span>(w</div><div class="t m0 x1c h13 y504 ff2 fs5 fc2 sc0 ls0 ws0">euro)</div></div><div class="c xa7 y502 w43 h39"><div class="t m0 xa9 h13 y505 ff2 fs5 fc2 sc0 ls0 ws0">0,004</div></div><div class="c xa8 y502 w43 h39"><div class="t m0 xa9 h13 y505 ff2 fs5 fc2 sc0 ls0 ws0">0,008</div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">47</div><div class="t m0 x11 h10 y67 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>8<span class="_ _7"> </span>Dochód<span class="_ _9"> </span>ods<span class="_ _8"></span>etkowy</div><div class="c x3f y506 w45 h3a"><div class="t m0 xac h4 y507 ff1 fs2 fc2 sc0 ls0 ws0">DOCHÓD<span class="_ _5"> </span>ODSETKOWY<span class="_ _0"></span>:</div></div><div class="c xad y506 w46 h3a"><div class="t m0 x1a h4 y508 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2024<span class="_ _5"> </span>–</div><div class="t m0 xae h4 y509 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x9d h1c y50a ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.EUR)</div></div><div class="c xaf y506 w47 h3a"><div class="t m0 x77 h4 y508 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2023<span class="_ _5"> </span>–</div><div class="t m0 x50 h4 y509 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x56 h1c y50a ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.EUR)</div></div><div class="c x3f y50b w45 hb"><div class="t m0 x45 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">Dochód<span class="_ _5"> </span>odsetkowy</div></div><div class="c xad y50b w46 hb"><div class="t m0 x5f h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c xaf y50b w47 hb"><div class="t m0 xb0 h4 y154 ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x3f y50c w45 hb"><div class="t m0 x1e h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>w<span class="_ _9"> </span>tym:<span class="_ _5"> </span>od<span class="_ _5"> </span>jednostek<span class="_ _5"> </span>powiązanych</div></div><div class="c xad y50c w46 hb"><div class="t m0 x5f h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">90</div></div><div class="c xaf y50c w47 hb"><div class="t m0 xb0 h4 y94 ff1 fs2 fc2 sc0 ls0 ws0">134</div></div><div class="c x3f y50d w48 h3b"><div class="t m0 x45 h6 y50e ff2 fs3 fc2 sc0 ls0 ws0">Sprzedaż<span class="_ _9"> </span>na<span class="_ _7"> </span>rzecz<span class="_ _9"> </span>podm<span class="_ _8"></span>iotów<span class="_ _9"> </span>powiąz<span class="_ _8"></span>any<span class="_ _0"></span>ch<span class="_ _7"> </span>została<span class="_ _7"> </span>opisana<span class="_ _9"> </span>w<span class="_ _9"> </span>nocie<span class="_ _7"> </span>10.</div></div><div class="t m0 x11 h10 y50f ff1 fs3 fc2 sc0 ls0 ws0">Dochody<span class="_ _9"> </span>odsetkow<span class="_ _8"></span>e<span class="_ _9"> </span>według<span class="_ _9"> </span>region<span class="_ _8"></span>ów<span class="_ _9"> </span>geograf<span class="_ _8"></span>icznych<span class="_ _9"> </span>(lokali<span class="_ _8"></span>zacja<span class="_ _9"> </span>klienta).</div><div class="c x3f y510 w49 h3a"><div class="t m0 x9d h11 y511 ff1 fs5 fc2 sc0 ls0 ws0">OBSZAR<span class="_ _5"> </span>GEOG<span class="_ _8"></span>RAFICZNY<span class="_ _5"> </span>DZIA<span class="_ _8"></span>ŁALNO<span class="_ _8"></span>ŚCI<span class="_ _5"> </span>FINANSOW<span class="_ _8"></span>EJ</div></div><div class="c xb1 y510 w15 h3a"><div class="t m0 xa2 h4 y512 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2024<span class="_ _5"> </span>–</div><div class="t m0 x44 h4 y513 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 xae h1c y514 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.EUR)</div></div><div class="c xb2 y510 w4a h3a"><div class="t m0 xa2 h4 y512 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2023<span class="_ _5"> </span>–</div><div class="t m0 x44 h4 y513 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 xae h1c y514 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.EUR)</div></div><div class="c x3f y515 w49 hb"><div class="t m0 x45 h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">Estonia</div></div><div class="c xb1 y515 w15 hb"><div class="t m0 x49 h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">90</div></div><div class="c xb2 y515 w4a hb"><div class="t m0 xb3 h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">120</div></div><div class="c x3f y516 w49 hb"><div class="t m0 x45 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">Polska</div></div><div class="c xb1 y516 w15 hb"><div class="t m0 x48 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c xb2 y516 w4a hb"><div class="t m0 x72 h8 y7c ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x3f y517 w49 hd"><div class="t m0 x45 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">Łącznie</div></div><div class="c xb1 y517 w15 hd"><div class="t m0 x49 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c xb2 y517 w4a hd"><div class="t m0 xb3 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="t m0 x11 h6 y3bd ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _d"> </span>w<span class="_ _d"> </span>raportowanym<span class="_ _d"> </span>okresie<span class="_ _d"> </span>osiągała<span class="_ _d"> </span>przychody<span class="_ _d"> </span>wyłącznie<span class="_ _d"> </span>z<span class="_ _d"> </span>odsetek<span class="_ _d"> </span>od<span class="_ _d"> </span>udzielonych</div><div class="t m0 x11 h6 y518 ff2 fs3 fc2 sc0 ls0 ws0">pożyczek.</div><div class="t m0 x11 h10 y519 ff1 fs3 fc2 sc0 ls0 ws0">Informacje<span class="_ _9"> </span>o<span class="_ _7"> </span>wiodących<span class="_ _9"> </span>k<span class="_ _8"></span>lientach.</div><div class="t m0 x11 h10 y39b ff1 fs3 fc2 sc0 ls0 ws0">2024/2025<span class="_ _9"> </span>rok:</div><div class="t m0 x11 h6 y51a ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _4"> </span>okresie<span class="_ _11"> </span>01.07.2024<span class="_ _4"> </span>-<span class="_ _11"> </span>30.06.2025<span class="_ _4"> </span>Spółka<span class="_ _4"> </span>uzyskała<span class="_ _11"> </span>przychód<span class="_ _4"> </span>z<span class="_ _11"> </span>ty<span class="_ _0"></span>tułu<span class="_ _11"> </span>transakcji<span class="_ _4"> </span>z<span class="_ _4"> </span>pojedyncz<span class="_ _8"></span>ym</div><div class="t m0 x11 h6 y51b ff2 fs3 fc2 sc0 ls0 ws0">klientem<span class="_ _9"> </span>powy<span class="_ _8"></span>żej<span class="_ _9"> </span>10%<span class="_ _7"> </span>łącznych<span class="_ _9"> </span>prz<span class="_ _8"></span>ychodów<span class="_ _9"> </span>jednostki:</div><div class="t m0 x12 h6 y51c ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">Klient<span class="_ _9"> </span>nr<span class="_ _7"> </span>1<span class="_ _9"> </span>–<span class="_ _10"> </span>96<span class="_ _9"> </span>%<span class="_ _9"> </span>z<span class="_ _7"> </span>łącznych<span class="_ _9"> </span>przychodów</span></div><div class="t m0 x11 h10 y2d0 ff1 fs3 fc2 sc0 ls0 ws0">2023/2024<span class="_ _9"> </span>rok:</div><div class="t m0 x11 h6 y51d ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _4"> </span>okresie<span class="_ _11"> </span>01.07.2023<span class="_ _4"> </span>-<span class="_ _11"> </span>30.06.2024<span class="_ _4"> </span>Spółka<span class="_ _4"> </span>uzyskała<span class="_ _11"> </span>przychód<span class="_ _4"> </span>z<span class="_ _11"> </span>ty<span class="_ _0"></span>tułu<span class="_ _11"> </span>transakcji<span class="_ _4"> </span>z<span class="_ _4"> </span>pojedyncz<span class="_ _8"></span>ym</div><div class="t m0 x11 h6 y51e ff2 fs3 fc2 sc0 ls0 ws0">klientem<span class="_ _9"> </span>powy<span class="_ _8"></span>żej<span class="_ _9"> </span>10%<span class="_ _7"> </span>łącznych<span class="_ _9"> </span>prz<span class="_ _8"></span>ychodów<span class="_ _9"> </span>jednostki:</div><div class="t m0 x12 h6 y51f ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">Klient<span class="_ _9"> </span>nr<span class="_ _7"> </span>1<span class="_ _9"> </span>–<span class="_ _10"> </span>85<span class="_ _9"> </span>%<span class="_ _9"> </span>z<span class="_ _7"> </span>łącznych<span class="_ _9"> </span>przychodów</span></div><div class="t m0 x12 h6 y520 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _28"> </span><span class="ff2">Klient<span class="_ _9"> </span>nr<span class="_ _7"> </span>2<span class="_ _9"> </span>–<span class="_ _7"> </span>10<span class="_ _9"> </span>%<span class="_ _9"> </span>z<span class="_ _7"> </span>łącznych<span class="_ _9"> </span>prz<span class="_ _8"></span>ychodów</span></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">48</div><div class="t m0 x11 h10 y67 ff1 fs3 fc2 sc0 ls0 ws0">Podział<span class="_ _9"> </span>n<span class="_ _8"></span>a<span class="_ _9"> </span>segmenty<span class="_ _7"> </span>sprawozdawcze</div><div class="t m0 x11 h10 y521 ff1 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _9"> </span>d<span class="_ _8"></span>zień<span class="_ _9"> </span>30.06.2025</div><div class="c x3f y522 w4b h27"><div class="t m0 xb4 h11 y523 ff1 fs5 fc2 sc0 ls0 ws0">Segmenty<span class="_ _5"> </span>spraw<span class="_ _8"></span>ozdawc<span class="_ _8"></span>ze</div><div class="t m0 x48 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _8"></span>24<span class="_ _5"> </span>–<span class="_ _5"> </span>30/06/2025</div><div class="t m0 xb5 h11 y491 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c xb6 y522 w4c h27"><div class="t m0 x94 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">ESTONIA</div></div><div class="c xb7 y522 w4d h27"><div class="t m0 x52 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">POLSKA</div></div><div class="c x3f y525 w4b hb"><div class="t m0 x45 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">Aktywa</div></div><div class="c xb6 y525 w4c hb"><div class="t m0 x93 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>927</div></div><div class="c xb7 y525 w4d hb"><div class="t m0 x6d h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x3f y526 w4b hb"><div class="t m0 x45 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania</div></div><div class="c xb6 y526 w4c hb"><div class="t m0 xb8 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c xb7 y526 w4d hb"><div class="t m0 x6d h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x3f y527 w4b hd"><div class="t m0 x45 h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">Zysk/strata</div></div><div class="c xb6 y527 w4c hd"><div class="t m0 xb8 h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">27</div></div><div class="c xb7 y527 w4d hd"><div class="t m0 xb8 h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">-8</div></div><div class="t m0 x11 h10 y529 ff1 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _9"> </span>d<span class="_ _8"></span>zień<span class="_ _9"> </span>30.06.2024</div><div class="c x3f y52a w4b h27"><div class="t m0 xb4 h11 y523 ff1 fs5 fc2 sc0 ls0 ws0">Segmenty<span class="_ _5"> </span>spraw<span class="_ _8"></span>ozdawc<span class="_ _8"></span>ze</div><div class="t m0 x48 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _8"></span>23<span class="_ _5"> </span>–<span class="_ _5"> </span>30/06/2024</div><div class="t m0 xb5 h11 y491 ff1 fs5 fc2 sc0 ls0 ws0">(w<span class="_ _5"> </span>tys.<span class="_ _5"> </span>EUR)</div></div><div class="c xb6 y52a w4c h27"><div class="t m0 x94 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">ESTONIA</div></div><div class="c xb7 y52a w4d h27"><div class="t m0 x52 h11 y524 ff1 fs5 fc2 sc0 ls0 ws0">POLSKA</div></div><div class="c x3f y52b w4b hb"><div class="t m0 x45 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">Aktywa</div></div><div class="c xb6 y52b w4c hb"><div class="t m0 x93 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>108</div></div><div class="c xb7 y52b w4d hb"><div class="t m0 x6d h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x3f y52c w4b hb"><div class="t m0 x45 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">Zobowiązania</div></div><div class="c xb6 y52c w4c hb"><div class="t m0 x93 h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c xb7 y52c w4d hb"><div class="t m0 x6d h8 y154 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y52d w4b hd"><div class="t m0 x45 h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">Zysk/strata</div></div><div class="c xb6 y52d w4c hd"><div class="t m0 xb8 h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">32</div></div><div class="c xb7 y52d w4d hd"><div class="t m0 x6d h4 y528 ff1 fs2 fc2 sc0 ls0 ws0">3</div></div><div class="t m0 x11 h10 y52e ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>9<span class="_ _7"> </span>Nota<span class="_ _9"> </span>objaśniająca<span class="_ _7"> </span>do<span class="_ _9"> </span>rachunk<span class="_ _8"></span>u<span class="_ _9"> </span>przepływów<span class="_ _9"> </span>p<span class="_ _8"></span>ieniężnych</div><div class="t m0 x11 h10 y52f ff2 fs3 fc2 sc0 ls0 ws0">Pozycja<span class="_ _14"> </span>„inne<span class="_ _13"> </span>korekty<span class="_ _8"></span>”<span class="_ _14"> </span>w<span class="_ _13"> </span>dzi<span class="_ _8"></span>ałalności<span class="_ _14"> </span>operacyjnej<span class="_ _13"> </span>na<span class="_ _14"> </span>30.06.2025r.<span class="_ _14"> </span>w<span class="_ _13"> </span>wysokości<span class="_ _14"> </span><span class="ff1">39<span class="_ _14"> </span>tys.<span class="_ _13"> </span>EUR</span></div><div class="t m0 x11 h6 y530 ff2 fs3 fc2 sc0 ls0 ws0">dotyczy<span class="_ _b"> </span>różnic<span class="_ _b"> </span>kursowych<span class="_ _b"> </span>powstałych<span class="_ _b"> </span>przy<span class="_ _b"> </span>porozum<span class="_ _8"></span>ieniu<span class="_ _7"> </span>kom<span class="_ _8"></span>pensacyjnym<span class="_ _b"> </span>z<span class="_ _b"> </span>dnia<span class="_ _b"> </span>18.07.2024r.<span class="_ _b"> </span>z</div><div class="t m0 x11 h6 y531 ff2 fs3 fc2 sc0 ls0 ws0">Patro<span class="_ _9"> </span>Invest<span class="_ _7"> </span>OÜ.</div><div class="t m0 x11 h10 y532 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>10<span class="_ _7"> </span>Powiązania<span class="_ _9"> </span>S<span class="_ _8"></span>półki</div><div class="t m0 x11 h6 y533 ff2 fs3 fc2 sc0 ls0 ws0">Jednostka<span class="_ _9"> </span>dom<span class="_ _8"></span>inująca:<span class="_ _9"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _9"> </span>OÜ<span class="_ _7"> </span>w<span class="_ _9"> </span>Tallinie.</div><div class="c x3f y534 w4e h3c"><div class="t m0 xa2 h1c y535 ff1 fs7 fc2 sc0 ls0 ws0">TRANSAKCJE<span class="_ _3"> </span>Z<span class="_ _3"> </span>J<span class="_ _8"></span>EDNOSTKAMI</div><div class="t m0 x47 h1c y536 ff1 fs7 fc2 sc0 ls0 ws0">POWIĄZANYMI<span class="_ _3"> </span>ZA<span class="_ _5"> </span>OKRES</div><div class="t m0 x94 h1c y537 ff1 fs7 fc2 sc0 ls0 ws0">01.07.2024<span class="_ _3"> </span>-<span class="_ _3"> </span>30.06.2025</div><div class="t m0 x4b h1c y538 ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c xb9 y534 w4f h3c"><div class="t m0 x74 h1c y537 ff1 fs7 fc2 sc0 ls0 ws0">Przychód<span class="_ _3"> </span>z<span class="_ _3"> </span>odsetek</div></div><div class="c xba y534 w50 h3c"><div class="t m0 x47 h1c y536 ff1 fs7 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x26 h1c y537 ff1 fs7 fc2 sc0 ls0 ws0">pożyczki</div></div><div class="c xbb y534 w51 h3c"><div class="t m0 x4f h1c y539 ff1 fs7 fc2 sc0 ls0 ws0">Spłaty</div><div class="t m0 x9d h1c y53a ff1 fs7 fc2 sc0 ls0 ws0">udzielonych</div><div class="t m0 x29 h1c y53b ff1 fs7 fc2 sc0 ls0 ws0">pożyczek</div></div><div class="c xbc y534 w52 h3c"><div class="t m0 x9d h1c y539 ff1 fs7 fc2 sc0 ls0 ws0">Należności<span class="_ _3"> </span>z</div><div class="t m0 x86 h1c y53a ff1 fs7 fc2 sc0 ls0 ws0">tytułu<span class="_ _3"> </span>pożyczek<span class="_ _5"> </span>i</div><div class="t m0 x0 h1c y53b ff1 fs7 fc2 sc0 ls0 ws0">odsetek</div></div><div class="c x3f y53c w4e h19"><div class="t m0 x45 h2a y53d ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _3"> </span>Invest<span class="_ _3"> </span>OÜ</div></div><div class="c xb9 y53c w4f h19"><div class="t m0 x12 h2a y53e ff2 fs7 fc2 sc0 ls0 ws0">2</div></div><div class="c xba y53c w50 h19"><div class="t m0 x78 h2a y53e ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbb y53c w51 h19"><div class="t m0 x78 h2a y53f ff2 fs7 fc2 sc0 ls0 ws0">2</div></div><div class="c xbc y53c w52 h19"><div class="t m0 x78 h2a y53f ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y540 w4e h19"><div class="t m0 x45 h2a y541 ff2 fs7 fc2 sc0 ls0 ws0">Damar<span class="_ _3"> </span>Patro<span class="_ _3"> </span>UÜ</div></div><div class="c xb9 y540 w4f h19"><div class="t m0 x78 h2a y542 ff2 fs7 fc2 sc0 ls0 ws0">88</div></div><div class="c xba y540 w50 h19"><div class="t m0 x78 h2a y542 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbb y540 w51 h19"><div class="t m0 x7a h2a y543 ff2 fs7 fc2 sc0 ls0 ws0">22</div></div><div class="c xbc y540 w52 h19"><div class="t m0 x84 h2a y543 ff2 fs7 fc2 sc0 ls0 ws0">3<span class="_ _3"> </span>923</div></div><div class="c x3f y544 w4e h1e"><div class="t m0 x45 h1c y545 ff1 fs7 fc2 sc0 ls0 ws0">Razem</div></div><div class="c xb9 y544 w4f h1e"><div class="t m0 x78 h1c y546 ff1 fs7 fc2 sc0 ls0 ws0">90</div></div><div class="c xba y544 w50 h1e"><div class="t m0 x78 h1c y546 ff1 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbb y544 w51 h1e"><div class="t m0 x7a h1c y547 ff1 fs7 fc2 sc0 ls0 ws0">24</div></div><div class="c xbc y544 w52 h1e"><div class="t m0 x84 h1c y547 ff1 fs7 fc2 sc0 ls0 ws0">3<span class="_ _3"> </span>923</div></div><div class="t m0 x11 h6 y548 ff2 fs3 fc2 sc0 ls0 ws0">Informacje<span class="_ _9"> </span>o<span class="_ _7"> </span>aktywach<span class="_ _9"> </span>krótkot<span class="_ _8"></span>erminowych<span class="_ _9"> </span>z<span class="_ _8"></span>najdują<span class="_ _9"> </span>się<span class="_ _9"> </span>w<span class="_ _7"> </span>nocie<span class="_ _9"> </span>4.</div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">49</div><div class="c x3f y549 w4e h3c"><div class="t m0 xa2 h1c y54a ff1 fs7 fc2 sc0 ls0 ws0">TRANSAKCJE<span class="_ _3"> </span>Z<span class="_ _3"> </span>J<span class="_ _8"></span>EDNOSTKAMI</div><div class="t m0 x47 h1c y54b ff1 fs7 fc2 sc0 ls0 ws0">POWIĄZANYMI<span class="_ _3"> </span>ZA<span class="_ _5"> </span>OKRES</div><div class="t m0 x94 h1c y54c ff1 fs7 fc2 sc0 ls0 ws0">01.07.2023<span class="_ _3"> </span>-<span class="_ _3"> </span>30.06.2024</div><div class="t m0 x4b h1c y54d ff1 fs7 fc2 sc0 ls0 ws0">(w<span class="_ _3"> </span>tys.<span class="_ _3"> </span>EUR)</div></div><div class="c xb9 y549 w4f h3c"><div class="t m0 x74 h1c y54c ff1 fs7 fc2 sc0 ls0 ws0">Przychód<span class="_ _3"> </span>z<span class="_ _3"> </span>odsetek</div></div><div class="c xba y549 w50 h3c"><div class="t m0 x47 h1c y54b ff1 fs7 fc2 sc0 ls0 ws0">Udzielone</div><div class="t m0 x26 h1c y54c ff1 fs7 fc2 sc0 ls0 ws0">pożyczki</div></div><div class="c xbb y549 w51 h3c"><div class="t m0 x4f h1c y54e ff1 fs7 fc2 sc0 ls0 ws0">Spłaty</div><div class="t m0 x9d h1c y54f ff1 fs7 fc2 sc0 ls0 ws0">udzielonych</div><div class="t m0 x29 h1c y550 ff1 fs7 fc2 sc0 ls0 ws0">pożyczek</div></div><div class="c xbc y549 w52 h3c"><div class="t m0 x9d h1c y54e ff1 fs7 fc2 sc0 ls0 ws0">Należności<span class="_ _3"> </span>z</div><div class="t m0 x86 h1c y54f ff1 fs7 fc2 sc0 ls0 ws0">tytułu<span class="_ _3"> </span>pożyczek<span class="_ _5"> </span>i</div><div class="t m0 x0 h1c y550 ff1 fs7 fc2 sc0 ls0 ws0">odsetek</div></div><div class="c x3f y551 w4e h19"><div class="t m0 x45 h2a ye9 ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _3"> </span>Invest<span class="_ _3"> </span>OÜ</div></div><div class="c xb9 y551 w4f h19"><div class="t m0 x12 h2a y552 ff2 fs7 fc2 sc0 ls0 ws0">5</div></div><div class="c xba y551 w50 h19"><div class="t m0 xbd h2a y552 ff2 fs7 fc2 sc0 ls0 ws0">1<span class="_ _3"> </span>241</div></div><div class="c xbb y551 w51 h19"><div class="t m0 x78 h2a y553 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbc y551 w52 h19"><div class="t m0 x84 h2a y553 ff2 fs7 fc2 sc0 ls0 ws0">1<span class="_ _3"> </span>246</div></div><div class="c x3f y554 w4e h19"><div class="t m0 x45 h2a y555 ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _3"> </span>Administracja<span class="_ _5"> </span>sp.<span class="_ _3"> </span>z<span class="_ _3"> </span>o.o.</div></div><div class="c xb9 y554 w4f h19"><div class="t m0 x78 h2a y556 ff2 fs7 fc2 sc0 ls0 ws0">14</div></div><div class="c xba y554 w50 h19"><div class="t m0 x78 h2a y556 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbb y554 w51 h19"><div class="t m0 xb0 h2a y557 ff2 fs7 fc2 sc0 ls0 ws0">221</div></div><div class="c xbc y554 w52 h19"><div class="t m0 x78 h2a y557 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c x3f y558 w4e h19"><div class="t m0 x45 h2a y559 ff2 fs7 fc2 sc0 ls0 ws0">Damar<span class="_ _3"> </span>Patro<span class="_ _3"> </span>UÜ</div></div><div class="c xb9 y558 w4f h19"><div class="t m0 x7a h2a y55a ff2 fs7 fc2 sc0 ls0 ws0">115</div></div><div class="c xba y558 w50 h19"><div class="t m0 x78 h2a y55a ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xbb y558 w51 h19"><div class="t m0 xb0 h2a y55b ff2 fs7 fc2 sc0 ls0 ws0">979</div></div><div class="c xbc y558 w52 h19"><div class="t m0 x84 h2a y55b ff2 fs7 fc2 sc0 ls0 ws0">3<span class="_ _3"> </span>861</div></div><div class="c x3f y55c w4e h1e"><div class="t m0 x45 h1c y55d ff1 fs7 fc2 sc0 ls0 ws0">Razem</div></div><div class="c xb9 y55c w4f h1e"><div class="t m0 x7a h1c y55e ff1 fs7 fc2 sc0 ls0 ws0">134</div></div><div class="c xba y55c w50 h1e"><div class="t m0 xbd h1c y55e ff1 fs7 fc2 sc0 ls0 ws0">1<span class="_ _3"> </span>241</div></div><div class="c xbb y55c w51 h1e"><div class="t m0 xbd h1c y55f ff1 fs7 fc2 sc0 ls0 ws0">1<span class="_ _3"> </span>200</div></div><div class="c xbc y55c w52 h1e"><div class="t m0 x84 h1c y55f ff1 fs7 fc2 sc0 ls0 ws0">5<span class="_ _3"> </span>107</div></div><div class="t m0 x11 h6 y560 ff2 fs3 fc2 sc0 ls0 ws0">Spółka<span class="_ _9"> </span>nie<span class="_ _7"> </span>wystawiała<span class="_ _9"> </span>ż<span class="_ _8"></span>adnych<span class="_ _9"> </span>gwarancji.</div><div class="t m0 x11 h10 y561 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>11<span class="_ _7"> </span>Wynagrodzenia<span class="_ _9"> </span>Zarząd<span class="_ _8"></span>u<span class="_ _9"> </span>i<span class="_ _9"> </span>Rad<span class="_ _8"></span>y<span class="_ _9"> </span>Nadzorczej</div><div class="t m0 x11 h6 y562 ff2 fs3 fc2 sc0 ls0 ws0">Brak<span class="_ _9"> </span>wynagrodzenia<span class="_ _7"> </span>dla<span class="_ _7"> </span>członków<span class="_ _9"> </span>zarządu<span class="_ _9"> </span>i<span class="_ _7"> </span>rady<span class="_ _7"> </span>nadzorczej<span class="_ _9"> </span>z<span class="_ _8"></span>a<span class="_ _9"> </span>rok<span class="_ _9"> </span>obrotowy<span class="_ _7"> </span>i<span class="_ _9"> </span>rok<span class="_ _7"> </span>poprzedni.</div><div class="t m0 x11 h10 y2c ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>12<span class="_ _7"> </span>Warunkowe<span class="_ _9"> </span>ak<span class="_ _8"></span>tywa<span class="_ _9"> </span>i<span class="_ _7"> </span>pasywa.</div><div class="t m0 x11 h6 y563 ff2 fs3 fc2 sc0 ls0 ws0">Organy<span class="_ _11"> </span>podatkowe<span class="_ _11"> </span>mają<span class="_ _11"> </span>praw<span class="_ _0"></span>o<span class="_ _11"> </span>wglądu<span class="_ _11"> </span>do<span class="_ _11"> </span>ewidencji<span class="_ _11"> </span>podatkowej<span class="_ _11"> </span>Spółki<span class="_ _11"> </span>przez<span class="_ _11"> </span>okres<span class="_ _4"> </span>do<span class="_ _11"> </span>5<span class="_ _11"> </span>lat<span class="_ _11"> </span>od</div><div class="t m0 x11 h6 y564 ff2 fs3 fc2 sc0 ls0 ws0">złożenia<span class="_ _4"> </span>zeznania<span class="_ _4"> </span>podatkowego<span class="_ _b"> </span>oraz<span class="_ _4"> </span>w<span class="_ _4"> </span>przypadku<span class="_ _b"> </span>stwierdzenia<span class="_ _4"> </span>błędów,<span class="_ _4"> </span>nakładania<span class="_ _b"> </span>dodatkowych</div><div class="t m0 x11 h6 y565 ff2 fs3 fc2 sc0 ls0 ws0">podatków,<span class="_ _10"> </span>odsetek<span class="_ _12"> </span>i<span class="_ _10"> </span>kar.<span class="_ _10"> </span>Organy<span class="_ _12"> </span>podatkowe<span class="_ _10"> </span>nie<span class="_ _10"> </span>przeprowadzały<span class="_ _12"> </span>w<span class="_ _10"> </span>Spółce<span class="_ _10"> </span>żadny<span class="_ _0"></span>ch<span class="_ _10"> </span>kontroli</div><div class="t m0 x11 h6 yb7 ff2 fs3 fc2 sc0 ls0 ws0">podatkowych<span class="_ _9"> </span>w<span class="_ _7"> </span>latach<span class="_ _9"> </span>2020-2025.</div><div class="t m0 x11 h10 y566 ff1 fs3 fc2 sc0 ls0 ws0">Nota<span class="_ _9"> </span>13<span class="_ _7"> </span>Wydarzenia<span class="_ _9"> </span>po<span class="_ _7"> </span>dniu<span class="_ _9"> </span>bil<span class="_ _8"></span>ansowym.</div><div class="t m0 x11 h6 y567 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _b"> </span>dniu<span class="_ _7"> </span>08.07.2025r.<span class="_ _b"> </span>sąd<span class="_ _b"> </span>zarejestrował<span class="_ _b"> </span>obniżenie<span class="_ _b"> </span>kapitału<span class="_ _b"> </span>zakładowego<span class="_ _b"> </span>spółki<span class="_ _b"> </span>Investment<span class="_ _b"> </span>Friends</div><div class="t m0 x11 h6 y568 ff2 fs3 fc2 sc0 ls0 ws0">Capital<span class="_ _7"> </span>SE<span class="_ _7"> </span>poprzez<span class="_ _b"> </span>umorzenie<span class="_ _7"> </span>1<span class="_ _7"> </span>506<span class="_ _7"> </span>000<span class="_ _7"> </span>akcji<span class="_ _b"> </span>zgodnie<span class="_ _7"> </span>z<span class="_ _7"> </span>uchwałą<span class="_ _7"> </span>nr<span class="_ _7"> </span>3<span class="_ _b"> </span>ZWZA<span class="_ _7"> </span>z<span class="_ _7"> </span>dnia<span class="_ _7"> </span>31.03.2025r.</div><div class="t m0 x11 h6 y569 ff2 fs3 fc2 sc0 ls0 ws0">Na<span class="_ _11"> </span>dzień<span class="_ _4"> </span>publikacji<span class="_ _11"> </span>niniejszego<span class="_ _4"> </span>raportu<span class="_ _11"> </span>Spółka<span class="_ _4"> </span>posi<span class="_ _8"></span>ada<span class="_ _11"> </span>kapitał<span class="_ _4"> </span>zakładowy<span class="_ _11"> </span>w<span class="_ _4"> </span>wysokości<span class="_ _11"> </span>300<span class="_ _4"> </span>000</div><div class="t m0 x11 h6 y38a ff2 fs3 fc2 sc0 ls0 ws0">euro<span class="_ _11"> </span>składający<span class="_ _11"> </span>się<span class="_ _4"> </span>z<span class="_ _11"> </span>3<span class="_ _11"> </span>000<span class="_ _11"> </span>000<span class="_ _11"> </span>akcji<span class="_ _11"> </span>o<span class="_ _4"> </span>wartości<span class="_ _11"> </span>księgowej<span class="_ _11"> </span>0,10<span class="_ _11"> </span>euro<span class="_ _4"> </span>na<span class="_ _11"> </span>akcję.<span class="_ _11"> </span>Patro<span class="_ _11"> </span>Invest<span class="_ _11"> </span>OÜ</div><div class="t m0 x11 h6 y56a ff2 fs3 fc2 sc0 ls0 ws0">otrzyma<span class="_ _7"> </span>od<span class="_ _7"> </span>Spółki<span class="_ _7"> </span>1,22<span class="_ _7"> </span>euro<span class="_ _7"> </span>z<span class="_ _8"></span>a<span class="_ _7"> </span>każdą<span class="_ _7"> </span>umorzoną<span class="_ _7"> </span>akcj<span class="_ _8"></span>ę<span class="_ _7"> </span>w<span class="_ _7"> </span>wyniku<span class="_ _7"> </span>obniżenia<span class="_ _7"> </span>kapitału<span class="_ _b"> </span>zakładowego.</div><div class="t m0 x11 h6 y56b ff2 fs3 fc2 sc0 ls0 ws0">Łącznie<span class="_ _7"> </span>Patro<span class="_ _9"> </span>Invest<span class="_ _9"> </span>OÜ<span class="_ _7"> </span>otrzyma<span class="_ _9"> </span>1<span class="_ _7"> </span>837<span class="_ _9"> </span>320<span class="_ _7"> </span>euro<span class="_ _9"> </span>jako<span class="_ _7"> </span>godziwą<span class="_ _9"> </span>rekompensa<span class="_ _8"></span>tę<span class="_ _9"> </span>za<span class="_ _7"> </span>umorzone<span class="_ _9"> </span>akcje.</div><div class="t m0 x11 h6 y82 ff2 fs3 fc2 sc0 ls0 ws0">W<span class="_ _1d"> </span>dniu<span class="_ _11"> </span>10.10.2025r.<span class="_ _1d"> </span>odbyło<span class="_ _1d"> </span>się<span class="_ _1d"> </span>Nadzwyczajne<span class="_ _1d"> </span>Walne<span class="_ _1d"> </span>Zgromadzenie<span class="_ _1d"> </span>Akcjonariuszy<span class="_ _1d"> </span>Investment</div><div class="t m0 x11 h6 y83 ff2 fs3 fc2 sc0 ls0 ws0">Friends<span class="_ _28"> </span>Capital<span class="_ _1e"> </span>SE,<span class="_ _1e"> </span>podcz<span class="_ _8"></span>as<span class="_ _28"> </span>kt<span class="_ _0"></span>órego<span class="_ _2b"> </span>reprezentowano<span class="_ _2b"> </span>51,16%<span class="_ _2b"> </span>kapitału<span class="_ _2b"> </span>z<span class="_ _8"></span>akładowego.</div><div class="t m0 x11 h6 y56c ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzenie<span class="_ _7"> </span>jednogłośni<span class="_ _8"></span>e<span class="_ _7"> </span>podjęło<span class="_ _7"> </span>uchwały<span class="_ _b"> </span>o<span class="_ _7"> </span>zmianie<span class="_ _b"> </span>statutu<span class="_ _7"> </span>spółki<span class="_ _7"> </span>oraz<span class="_ _7"> </span>o<span class="_ _b"> </span>umorzeniu<span class="_ _7"> </span>1<span class="_ _7"> </span>400<span class="_ _b"> </span>000</div><div class="t m0 x11 h6 y84 ff2 fs3 fc2 sc0 ls0 ws0">akcji,<span class="_ _7"> </span>obniżając<span class="_ _9"> </span>kapitał<span class="_ _7"> </span>zakładowy<span class="_ _9"> </span>z<span class="_ _7"> </span>300<span class="_ _9"> </span>000<span class="_ _7"> </span>euro<span class="_ _9"> </span>do<span class="_ _9"> </span>160<span class="_ _7"> </span>000<span class="_ _9"> </span>euro.</div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">50</div><div class="t m0 x11 h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">VI.<span class="_ _b"> </span>ZATWIERD<span class="_ _0"></span>ZENIE<span class="_ _b"> </span>RAPORTU<span class="_ _7"> </span>ROCZNEGO<span class="_ _b"> </span>PRZEZ<span class="_ _7"> </span>ZARZĄD</div><div class="t m0 x11 h6 y69 ff2 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="_ _7"> </span>potwierdza,<span class="_ _7"> </span>że<span class="_ _b"> </span>przedstawione<span class="_ _7"> </span>na<span class="_ _7"> </span>stronach<span class="_ _b"> </span>od<span class="_ _7"> </span>5<span class="_ _7"> </span>do<span class="_ _7"> </span>19<span class="_ _7"> </span>sprawozdanie<span class="_ _7"> </span>z<span class="_ _b"> </span>działalności,<span class="_ _7"> </span>raport<span class="_ _b"> </span>o</div><div class="t m0 x11 h6 y56d ff2 fs3 fc2 sc0 ls0 ws0">stosowaniu<span class="_ _7"> </span>ładu<span class="_ _7"> </span>korporacyjnego<span class="_ _b"> </span>oraz<span class="_ _7"> </span>raport<span class="_ _7"> </span>o<span class="_ _b"> </span>wynagrodzeniach<span class="_ _7"> </span>przedstawia<span class="_ _7"> </span>prawdziwy<span class="_ _b"> </span>i<span class="_ _7"> </span>rzetelny</div><div class="t m0 x11 h6 y56e ff2 fs3 fc2 sc0 ls0 ws0">obraz<span class="_ _1a"> </span>kluczowych<span class="_ _14"> </span>z<span class="_ _8"></span>darzeń,<span class="_ _1a"> </span>które<span class="_ _14"> </span>miały<span class="_ _1a"> </span>miejsce<span class="_ _1a"> </span>w<span class="_ _14"> </span>okresie<span class="_ _1a"> </span>sprawozdawczym,<span class="_ _1a"> </span>a<span class="_ _14"> </span>ich<span class="_ _1a"> </span>wpływ<span class="_ _1a"> </span>na</div><div class="t m0 x11 h6 y56f ff2 fs3 fc2 sc0 ls0 ws0">sprawozdanie<span class="_ _b"> </span>finansowe<span class="_ _7"> </span>z<span class="_ _8"></span>awiera<span class="_ _7"> </span>opi<span class="_ _8"></span>s<span class="_ _7"> </span>klucz<span class="_ _8"></span>owych<span class="_ _7"> </span>ryzyk<span class="_ _b"> </span>i<span class="_ _b"> </span>niepewności<span class="_ _b"> </span>oraz<span class="_ _7"> </span>odz<span class="_ _8"></span>wierciedla<span class="_ _b"> </span>istotne</div><div class="t m0 x11 h6 y570 ff2 fs3 fc2 sc0 ls0 ws0">transakcje<span class="_ _1c"> </span>z<span class="_ _1c"> </span>podmiotami<span class="_ _1c"> </span>powiązanymi.<span class="_ _1c"> </span>Zarzą<span class="_ _8"></span>d<span class="_ _1c"> </span>potwierdza<span class="_ _1c"> </span>poprawność<span class="_ _1c"> </span>i<span class="_ _1c"> </span>kompletność</div><div class="t m0 x11 h6 y571 ff2 fs3 fc2 sc0 ls0 ws0">sprawozdania<span class="_ _14"> </span>finansowego<span class="_ _14"> </span>Investment<span class="_ _14"> </span>Friends<span class="_ _14"> </span>Capital<span class="_ _14"> </span>SE<span class="_ _13"> </span>z<span class="_ _8"></span>a<span class="_ _14"> </span>rok<span class="_ _14"> </span>2024/2025<span class="_ _14"> </span>przedstawione<span class="_ _14"> </span>na</div><div class="t m0 x11 h6 y572 ff2 fs3 fc2 sc0 ls0 ws0">stronach<span class="_ _9"> </span>od<span class="_ _7"> </span>20<span class="_ _9"> </span>do<span class="_ _7"> </span>49<span class="_ _9"> </span>oraz<span class="_ _7"> </span>że:</div><div class="t m0 x12 h6 y573 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">zasady<span class="_ _9"> </span>rachunkowo<span class="_ _8"></span>ści<span class="_ _9"> </span>stosowane<span class="_ _7"> </span>przy<span class="_ _9"> </span>sporządz<span class="_ _8"></span>aniu<span class="_ _9"> </span>sprawozdań<span class="_ _9"> </span>finansowych<span class="_ _7"> </span>są<span class="_ _9"> </span>z<span class="_ _8"></span>godne<span class="_ _9"> </span>z</span></div><div class="t m0 x2b h6 y2e4 ff2 fs3 fc2 sc0 ls0 ws0">Międzynarodowymi<span class="_ _9"> </span>S<span class="_ _8"></span>tandardami<span class="_ _9"> </span>S<span class="_ _8"></span>prawozdawczości<span class="_ _9"> </span>Finansowej<span class="_ _7"> </span>przyjętymi<span class="_ _9"> </span>przez<span class="_ _7"> </span>Unię</div><div class="t m0 x2b h6 y574 ff2 fs3 fc2 sc0 ls0 ws0">Europejską;</div><div class="t m0 x12 h6 y575 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">sprawozdanie<span class="_ _9"> </span>finansowe<span class="_ _7"> </span>daje<span class="_ _7"> </span>prawdziwy<span class="_ _9"> </span>i<span class="_ _7"> </span>rzetelny<span class="_ _9"> </span>obraz<span class="_ _7"> </span>sytuacji<span class="_ _9"> </span>finansowej,<span class="_ _7"> </span>wyników</span></div><div class="t m0 x2b h6 y576 ff2 fs3 fc2 sc0 ls0 ws0">finansowych<span class="_ _9"> </span>i<span class="_ _7"> </span>przepływów<span class="_ _9"> </span>pienięż<span class="_ _8"></span>nych<span class="_ _9"> </span>Spółki;</div><div class="t m0 x12 h6 y577 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _a"> </span><span class="ff2 fs3">Investment<span class="_ _7"> </span>Friends<span class="_ _9"> </span>Capital<span class="_ _9"> </span>S<span class="_ _8"></span>E<span class="_ _9"> </span>kontynuuje<span class="_ _7"> </span>działalność;</span></div><div class="t m0 x11 h9 y578 ff4 fs3 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _9"> </span>31/10/2025</div><div class="t m0 xbe h6 y16f ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _9"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _2c"> </span>Członek<span class="_ _9"> </span>Zarządu</div><div class="t m0 xbe h6 y579 ff2 fs3 fc2 sc0 ls0 ws0">Imię<span class="_ _9"> </span>i<span class="_ _7"> </span>nazwisko<span class="_ _2d"> </span>Funkcja<span class="_ _2e"> </span>……....................</div><div class="t m0 xbf h6 y57a ff2 fs3 fc2 sc0 ls0 ws0">Podpis</div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h2 yc ff1 fs0 fc0 sc0 ls0 ws0">SPRAW<span class="_ _0"></span>OZDANIE<span class="_ _1"> </span>FINANSOWE</div><div class="t m0 xc h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _1"> </span>FR<span class="_ _0"></span>IENDS<span class="_ _1"> </span>CAPITAL<span class="_ _1"> </span>SE</div><div class="t m0 xd h2 ye ff1 fs0 fc0 sc0 ls0 ws0">ZA<span class="_ _1"> </span>ROK<span class="_ _1"> </span>ZAKOŃCZONY<span class="_ _1"> </span>30<span class="_ _1"> </span>CZERWCA<span class="_ _1"> </span>2025<span class="_ _1"> </span>ROKU<span class="_ _6"> </span>/w<span class="_ _1"> </span>tys.<span class="_ _1"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">51</div><div class="t m0 x11 h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">VII.<span class="_ _b"> </span>PROPOZYC<span class="_ _0"></span>JA<span class="_ _b"> </span>ZARZĄDU<span class="_ _7"> </span>DOTYCZĄCA<span class="_ _7"> </span>PODZIAŁU<span class="_ _b"> </span>ZYSKU</div><div class="t m0 x12 h6 y69 ff2 fs3 fc2 sc0 ls0 ws0">Zgodnie<span class="_ _10"> </span>z<span class="_ _10"> </span>§ 332<span class="_ _10"> </span>estońskiego<span class="_ _10"> </span>Kodeksu<span class="_ _10"> </span>spółek<span class="_ _10"> </span>handlowych<span class="_ _21"> </span>w<span class="_ _10"> </span>Estonii<span class="_ _10"> </span>Zarzą<span class="_ _8"></span>d<span class="_ _10"> </span>niniejszym</div><div class="t m0 x12 h6 y56d ff2 fs3 fc2 sc0 ls0 ws0">postanawia<span class="_ _d"> </span>zaproponować<span class="_ _d"> </span>Walnemu<span class="_ _1b"> </span>Zgromadzeniu<span class="_ _d"> </span>Akcjonariuszy,<span class="_ _d"> </span>aby<span class="_ _d"> </span>zy<span class="_ _0"></span>sk<span class="_ _d"> </span>Spółki<span class="_ _d"> </span>po</div><div class="t m0 x12 h6 y56e ff2 fs3 fc2 sc0 ls0 ws0">opodatkowaniu<span class="_ _7"> </span>(zysk<span class="_ _b"> </span>netto)<span class="_ _7"> </span>za<span class="_ _7"> </span>rok<span class="_ _7"> </span>obrotowy<span class="_ _b"> </span>2024/2025<span class="_ _7"> </span>w<span class="_ _7"> </span>wysokości<span class="_ _b"> </span>19<span class="_ _7"> </span>tys.<span class="_ _7"> </span>EUR,<span class="_ _7"> </span>ujawniony</div><div class="t m0 x12 h6 y56f ff2 fs3 fc2 sc0 ls0 ws0">w<span class="_ _14"> </span>rocznym<span class="_ _1a"> </span>jednostkowym<span class="_ _1a"> </span>sprawozdaniu<span class="_ _14"> </span>finansowym<span class="_ _1a"> </span>Spółki<span class="_ _14"> </span>za<span class="_ _1a"> </span>rok<span class="_ _14"> </span>obrotowy<span class="_ _1a"> </span>zakończony</div><div class="t m0 x12 h6 y570 ff2 fs3 fc2 sc0 ls0 ws0">30/06/2025,<span class="_ _9"> </span>z<span class="_ _8"></span>ostał<span class="_ _9"> </span>podzielony<span class="_ _9"> </span>w<span class="_ _7"> </span>następujący<span class="_ _7"> </span>sposób:</div><div class="t m0 x12 h6 y57b ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _9"> </span>kwotę<span class="_ _7"> </span>19<span class="_ _9"> </span>tys.<span class="_ _7"> </span>euro<span class="_ _9"> </span>(dziewię<span class="_ _8"></span>tnaście<span class="_ _9"> </span>tysięcy<span class="_ _7"> </span>euro)<span class="_ _9"> </span>przeznacza<span class="_ _7"> </span>się<span class="_ _9"> </span>na<span class="_ _7"> </span>kapitał<span class="_ _9"> </span>z<span class="_ _8"></span>apasowy<span class="_ _9"> </span>Spółki.</div><div class="t m0 x12 h6 y57c ff2 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="_ _13"> </span>postanawia<span class="_ _14"> </span>zwrócić<span class="_ _13"> </span>się<span class="_ _14"> </span>do<span class="_ _13"> </span>Rady<span class="_ _13"> </span>Nadzorczej<span class="_ _14"> </span>o<span class="_ _13"> </span>ocenę<span class="_ _13"> </span>nini<span class="_ _8"></span>ejszej<span class="_ _13"> </span>propozycji<span class="_ _14"> </span>podziału</div><div class="t m0 x12 h6 y57d ff2 fs3 fc2 sc0 ls0 ws0">zysku<span class="_ _11"> </span>netto<span class="_ _11"> </span>Spółki<span class="_ _4"> </span>z<span class="_ _8"></span>a<span class="_ _11"> </span>rok<span class="_ _4"> </span>obrotowy<span class="_ _11"> </span>2024/2025<span class="_ _11"> </span>i<span class="_ _11"> </span>przedłożenie<span class="_ _11"> </span>jej<span class="_ _4"> </span>pod<span class="_ _11"> </span>rozpatrzenie<span class="_ _11"> </span>Walnemu</div><div class="t m0 x12 h6 y57e ff2 fs3 fc2 sc0 ls0 ws0">Zgromadzeniu<span class="_ _9"> </span>Akcjonarius<span class="_ _8"></span>zy,<span class="_ _9"> </span>z<span class="_ _8"></span>godnie<span class="_ _9"> </span>z<span class="_ _7"> </span>§<span class="_ _9"> </span>332<span class="_ _7"> </span>Estońskiego<span class="_ _9"> </span>Kodeksu<span class="_ _9"> </span>Handlowego.</div><div class="t m0 x11 h9 y57f ff4 fs3 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _9"> </span>31/10/2025</div><div class="t m0 xbe h6 y9a ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _9"> </span>P<span class="_ _8"></span>atrowicz<span class="_ _2c"> </span>Członek<span class="_ _9"> </span>Zarządu</div><div class="t m0 xbe h6 y580 ff2 fs3 fc2 sc0 ls0 ws0">Imię<span class="_ _9"> </span>i<span class="_ _7"> </span>nazwisko<span class="_ _2d"> </span>Funkcja<span class="_ _2e"> </span>……....................</div><div class="t m0 xbf h6 y581 ff2 fs3 fc2 sc0 ls0 ws0">Podpis</div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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