<?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="en" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.8.0--><head><title>toya_Grupa_SSF-2025-12-31-1-en.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");}.ff7{font-family:ff7;line-height:0.739746;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls1 ws0">     <span class="ls0"> TOYA S.A. CAPITAL GROUP </span></div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">2<span class="ff3 fs5"> </span></div><div class="t m0 x9 h8 ya ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 yb ff2 fs0 fc2 sc0 ls0 ws0">Contents </div><div class="t m0 x9 ha yc ff2 fs4 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of financial position<span class="_ _1"></span> <span class="ls2">...............................................................................................................</span> 4<span class="ff1 fs5"> </span></div><div class="t m0 x9 ha yd ff2 fs4 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of profit or loss<span class="_ _1"></span> <span class="ls2">......................................................................................................................</span> <span class="_ _1"></span>5<span class="ff1 fs5"> </span></div><div class="t m0 x9 ha ye ff2 fs4 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of comprehensive income<span class="_ _1"></span> <span class="_ _2"></span><span class="ls2">......................................................................................................<span class="ls0"> <span class="_ _1"></span>6<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x9 ha yf ff2 fs4 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of changes in equity<span class="_ _1"></span> <span class="_ _2"></span><span class="ls2">...............................................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x9 ha y10 ff2 fs4 fc0 sc0 ls0 ws0">Consolidated cash flow stat<span class="_ _1"></span>ement <span class="_ _3"></span><span class="ls2">................................................................................................................................<span class="ls0"> <span class="_ _1"></span>8<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x9 ha y11 ff2 fs4 fc0 sc0 ls0 ws0">Accounting policy and o<span class="_ _1"></span>ther explanatory notes<span class="_ _1"></span> <span class="_ _3"></span><span class="ls2">............................................................................................................<span class="ls0"> 9<span class="ff1 fs5"> </span></span></span></div><div class="t m0 xa ha y12 ff4 fs4 fc0 sc0 ls3 ws0">1.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">General information<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">...............................................................................................................................................<span class="ls0"> <span class="_ _5"></span>9<span class="ff1 fs5"> </span></span></span></span></div><div class="t m0 xa ha y13 ff4 fs4 fc0 sc0 ls3 ws0">2.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Capital group structure<span class="_ _1"></span> <span class="_ _6"></span><span class="ls4">.........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">10<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y14 ff4 fs4 fc0 sc0 ls3 ws0">3.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Summary of significant <span class="_ _1"></span>accounting policies<span class="_ _1"></span> <span class="ls4">.........................................................................................................</span> <span class="_ _5"></span><span class="ls3">11<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xb ha y15 ff1 fs4 fc0 sc0 ls0 ws0">3.1.<span class="fs5"> <span class="_ _7"> </span></span>Basis for preparat<span class="_ _1"></span>ion <span class="_ _6"></span><span class="ls4">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">11<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y16 ff1 fs4 fc0 sc0 ls0 ws0">3.2.<span class="fs5"> <span class="_ _7"> </span></span><span class="ff5">Effect of new or amended s<span class="_ _1"></span>tandards and in<span class="_ _1"></span>terpretations on the Group’s<span class="_ _1"></span> consolidated financial </span></div><div class="t m0 xb ha y17 ff1 fs4 fc0 sc0 ls0 ws0">statements <span class="ls4">................................................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">11<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y18 ff1 fs4 fc0 sc0 ls0 ws0">3.3.<span class="fs5"> <span class="_ _7"> </span></span>Consolidation <span class="_ _5"></span><span class="ls4">..............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">15<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y19 ff1 fs4 fc0 sc0 ls0 ws0">3.4.<span class="fs5"> <span class="_ _7"> </span></span>Segment reporting<span class="_ _1"></span> <span class="_ _8"></span><span class="ls4">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">15<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y1a ff1 fs4 fc0 sc0 ls0 ws0">3.5.<span class="fs5"> <span class="_ _7"> </span></span>Valuation of items deno<span class="_ _1"></span>minated in foreign currenci<span class="_ _1"></span>es<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">..............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">15<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y1b ff1 fs4 fc0 sc0 ls0 ws0">3.6.<span class="fs5"> <span class="_ _7"> </span></span>Property, plan<span class="_ _1"></span>t and equipment <span class="ls4">..................................................................................................................</span> <span class="_ _5"></span><span class="ls3">16<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y1c ff1 fs4 fc0 sc0 ls0 ws0">3.7.<span class="fs5"> <span class="_ _7"> </span></span>Leases <span class="_ _6"></span><span class="ls4">................................<span class="_ _1"></span>..........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">17<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y1d ff1 fs4 fc0 sc0 ls0 ws0">3.8.<span class="fs5"> <span class="_ _7"> </span></span>Intangible ass<span class="_ _1"></span>ets <span class="ls4">.........................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">18<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y1e ff1 fs4 fc0 sc0 ls0 ws0">3.9.<span class="fs5"> <span class="_ _7"> </span></span>Goodwill <span class="_ _2"></span><span class="ls4">................................................................................................................................<span class="_ _1"></span>......................<span class="ls0"> <span class="_ _8"></span><span class="ls3">18<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y1f ff1 fs4 fc0 sc0 ls0 ws0">3.10.<span class="fs5"> <span class="_ _9"> </span></span>Impairment of non-<span class="_ _1"></span>financial non-current as<span class="_ _1"></span>sets <span class="_ _8"></span><span class="ls4">........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">18<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y20 ff1 fs4 fc0 sc0 ls0 ws0">3.11.<span class="fs5"> <span class="_ _9"> </span></span>Borrowing costs <span class="ls4">..........................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">19<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y21 ff1 fs4 fc0 sc0 ls0 ws0">3.12.<span class="fs5"> <span class="_ _9"> </span></span>Financial assets <span class="ls4">...........................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">19<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y22 ff1 fs4 fc0 sc0 ls0 ws0">3.13.<span class="fs5"> <span class="_ _9"> </span></span>Impairment of financial as<span class="_ _1"></span>sets <span class="_ _2"></span><span class="ls4">....................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">20<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y23 ff1 fs4 fc0 sc0 ls0 ws0">3.14.<span class="fs5"> <span class="_ _9"> </span></span>Inventory <span class="_ _a"></span><span class="ls4">.....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">20<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y24 ff1 fs4 fc0 sc0 ls0 ws0">3.15.<span class="fs5"> <span class="_ _9"> </span></span>Cash and ca<span class="_ _1"></span>sh equivalents <span class="_ _8"></span><span class="ls4">..........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y25 ff1 fs4 fc0 sc0 ls0 ws0">3.16.<span class="fs5"> <span class="_ _9"> </span></span>Equity <span class="_ _5"></span><span class="ls4">..........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y26 ff1 fs4 fc0 sc0 ls0 ws0">3.17.<span class="fs5"> <span class="_ _9"> </span></span>Bank loan liabilities<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">.....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y27 ff1 fs4 fc0 sc0 ls0 ws0">3.18.<span class="fs5"> <span class="_ _9"> </span></span>Trade and other pay<span class="_ _1"></span>ables <span class="_ _5"></span><span class="ls4">...........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y28 ff1 fs4 fc0 sc0 ls0 ws0">3.19.<span class="fs5"> <span class="_ _9"> </span></span>Deferred revenue<span class="_ _1"></span> <span class="_ _6"></span><span class="ls4">........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">22<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y29 ff1 fs4 fc0 sc0 ls0 ws0">3.20.<span class="fs5"> <span class="_ _9"> </span></span>Current and deferred inco<span class="_ _1"></span>me tax <span class="ls4">...............................................................................................................</span> <span class="_ _5"></span><span class="ls3">22<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y2a ff1 fs4 fc0 sc0 ls0 ws0">3.21.<span class="fs5"> <span class="_ _9"> </span></span>Liabilities from employe<span class="_ _1"></span>e benefits <span class="_ _6"></span><span class="ls4">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">23<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y2b ff1 fs4 fc0 sc0 ls0 ws0">3.22.<span class="fs5"> <span class="_ _9"> </span></span>Provisions <span class="_ _2"></span><span class="ls4">....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">23<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y2c ff1 fs4 fc0 sc0 ls0 ws0">3.23.<span class="fs5"> <span class="_ _9"> </span></span>Recognition of revenu<span class="_ _1"></span>e <span class="_ _3"></span><span class="ls4">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">24<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y2d ff1 fs4 fc0 sc0 ls0 ws0">3.24.<span class="fs5"> <span class="_ _9"> </span></span>Other operating income and e<span class="_ _1"></span>xpenses<span class="_ _1"></span> <span class="_ _3"></span><span class="ls4">.......................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">24<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y2e ff1 fs4 fc0 sc0 ls0 ws0">3.25.<span class="fs5"> <span class="_ _9"> </span></span>Financial income and expens<span class="_ _1"></span>es <span class="_ _1"></span><span class="ls4">..................................................................................................................</span> <span class="_ _5"></span><span class="ls3">24<span class="fs5 ls0"> </span></span></div><div class="t m0 xb ha y2f ff1 fs4 fc0 sc0 ls0 ws0">3.26.<span class="fs5"> <span class="_ _9"> </span></span>Dividends <span class="ls4">................................<span class="_ _1"></span>....................................................................................................................</span> <span class="_ _5"></span><span class="ls3">25<span class="fs5 ls0"> </span></span></div><div class="t m0 xa ha y30 ff4 fs4 fc0 sc0 ls3 ws0">4.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Foreign currencies used in<span class="_ _1"></span> preparation of these finan<span class="_ _1"></span>cial statements<span class="_ _1"></span> <span class="_ _a"></span><span class="ls4">................................................................<span class="ls0">. <span class="_ _5"></span><span class="ls3">25<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y31 ff4 fs4 fc0 sc0 ls3 ws0">5.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Material accou<span class="_ _1"></span>nting estimates and judgements<span class="_ _1"></span> <span class="_ _2"></span><span class="ls4">..................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">25<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y32 ff4 fs4 fc0 sc0 ls3 ws0">6.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Financial risk manag<span class="_ _1"></span>ement <span class="ls4">..................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">27<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xb ha y33 ff1 fs4 fc0 sc0 ls0 ws0">6.1.<span class="fs5"> <span class="_ _7"> </span></span>Market risk <span class="_ _2"></span><span class="ls4">................................<span class="_ _1"></span>..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">27<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y34 ff1 fs4 fc0 sc0 ls0 ws0">6.2.<span class="fs5"> <span class="_ _7"> </span></span>Credit risk <span class="_ _2"></span><span class="ls4">................................................................................................................................<span class="_ _1"></span>....................<span class="ls0"> <span class="_ _8"></span><span class="ls3">29<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y35 ff1 fs4 fc0 sc0 ls0 ws0">6.3.<span class="fs5"> <span class="_ _7"> </span></span>Liquidity risk <span class="_ _8"></span><span class="ls4">................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">30<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y36 ff1 fs4 fc0 sc0 ls0 ws0">6.4.<span class="fs5"> <span class="_ _7"> </span></span>Capital management<span class="_ _1"></span> <span class="_ _3"></span><span class="ls4">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">33<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xa ha y37 ff4 fs4 fc0 sc0 ls3 ws0">7.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Financial instruments<span class="_ _1"></span> <span class="ls4">...........................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">33<span class="ff1 fs5 ls0"> </span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1412.400000px;width:491.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1363.980000px;width:491.300000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1315.560000px;width:491.300000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1267.160000px;width:491.300000px;height:24.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1218.740000px;width:491.300000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1170.320000px;width:491.300000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1145.920000px;width:479.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1109.500000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1073.080000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1048.660000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1024.260000px;width:467.800000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:999.840000px;width:491.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:975.420000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:951.020000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:926.600000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:902.180000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:877.780000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:853.360000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:828.940000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:804.520000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:780.120000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:755.700000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:731.280000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:706.880000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:682.460000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:658.040000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:633.640000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:609.220000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:584.800000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:560.380000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:535.980000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:511.560000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:487.140000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:462.740000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:438.320000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:413.900000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:377.480000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:341.080000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:304.660000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:280.240000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:255.840000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:231.420000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:207.000000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:170.592000px;width:479.300000px;height:18.204000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x2 y3 w3 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">3<span class="ff3 fs5"> </span></div><div class="t m0 xa ha ya ff4 fs4 fc0 sc0 ls3 ws0">8.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Property, plant and<span class="_ _1"></span> equipment <span class="_ _1"></span><span class="ls4">............................................................................................................................</span> <span class="_ _5"></span><span class="ls3">34<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y38 ff4 fs4 fc0 sc0 ls3 ws0">9.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Intangible a<span class="_ _1"></span>ssets <span class="_ _3"></span><span class="ls4">...................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">36<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y39 ff4 fs4 fc0 sc0 ls3 ws0">10.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Right-<span class="ls5">of</span>-use assets <span class="_ _6"></span><span class="ls4">................................<span class="_ _1"></span>...........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">37<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3a ff4 fs4 fc0 sc0 ls3 ws0">11.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Goodwill <span class="_ _2"></span><span class="ls4">...........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">38<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3b ff4 fs4 fc0 sc0 ls3 ws0">12.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Inventory <span class="_ _a"></span><span class="ls4">..........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">39<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3c ff4 fs4 fc0 sc0 ls3 ws0">13.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Trade and other sho<span class="_ _1"></span>rt-term receivables<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">..........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">39<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3d ff4 fs4 fc0 sc0 ls3 ws0">14.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Cash and cash e<span class="_ _1"></span>quivalents <span class="_ _a"></span><span class="ls4">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">41<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3e ff4 fs4 fc0 sc0 ls3 ws0">15.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Additional explan<span class="_ _1"></span>ation to the cash flow statement<span class="_ _1"></span> <span class="_ _6"></span><span class="ls4">................................<span class="_ _1"></span>.........................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">42<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y3f ff4 fs4 fc0 sc0 ls3 ws0">16.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Share capita<span class="_ _1"></span>l <span class="_ _8"></span><span class="ls4">....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">43<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y40 ff4 fs4 fc0 sc0 ls3 ws0">17.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Own shares <span class="ls4">......................................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">43<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y41 ff4 fs4 fc0 sc0 ls3 ws0">18.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Reserve capital <span class="_ _3"></span><span class="ls4">................................<span class="_ _1"></span>.................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">43<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y42 ff4 fs4 fc0 sc0 ls3 ws0">19.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Retained earning<span class="_ _1"></span>s and dividend per share<span class="_ _1"></span> <span class="ls4">......................................................................................................</span> <span class="_ _5"></span><span class="ls3">44<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y43 ff4 fs4 fc0 sc0 ls3 ws0">20.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Loans and b<span class="_ _1"></span>orrowings liabilities <span class="ls4">......................................................................................................................</span> <span class="_ _5"></span><span class="ls3">44<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y44 ff4 fs4 fc0 sc0 ls3 ws0">21.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Trade and other pa<span class="_ _1"></span>yables <span class="_ _8"></span><span class="ls4">................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">47<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y45 ff4 fs4 fc0 sc0 ls3 ws0">22.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Liabilities from employee<span class="_ _1"></span> benefits<span class="_ _1"></span> <span class="_ _2"></span><span class="ls4">................................................................................................<span class="_ _1"></span>...................<span class="ls0"> <span class="_ _8"></span><span class="ls3">47<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y46 ff4 fs4 fc0 sc0 ls3 ws0">23.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Lease liabilities <span class="_ _a"></span><span class="ls4">................................................................................................................................<span class="_ _1"></span>.................<span class="ls0"> <span class="_ _8"></span><span class="ls3">49<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y47 ff4 fs4 fc0 sc0 ls3 ws0">24.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Provisions <span class="_ _a"></span><span class="ls4">................................<span class="_ _1"></span>.........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">50<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y48 ff4 fs4 fc0 sc0 ls3 ws0">25.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Operating segments<span class="_ _1"></span> <span class="ls4">........................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">50<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y49 ff4 fs4 fc0 sc0 ls3 ws0">26.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Sales revenue<span class="_ _1"></span> <span class="_ _2"></span><span class="ls4">................................................................................................<span class="_ _1"></span>...................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">52<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y4a ff4 fs4 fc0 sc0 ls3 ws0">27.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Costs by type and c<span class="_ _1"></span>ost of goods for resale sold<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">...............................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">53<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y4b ff4 fs4 fc0 sc0 ls3 ws0">28.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Cost of employee b<span class="_ _1"></span>enefits <span class="_ _6"></span><span class="ls4">................................................................<span class="_ _1"></span>................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">53<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y4c ff4 fs4 fc0 sc0 ls3 ws0">29.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Other operating revenu<span class="_ _1"></span>e and expenses<span class="_ _1"></span> <span class="_ _2"></span><span class="ls4">...........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">54<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y4d ff4 fs4 fc0 sc0 ls3 ws0">30.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Financial revenue<span class="_ _1"></span> and expenses <span class="ls4">......................................................................................................................</span> <span class="_ _5"></span><span class="ls3">54<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y4e ff4 fs4 fc0 sc0 ls3 ws0">31.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Income ta<span class="_ _1"></span>x <span class="_ _5"></span><span class="ls4">.......................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">55<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y4f ff4 fs4 fc0 sc0 ls3 ws0">32.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Earnings per share<span class="_ _1"></span> <span class="_ _5"></span><span class="ls4">...........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">58<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y50 ff4 fs4 fc0 sc0 ls3 ws0">33.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Financial gua<span class="_ _1"></span>rantees granted and received<span class="_ _1"></span> <span class="_ _6"></span><span class="ls4">.....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">58<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y51 ff4 fs4 fc0 sc0 ls3 ws0">34.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Transactions with relate<span class="_ _1"></span>d entities <span class="ls4">................................................................<span class="_ _1"></span>...................................................</span> <span class="_ _8"></span><span class="ls3">59<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa ha y52 ff4 fs4 fc0 sc0 ls3 ws0">35.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Material events subsequ<span class="_ _1"></span>ent to the end of reporting pe<span class="_ _1"></span>riod <span class="_ _8"></span><span class="ls4">............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">60<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xb ha y53 ff1 fs4 fc0 sc0 ls0 ws0">35.1.<span class="fs5"> <span class="_ _9"> </span></span>Impact of the Middle Eas<span class="_ _1"></span>t conflict<span class="_ _1"></span> <span class="_ _2"></span><span class="ls4">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">60<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y54 ff1 fs4 fc0 sc0 ls0 ws0">35.2.<span class="fs5"> <span class="_ _9"> </span></span>Annex to the overdra<span class="_ _1"></span>ft agreement <span class="_ _2"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">60<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x9 hb y55 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y56 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y57 ff2 fs4 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1510.400000px;width:479.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1474.000000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1437.580000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1401.160000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1364.760000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1328.340000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1291.920000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1255.500000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1219.100000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1182.680000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1146.260000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1109.860000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1073.440000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1037.020000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1000.620000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:964.200000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:927.780000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:891.360000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:854.960000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:818.540000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:782.120000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:745.720000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:709.300000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:672.880000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:636.480000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:600.060000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:563.640000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:527.220000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:502.820000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:478.400000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x2 y3 w3 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 xc h5 y6 ff1 fs1 fc0 sc0 ls0 ws0">(amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">4<span class="ff3 fs5"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of finan<span class="_ _0"></span>cial positi<span class="_ _5"></span>on<span class="_ _1"></span> </div></div><div class="c xd y59 w4 hc"><div class="t m0 xe h6 y5a ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y59 w5 hc"><div class="t m0 x10 hd y5a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y59 w6 hc"><div class="t m0 x12 hd y5b ff2 fs2 fc0 sc0 ls6 ws0">31 <span class="ls0">December </span></div><div class="t m0 x13 hd y5c ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c x14 y59 w7 hc"><div class="t m0 x12 hd y5b ff2 fs2 fc0 sc0 ls6 ws0">31 <span class="ls0">December<span class="ls7">  </span> </span></div><div class="t m0 x13 hd y5c ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c xd y5d w4 he"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c xf y5d w5 he"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Note </div></div><div class="c x11 y5d w6 he"><div class="t m0 x17 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x14 y5d w7 he"><div class="t m0 x17 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd y5f w4 hf"><div class="t m0 x15 hd y60 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y5f w5 hf"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y5f w6 hf"><div class="t m0 x17 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x14 y5f w7 hf"><div class="t m0 x17 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd y62 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Property<span class="_ _0"></span>, plant and e<span class="_ _0"></span>quipment </div></div><div class="c xf y62 w5 he"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">8 </div></div><div class="c x11 y62 w6 he"><div class="t m0 x19 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">63 524      </span></div></div><div class="c x14 y62 w7 he"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">70 621      </span></div></div><div class="c xd y63 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets </div></div><div class="c xf y63 w5 he"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">9 </div></div><div class="c x11 y63 w6 he"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">3 435      </span></div></div><div class="c x14 y63 w7 he"><div class="t m0 x1c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">4 156      </span></div></div><div class="c xd y65 w4 he"><div class="t m0 x15 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">Right-<span class="ls8">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c xf y65 w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">10<span class="ls0"> </span></div></div><div class="c x11 y65 w6 he"><div class="t m0 x19 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">24 201      </span></div></div><div class="c x14 y65 w7 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">31 995      </span></div></div><div class="c xd y67 w4 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Goodwill </div></div><div class="c xf y67 w5 h10"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c x11 y67 w6 h10"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">674      </span></div></div><div class="c x14 y67 w7 h10"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">735      </span></div></div><div class="c xd y68 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other r<span class="_ _0"></span>eceivables </div></div><div class="c xf y68 w5 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y68 w6 he"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">46      </span></div></div><div class="c x14 y68 w7 he"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">48      </span></div></div><div class="c xd y69 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income tax asse<span class="_ _0"></span>ts </div></div><div class="c xf y69 w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">31<span class="ls0"> </span></div></div><div class="c x11 y69 w6 he"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">6 078      </span></div></div><div class="c x14 y69 w7 he"><div class="t m0 x1c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">5 700      </span></div></div><div class="c xd y6a w4 h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total non-current a<span class="_ _0"></span>ssets<span class="ff1"> </span></div></div><div class="c xf y6a w5 h10"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y6a w6 h10"><div class="t m0 x19 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">97 958      </span></div></div><div class="c x14 y6a w7 h10"><div class="t m0 x1a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">113 255      </span></div></div><div class="c xd y6b w4 hf"><div class="t m0 x15 hd y60 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y6b w5 hf"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y6b w6 hf"><div class="t m0 xb hd y60 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y6b w7 hf"><div class="t m0 xb hd y60 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y6c w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Inventory </div></div><div class="c xf y6c w5 he"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x11 y6c w6 he"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">458 885      </span></div></div><div class="c x14 y6c w7 he"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">497 101      </span></div></div><div class="c xd y6d w4 h11"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receiv<span class="_ _0"></span>ables </div></div><div class="c xf y6d w5 h11"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x11 y6d w6 h11"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">128 008      </span></div></div><div class="c x14 y6d w7 h11"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">137 671      </span></div></div><div class="c xd y6e w4 he"><div class="t m0 x15 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">Cash and cash e<span class="_ _0"></span>quivalents </div></div><div class="c xf y6e w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x11 y6e w6 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">63 406      </span></div></div><div class="c x14 y6e w7 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">39 128      </span></div></div><div class="c xd y6f w4 h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total current asset<span class="_ _5"></span>s </div></div><div class="c xf y6f w5 h10"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y6f w6 h10"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">650 299      </span></div></div><div class="c x14 y6f w7 h10"><div class="t m0 x1a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">673 900      </span></div></div><div class="c xd y70 w4 h12"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y70 w5 h12"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y70 w6 h12"><div class="t m0 x17 hd y64 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x14 y70 w7 h12"><div class="t m0 x17 hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xd y71 w4 he"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total assets </div></div><div class="c xf y71 w5 he"><div class="t m0 x10 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y71 w6 he"><div class="t m0 x20 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">748 257      </span></div></div><div class="c x14 y71 w7 he"><div class="t m0 x1a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">787 155 </span></div></div><div class="c xd y72 w4 hf"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y72 w5 hf"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y72 w6 hf"><div class="t m0 xb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y72 w7 hf"><div class="t m0 xb h6 y60 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y73 w4 he"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">EQUITY AND LIA<span class="_ _0"></span>BILITIES </div></div><div class="c xf y73 w5 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y73 w6 he"><div class="t m0 xb h6 y5e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y73 w7 he"><div class="t m0 xb h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y75 w4 hf"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y75 w5 hf"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y75 w6 hf"><div class="t m0 xb hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y75 w7 hf"><div class="t m0 xb hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y76 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Share capit<span class="_ _0"></span>al </div></div><div class="c xf y76 w5 he"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">16<span class="ls0"> </span></div></div><div class="c x11 y76 w6 he"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">7 504      </span></div></div><div class="c x14 y76 w7 he"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">7 504      </span></div></div><div class="c xd y77 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c xf y77 w5 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y77 w6 he"><div class="t m0 x19 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">35 677      </span></div></div><div class="c x14 y77 w7 he"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">35 677      </span></div></div><div class="c xd y78 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Own shares </div></div><div class="c xf y78 w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">17<span class="ls0"> </span></div></div><div class="c x11 y78 w6 he"><div class="t m0 x1e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">(8 090)     </span></div></div><div class="c x14 y78 w7 he"><div class="t m0 x21 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xd y79 w4 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Reserve<span class="_ _0"></span> capital <span class="ls9">(*)</span> </div></div><div class="c xf y79 w5 h10"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c x11 y79 w6 h10"><div class="t m0 x19 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">92 239      </span></div></div><div class="c x14 y79 w7 h10"><div class="t m0 x22 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">100 329      </span></div></div><div class="c xd y7a w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Exchange diffe<span class="_ _0"></span>rences fro<span class="_ _0"></span>m translating fore<span class="_ _0"></span>ign entities </div></div><div class="c xf y7a w5 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y7a w6 he"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(19 596)     </span></div></div><div class="c x14 y7a w7 he"><div class="t m0 x23 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(6 980)     </span></div></div><div class="c xd y7b w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>apitals </div></div><div class="c xf y7b w5 he"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y7b w6 he"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(177)     </span></div></div><div class="c x14 y7b w7 he"><div class="t m0 x25 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">(89)     </span></div></div><div class="c xd y7c w4 h11"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Retaine<span class="_ _0"></span>d earnings </div></div><div class="c xf y7c w5 h11"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">19<span class="ls0"> </span></div></div><div class="c x11 y7c w6 h11"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">448 736      </span></div></div><div class="c x14 y7c w7 h11"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">353 450      </span></div></div><div class="c xd y7d w4 he"><div class="t m0 x15 hd y66 ff2 fs2 fc0 sc0 ls0 ws0">Equity attributabl<span class="_ _0"></span>e to sharehol<span class="_ _0"></span>ders of t<span class="_ _0"></span>he Parent Company </div></div><div class="c xf y7d w5 he"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y7d w6 he"><div class="t m0 x20 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">556 293      </span></div></div><div class="c x14 y7d w7 he"><div class="t m0 x1a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">489 891      </span></div></div><div class="c xd y7e w4 h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c xf y7e w5 h10"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y7e w6 h10"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">556 293      </span></div></div><div class="c x14 y7e w7 h10"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">489 891      </span></div></div><div class="c xd y7f w4 h12"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y7f w5 h12"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y7f w6 h12"><div class="t m0 xb h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y7f w7 h12"><div class="t m0 xb h6 y80 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y81 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xf y81 w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">23<span class="ls0"> </span></div></div><div class="c x11 y81 w6 he"><div class="t m0 x19 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">12 252      </span></div></div><div class="c x14 y81 w7 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">19 791      </span></div></div><div class="c xd y82 w4 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income tax l<span class="_ _0"></span>iability </div></div><div class="c xf y82 w5 h10"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">31<span class="ls0"> </span></div></div><div class="c x11 y82 w6 h10"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">48      </span></div></div><div class="c x14 y82 w7 h10"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">252      </span></div></div><div class="c xd y83 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee<span class="_ _0"></span> benefits </div></div><div class="c xf y83 w5 he"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">22<span class="ls0"> </span></div></div><div class="c x11 y83 w6 he"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">971      </span></div></div><div class="c x14 y83 w7 he"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">756      </span></div></div><div class="c xd y84 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other l<span class="_ _0"></span>ong-term liabilit<span class="_ _0"></span>ies </div></div><div class="c xf y84 w5 he"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y84 w6 he"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">30      </span></div></div><div class="c x14 y84 w7 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">23      </span></div></div><div class="c xd y85 w4 he"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total long-term li<span class="_ _0"></span>abiliti<span class="_ _0"></span>es<span class="ff1"> </span></div></div><div class="c xf y85 w5 he"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y85 w6 he"><div class="t m0 x19 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">13 301      </span></div></div><div class="c x14 y85 w7 he"><div class="t m0 x1a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">20 822      </span></div></div><div class="c xd y86 w4 hf"><div class="t m0 x15 hd y80 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y86 w5 hf"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y86 w6 hf"><div class="t m0 xb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y86 w7 hf"><div class="t m0 xb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y87 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xf y87 w5 he"><div class="t m0 x24 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y87 w6 he"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">126 027      </span></div></div><div class="c x14 y87 w7 he"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">212 088      </span></div></div><div class="c xd y88 w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee<span class="_ _0"></span> benefits </div></div><div class="c xf y88 w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">22<span class="ls0"> </span></div></div><div class="c x11 y88 w6 he"><div class="t m0 x19 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">17 838      </span></div></div><div class="c x14 y88 w7 he"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">14 165      </span></div></div><div class="c xd y89 w4 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from loans </div></div><div class="c xf y89 w5 h10"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">20<span class="ls0"> </span></div></div><div class="c x11 y89 w6 h10"><div class="t m0 x19 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">15 508      </span></div></div><div class="c x14 y89 w7 h10"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">33 840      </span></div></div><div class="c xd y8a w4 h11"><div class="t m0 x15 h6 y8b ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xf y8a w5 h11"><div class="t m0 x1d h6 y8c ff1 fs2 fc0 sc0 ls6 ws0">21<span class="ls0"> </span></div></div><div class="c x11 y8a w6 h11"><div class="t m0 x19 h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">10 055      </span></div></div><div class="c x14 y8a w7 h11"><div class="t m0 x1a h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">10 120      </span></div></div><div class="c xd y8d w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from current i<span class="_ _0"></span>ncome tax </div></div><div class="c xf y8d w5 he"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">31<span class="ls0"> </span></div></div><div class="c x11 y8d w6 he"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">6 826      </span></div></div><div class="c x14 y8d w7 he"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">4 230      </span></div></div><div class="c xd y8e w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other pr<span class="_ _0"></span>ovisions </div></div><div class="c xf y8e w5 he"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">24<span class="ls0"> </span></div></div><div class="c x11 y8e w6 he"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">2 409      </span></div></div><div class="c x14 y8e w7 he"><div class="t m0 x1c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">1 999      </span></div></div><div class="c xd y8f w4 he"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total short-ter<span class="_ _0"></span>m liabilities </div></div><div class="c xf y8f w5 he"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y8f w6 he"><div class="t m0 x20 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">178 663      </span></div></div><div class="c x14 y8f w7 he"><div class="t m0 x1a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">276 442      </span></div></div><div class="c xd y90 w4 h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total li<span class="_ _0"></span>abilities </div></div><div class="c xf y90 w5 h10"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y90 w6 h10"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">191 964      </span></div></div><div class="c x14 y90 w7 h10"><div class="t m0 x1a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">297 264      </span></div></div><div class="c xd y91 w4 h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Total equity and l<span class="_ _0"></span>iabilit<span class="_ _0"></span>ies </div></div><div class="c xf y91 w5 h10"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y91 w6 h10"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">748 257      </span></div></div><div class="c x14 y91 w7 h10"><div class="t m0 x1a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">787 155      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 y92 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y93 ff1 fs2 fc0 sc0 ls9 ws0">(*) <span class="_ _1"></span><span class="ff5 ls0">Under the “reserve capital” item, <span class="_ _1"></span>a change in <span class="_ _1"></span>presentat<span class="_ _0"></span>ion was <span class="_ _1"></span>made compared to the data <span class="_ _1"></span>publishe<span class="_ _0"></span>d in <span class="_ _1"></span>the annual <span class="_ _1"></span>repor<span class="_ _0"></span>t for 2<span class="_ _1"></span><span class="ff1">024, <span class="_ _1"></span>whereby the </span></span></div><div class="t m0 x9 h6 y94 ff5 fs2 fc0 sc0 ls0 ws0">amount of PLN 10<span class="_ _5"></span>0,000 thousand resu<span class="_ _0"></span>lting fro<span class="_ _0"></span>m the rese<span class="_ _0"></span>rve capital<span class="_ _0"></span> established fo<span class="_ _0"></span>r the r<span class="_ _0"></span>epurchase of<span class="_ _0"></span> the Company’s <span class="ff1">own share<span class="_ _0"></span>s was recl<span class="_ _0"></span>assified <span class="_ _0"></span>from </span></div><div class="t m0 x9 h6 y95 ff5 fs2 fc0 sc0 ls0 ws0">the “ret<span class="_ _0"></span>ained earnings” it<span class="_ _0"></span>em to the “rese<span class="_ _0"></span>rve capital<span class="_ _0"></span>” item.<span class="ff1"> </span></div></div><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:705.240000px;bottom:1351.920000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:705.240000px;bottom:1323.420000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1294.920000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1266.420000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1209.420000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1132.080000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1103.580000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:1075.080000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:899.480000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:842.480000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:813.980000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:728.480000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:621.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:592.960000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:564.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:429.920000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:401.420000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:372.920000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:344.420000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:701.200000px;bottom:315.920000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x2 y3 w3 h3" alt="" 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WaeDas4Dc0YnNFuTo3QAAIZRvQggsmhutA3UKEEYhgGwQO9GlWN5d3xqDGKWJOxbXqkgIAoqhHGgIoxACKkxkZADKqI3Bge7X30TBZ6ZNOmNt0A1RgFytJnWUaGBMFpBVVmZQB1z7gCYgDr2AWArCkxJGudbUuEZQeF1iALY4e9/v4TOvYtl6x982VnlYK7H/jOxz5z52Pbdg2ypdP9QZQ2xleAW6gikPJ3kiRJkiRJyt8vZSyDIkm0jhxTObNnaQsUBuedcfLP/MQ7LzxjEQEF0CuDYTOWEZADuRoIEIEwalFytBo7HqkzgUAiCOAcC/NyFvZOEojBpg4YCsSCcuQ55mDIGgAVAIUGzRwZwDA18y5BzgcJBAIqRRA4g6FCPCyh5RyRcFNRQtxsLRVaaLOS54EBwDYlNxpgARWwAiJlQG4UXCm8IJrMa2wBqHQiW6ghZxDxWGcc8HNVvyjGWowbLj/rtZef9VefffCvP32nC1R2W0NXljNzaE+kCvAkSZIkSZKUv19OfZkxDCLVvWUT2YUXnnfVRWvXr1159kkndI1q8IVVILRyM90b7uqpuE5UE5vmIdrkbiHSpmGKEulC28IgzCAmijFmuVnVEoIyRVpI4AJ4hzJi5/75bbv3zvUHB0vLWhdGV0yNL5uaWLN0YpnLVdRptCwa/Yx2nON+GQ4e7NuiJWxUBBJzwxRDbnm8nRVEAFRJCBGIigPTVZRos8xrsxnURG+7eb4kIxMjG1EVbrkD89VcOStFJ5JVcaxmrAD8oN3qVEPfKgBAxFahlWVdb82+2ZKB8XaeGfrZmy959xsu2fr8nq9+8zv3fPu5p+YO+NIdNqn/SZIkSZIkScrfL5UZ1nLOOr75jde/922vPmkRxoEcyFQK1GRrVP0ylpSN//0/fOG2Ox84UBaVnRJkTc1JJoNMKxB5kwEQMgJuPoiixhjvvaquW7fu9t9/P46UhhAEBODr39p86z/c9a3vPNcLZLP8heFYp7C51i0tO1ZWT+Vvv+Gq6664aM3iMcSaSGARgK88+J3/9qEPiy36g5KZW3lmtZ6fOXzZxvN/97d/LctIFvK9AA88/MSHPnLrrj37XN7yAjK2thMHevG6S87/jQ+8bfWEsTCImO/Xf/xXt37tgUe86/SqMIYJQ2UnG47lg//07359/drVXrzldhnY5a0nn5n9k7/55LyhOJxfXOivvv/d61ef0HFYfvrK89at+NX3Xv/I5l3/468//ve70u2aJEmSJEny/6P8rdyFCtSzeoNgxcdQG+eCGiGGLaIX8GEUHdQE5HAdRJDEllbO9zuhv27VCde+evK1559xysmnLFm0mBCMsiUGQMTQAiiQjRfhwMBObjq06JH+KfNuDaQNqYG+tRFUikSGI8mgUXxpnAVZD6PCgOEMOpyTuLQ1YLEHNaMaS3fP4/6tez/z5XsfevKpuXpt6a+0kz5Ue9BZVWllpCpyG8HfmcFdn9w++Y8v/OIbz/uFG89bxv3J0FOxl2085+P3brx7054Bunk+HodDhLo9nj39ZLni2d6/3TDM4lIoou1Pm7lbv7n5czvPisVNEg+hdQD1XDbIlmS96685Zf245DUro7L69MzcrQ/MHOyfLw7RHajplDYO5LP7Qr7mQ98e+4213dV+1lBvwIv+7O8enNu/66IrLzFj7XZeOM3/9h/vvXrjWVdetMEAnZxY9fqzl1/3+x/ceri6/5HNX334qad3HnjuYBk7y+a9VVuQzbQOiNFw5VAyu1qgUZWtNBdfo0EkCKk4USOa7vskSZIkSZJXPn9Dhk1WawbIBzJiczK5j4oIECHLOa6QoRTdrrXc701r1Xfak8GL11153s+965bTTxpfZFAAQUP0Ic9yPrZnCC00CjTFwKuxpl1kPRUtrAFk0Au+YsNCRsRACeC86ARfRwmwDA2IwVmjBixeArzNalgPfP6+Xf/xzz7KEzhchhhryidDOYtqgFZttLYs/UEPYmAyGp88OP3in/zFJwd7X/jgu1+3drwga7uE//M3btn8K3+wv4Ro1KxTRy0jE+mf/smnfvb33jrRQZ7Dw2w/EL5279Me62H6wNAaCoEKimeuW3nNRecgBrIMoAJ987Eth3o9LibFGmAMgIJ6pS86+cdv/dR7r/m1JRl3XLb1md17d73wWx981+/957+1k6smx7ubH3ngz/7wg7d+7B8vu2jDqAkMEUDEvHLJ+DtuuvRNN11aAV+4f/cf/PnHKcR+zREWMK1OB2SGpYUaygoujAgQAjQqICqM5reR+hgmSZIkSZK8ko5OhLRaWa0MAiAKCFkxRQ0LzpHlcBnYtMwEeRtm++WLe4rBwRVZecGa9l/+p1/7o9+65dJTx5cZz7HvfcWKIisYFEP47h8plDtnmTmGSoczOLw7HtyVUW0g4iM4gzDI2rwTyUYQmAkC8hQrGc5J1UOs4EBZV9DdPovP3vXgdLBDHhPTRd4iqeEHS1Ysy+PAhl4LAVUPJG58MvZKFJO8dN3Hbrv7wae3g2yvVxaM5V1c/KpTclSGJSiBsjpE6/L9L+5+4pkX54EZGZawH//UfQM/RsYA85CeEYXoWKYf+OkfbzEV1gA+ii8FTz03XUxMUcbDugZ3waIK1+oImUMvHvrmY7tdUcDY7du3v/sdb+8YzM7Nvfkt1/zMuy+KolUN733T3EWPLFUTGYEDOAAlXn/pqk/82b95702XrsrKTn1gVVez8uBw7jBgUdZa+QgzKlcHg0jIRjLS7B9NkiRJkiRJXjn2mPxdAxyJBUaIFQbWwQewggmhhASrvUmuxwtev2bquksuW7+me96Gk5Z0kGGYwRNCJBeNVYWKgDDqkP3SHxkoE0CqgatmFzmuhayJqCWQHZp2hEXmwBSCR13muSOtYzlbGGX1CDUkjFHpDSq1O/vh//pvf//ItgN22Ul9P69ZgTpane/aKu/Pn3Xq+vFOvmPHjky4r7E/6KGYhMh8DLZY+V8+cf+l609bPFWQYELxvhsvfOChxw9HK5qhswjVnA9zrcx+7HPPnbnx9CHoya17PvWFLWV2iroaPGQT4rAy5fDG6zdecnrmPJQimTKYfBjw0KO7K7IVV2DjYwc678WPjS2ZK2O+aOlHb73t5nPfv7ybs/q2EQKcMbfd9tXHv/3w66++IM8wPlZAmx4vR69bYVSiTlkaZ4mC8bb5Dz995c++8cLndu6+9+GnHnl8yzMzepgZriWiNOzDGLUG0nRagSpFMkBI1SdJkiRJkiTHRf4WMgoITORmPDtBhSg4DahqR2Fqoou5LZdsPP8db7zhsrOXTBAGc+WSDqiuIYSsC2WGNJ22AShUddTJZISAZsk94vTVS68+79S5MgYfrAGZojbtx/b09s95tAoM+3CctfJYzq5aPH76WStbMrBaOmtijBOTk4Ew8PjIJ++8+8HHpHt6XRO4jVCOtw1P7/vpt15zw7UXr1+BHNi1v/yzv7nj/s3P7RzUJQnIRG1FM/WdvcOP3n7PB95/fUfCmPGXnrr0vW+4/MOff6zPLOxQdP3wcMb61c27H9ozPGtl6zP3bupjxZAs7Bys4cCujqecuPjdN17I/WGn1SIlUKwVX7hn7+7DNG9r5IpiUssiNwci0PMqJjM2e2bnjkee2X3BqWumJsae2fzoaSsvzjNz0w3XTLbdvj27c6AqAzN4VCoy+sOQGlZoNPCo61aRA25yefu05euvvGD9nsNv+uLDz9527+Mv7Ng50x+aouU9B2W1BYgBAwKIEXvppk+SJEmSJDku8ncgp4AeabeNgLrKjbS1ljg/UfBJiyZ/6pd+cuNZpy9t5RmkADrjFnUNk4GBCBDAFLxnZmOMRCEifFfBgwEohHe+6bKb33QZGbQNYgQMts3g3//F3V++fwusQ6jY5eorE4dXXHTZr/30+eMEG9HKUEb4Gs6h6uOOu+5pdRfP+oC2hTK0nju465ozVvzkWy5eMQYHKHDasuKXf+Lm4tN3fvgL3wKNAw4ugxkbDmfu+ebj1153zflrAa26WfH2G6/59N3fng8yGPZRWLJWFXOKT3/xnvGfev0TW6enB8jGAfaQqMOiAz7z5KWnrTMncC49UIsBrqS+82vfoGICpg+ZhXo21DV1TWa+jKbbGZRzS7uLtuw8dPWFp65ee+Lf/N7vX3f1xbk1hcO73nn5f/id/3x4HhIDK4jAdPRZJgKGmqYvitxAPTQayqzajuGTluC9rz/10o2nPvTNZ27/wl1bX9jTsnl0nYFooEyYRo3USUBpBTxJkiRJkuQ4yN9icsRAUMOq4p0MC/RXT7QvOG3dWaeuuuy809afOOkIBurgnQaDCAFshoXROZFgQRm7JjEaNt/zR5KG8cy0aDRbx0JgtFRz8iRMOWNaVqUiKyZWJOWYE+3tX2UxATiOAKIxdQsAtjy1bdCXKovGxUARdWTIuCnf/fpz17TQVUBKhBq22LAs+6V3ve6+b2/dMtMX04EAdYTNn9t/4PNfffCcn7osl0Cxt/6EJX/wu7/4y7/32YEQ1Bs2Za3k4ue+9p39s8XmZ0s7NlbrYWQVeq4Qe9W5Z/zuL163iGYgA7JdgDzcM/uGm57bM4zLQAznTKjGTP2r733Tn/4/t/dcV0QZPFR7/+Y973kLTly19CfeefN///MPXXnJRV1TU8lvu/HKj//Vx97+pustNf8H0VwyBlSICcrEAEMFqiAl0pyb640plcVTdMGN63/8ipMffXrX5q077n9s69Y904erehgzoSywNaQqaZBPkiRJkiTJcZC/YRiVtw6Z1mEws2o8e+cbrrnpirNetaZrAaNwBBUwiOEAhkaQgBBJPLhuVsC/e2lVX1LErACJZ9KcmpjugQqqLep4cK6lUx/AjEikpGIoZFq1gZZWkAHIWM4JuYc+u21bUUy92CtlyqOchZ0oaunQcOMZayatwBNMCRmCpAO7borPXb9q2zd3DsWACFBSnan0saefnymv6GSOTOhCrtwwcdMlp33yK4/PzgwwNR65gA1VnLr7jicpm5xa1jo83IUojrNVE/nv/srrTpmAQwUPMgLmvrQeemLz/n7QrkO/hkquw2suXfdzbzzp059r7d/riU3R6fR6s49te/GFGUyMxxuuuuzSSy+97UsP/PWf/8WgN3fTdVd/8Bff17KwRwd/MtCM64SACIaIgKY8hZpBoQw4wCBYeAR0WtnKC0687oITf/7dVzy4ZfChv/30I0+94GHrYIzVwtl03ydJkiRJkhwH+Xs4Yww5qca4etU5J/2bn3/zuSeOOQXXIMTMgokgoywINWADCkqqGHUo5CYxKo2O+V5R/JgPm7JmgQoAUiFiUiUFkY5GYTIpWAncJHX1IAUcgBp0eL5SbrGl0az6GCDSbblFkx0ED3EwADNEiIXBSxdNWLxAGlQiSKEweXvvodlBRE1FRkOSKuPW9ResvO2Or8V2ezAcotWBloY78LGYaHsdImrLtkOvuuD81euWwal35OAyRN/3OWV4ettsNEYowGSOkIXDl51/UgdYtXhsy1ztK+99YOsO9f03Htt97pXLJQxbrvWWmy57442XZQwHSEDGR8uAjuDR9eKmoTpBFQSQgAkwAEMgAQIidUSArQIuP6N95r/7iTse2HXfN7716KYt+3qVxDrd90mSJEmSJK98/j5jRWf9ySdeu3HtpeecsrKLtqAdaiawUWaOUUSYaWEtlpr3VhGBaKEWolCjDuqOfntaCNsvyZIGMNIs3JIhGAARJgICKzCBLEhBDFIPH2ClSZ4Yrfh6YAjM+dbMkEw+pqFEMY6SmN3SpUuYUVU+d7kgY2cABFFljI9ZJiVRJQVASgraPz03HzBP+ZQGlqoAXXP2mne+9ry/+8o3h9lieMBwWQY7MRZlfnjooO1M1Yf7S8btLW/f0EJt61rQ5ozEhMj5dImHn9iFzImfJZtlUZYW5orzJtqiF5y59u5tT3Fmox/AZJHc333287dsvGWiY0oFRXRIWQlRMhKKStxc6tEKtwIWlYIVLDDxmAvMACNQ8zxDGSwBRCoO9TiRwC0sJ2QAACAASURBVFmLW65e/fYrVj+z7ZLPbd29qE4twJMkSZIkSY6D/L2q5c8/cep1552ysoMMKFBC6zjoRyEeX0w2iyBGX0GAiTDNv2UYAwNpWlXL0YbiL8/cxy5+Z0oIo0OsIwDqQQEI7ISsUg5SsIWaGrXnPAAg07wF5DVQAzW3PNqeVKmCCMiFWFmXBSLX7iKgoiIjMVCBqwHnDLGFACAmqxSjSiQzZJRAFbnFIBlOMP3bD9y4+fkXvnUQcyEnZsuGXVTMZS2HMGZM9p4fu/yMk7MC06Bx9S11VWSvhC/cvXPHnn7VYrAYyVHjVWecuHYcNpbnnX2K//tHyWYEiVUtWWvXi4d27XpxyarufCw6E2MtohjqajjMu+2FiwkoN5UnCkA9ERGyCFJws9+1KbFnRGjwcMoZESzQTLvMGNAQB0OXtyecGV+7aG9n2czWZ9J9nyRJkiRJ8srn70efn3lk6+dv/dw9l5x3+tmnrtl49ur1K0yrM+FgrUjUASEIWQAgkCoQaRQORUE6Wp1Wc6QGnI5J3cfWhXMEDOuRNoUWFOMovHsnpRgXKQNnEIGq1dpBoUapA1hS5BoytuOdisysyyZK6SIWcNYPyn0zg2G0wxgKpkhGIFDPAOAGdVRmYQNVtUQSc2vHM0xZjAEEo8hIakN1R+iPfvtn3/vvP/z0XIy1qtFKouPCstrhoZ/7sWt/+vr1S2gIeFUBD0S1p3a3x8fv+nLluqiMy+0ERV/tP+OMtREDT3bD2hVnLY47Dh3mztRcRQrU1P78N54/832XtynTGIVBxhbdrkikZuEbaOpzSBVASZaUmJo+gmAVIDblOk1YZ9SCSEqiVsARFKCBMG1aW56aefrpZx98+Ft3bitvee3ZuHp9uvWTJEmSJEle4fx9yK4gx3NV3HL3M7jjiWVT+VXnr/+Zt12+8aR2FWDKfrebRXSGA2+JisJA6tAvbeEUFJTIGGJ3ZK325fSY1XAKpGyPhHISGdWzgFAb1Kx1RFOCok7qlgxyADBKhRKMoi2xYrt0THM70x8K56skm0A55G52eK7eufvQietPALwKmKNB9BF1dC/sPNjzEVkOU2jdYwuqyjNPWr/EYgxNLY0llyH2J6zfsLTzpivP3377gwPkQWtY59WSn7tg3dj/9u6zlzjkyAArLhKpIfZafP7+p7+zb2+PVoAWaa/iVm9iDCedtMKjPctYNIWNG1YfuH/TofkebFeNlOK+/uSLv0RZB2gZc+SqsTnSN0aahXAiJSBSwQtr3gYKRGjEkTk9YihWLifAlpF6wibD4Rp3PLjvE7ff/dT2fcNaYYvadQMX6b5PkiRJkiR55fM3/FBVyZqs00Fw89Xwznse3vzot971hqtuuuay9csXHQqQMDve7hjosJorjLWdNpQI1nqIwhi8dNvg0eH2L61F4ZeegwCqoy2ZRsgoFFpBGOKNRqOBFuawR4AJRAxg+dJlGRkJ3rQhGiBREIOv9u8/IOtPGNYeplBBb1AW3aW5xa59h6IQOIMyBqXkiNXw/PPPsgZoVpGJoQriOKzQ7py4ZipGcVp7MSBAYRAXTY61HQBIBBtmNiqx6pfSaX357nsqX4NquDJyKJlaramHn5kZ2ue1z63u1KHYlmKRhiwfWzSc7xHkxd07Dx7A1FKYhXIdPfrAgmZuZdP1G0AOYDQYSaBxVKAiKlFhLNtcbDFb+flh2RnP1eK+Jw584va7H3ri2YP9aNpLuO2iGiCmmz5JkiRJkuS4yN+ZDVGiCkXJyFjVwk6MPd+b/qNP3feXtz9w5qlrN154+mWnmPUnnzzRzvO8U4M0SqaGZaEQOQAEZEe/+0vT5Oh9M4lx9IkIKBAD5CLgOS+pbRRZKD2YxDvxRpTQVDSPwqNjVsGrz1w/2c76auZChcFhZDlJDJG/+NVvn7P+5HXL2jFiqDm1Fj1zoH/HN7Zu2TUHswjBANF1Opn0157Qfe0lZ1pViSUZR0TDYd0qLBmKCiKDCIcKZAIpKYx6iZUCUeCYFeqVKFrjus8/f/jxTc+b1hJYQKbRcr3+oCzNx2/fRLdvjmYINdHkQbsxYDgUNg7K873ZO79wx2k/+frgg7UMEBEBkFG3QegxnWJaUh5zOQnEAuNB5IwwfMS86u4eP7d9/9cfvvehb205ODvfD85TSzvtoVpfE2cZ6TDd9EmSJEmSJMdF/g6+Z10OkwmgxolrzQ9KZEtLyOxwuHvToYd2bPr7uPmkNWtef+3Vr7/i1UsKKAxbOIXUakwTqbXpJwgwSEadAxcy40Ic52MWeyM0HhmSGclGzqwKoWaFKimN3qAkRzZ4krqIJd3shssv/sQX7hvIfG3GobVRQjH1pW9sabXvuOw1F77+srUMPL8v/vFHvvCVR7YcwiJ0JuEVGklLHczc8r4b1y+3LYiBKESAot1BKDkrDMGx0SgwC6UxBECtIQIsgxVBosAQWeS4/9HtgRaJnYJ4YKCkmkGoqGS8ZRf3ZRtEuDUmA48oEKKsNZib7UX+3Ffuf911V21Y2Tp6mQis0JdGcADQctTshAjklLIa8BYB6AU8v8ffds8jX7j/0dnZeSErnA1lYhBJ4cg615lw4LqsUuvvJEmSJEmS4yV/Z0XOZMuqlkqQCbICsICBtTzeQQxz0/MxTu08PL1l2xe/8e2d737Lda/eUNQeUw42i6AIBEgzCgaAQBkkAJoUTqOvvqwzSjMOXRcaFRKIFSyaR3JELJoJrIy+PvqHhNC1FoLrLtv43M4X7960Kxr1QBUA10a++PMPbf3ao9tu++LSvGg/tW3H9oODkC8SGoNroepZruuZ/etXL7r6svObViEgNN8fgERlZmraIoYYbDuQU3aqMRJHkAJVDWuiIRAhWAyA72zbX2mnDm2ggvXA0BWOfI1Q93rTNB7IUsZSOkLWQt6OoQbnFY/vnJ/53NcfP+mdF780GQuhGcFDApIj5ShgkAE5IVsDcwohzHh8+f4dn/rsPz69b35W8nIYQQRrjC24lVubK5t6OIQojEt3fJIkSZIkyfGSv8saZBVZjswQOVU0fexQDUVBhinPazob6vfG4W0PPP/1xz+0ZNxcccGp11x86rmnrplqGQZZ1QIGgKgwE7SJjkKkgELUqKpxSkcmZXKzwMvNuPVYWxIfmbJxiFWKvWCHaj3gwDRqd61QT0ItMRdtmJB3vf75vR/fcnBGtTDtycrHmpb2oTLwB56ZCzLnY1GbMVdMohT40lDVkrnJjv/5t1++dgpGQKiBCFIBVGCdA1QjKIacwjx3wTlgQD7qUIgIcFaZRIIntiVjT7SPbH3e00SoO8g6ZJjKw4vHQ86eQcUkgfuiXMZ+XXT3Hj5MYVxNG63xUsyeiv/23i0/dvPFJ2doxg6RRtVABGhkUiZWETKm1hYbI8QBmAvYOxvveeTJ+x7b/tyOvdv3HS6DajZWk+OxMWYT6hihUIp1PVq8NwykyTtJkiRJkiTHTf6GK7RJw4BKbP4gqQ1HUrAoAaVhwEBzmIm9fnDg0HDHXY9+6ov3nLpm8Rtfd9UVl1x02hR4NDPdKBC9EmIMtSXYwjbz6gmjJoYAoE1XbxX1hlyH/Zip56ON1EIduJMXrpN3xo8cbgCHCPVQsoQu20vOXPKBW974v/+Xj46PtQ/VQ7iuwkbOkBez+57D2CRaOZR8EMrQsWWhAze395ffc+OPX/dqB+QMo4pRrQuE4KJC/HAgWpW5DuelGeepkBglQAMDjklDIF9TywpwxwPf3HngRR86yAyqoNOHT1js/vi3P7h+bbsrEEHs+7xt8hY//EzvA7/zRz3RvgS0F8WBGdDYlgP+0W3lqg1FWWKijXro84IRakQPANYSM6B96zwwV+PgLD5750Mf/+wXYzF5oO/h2mIXi2WwgYooJOhoSqY2Zy+s6VZPkiRJkiQ53vJ38/EoqAlUWSNDrGgzzIVIYOYAgQIqXm3Qloh1yB57rrfv7x788gM73nbNhW+49MRuG3UNjRgvrCPrXG4QQtVjUs7cQklzk9MZsKBoQQxY35O5fa18ysOVGqU/7JUHqt4SERA3VdhYOEkCIJVkOV914ck/f8tbPnLr57RPdnxFCBZ+AEwUS5eUlUdvHgQ4Y2It0wdnDu38pXfd8HPvujyLTT3HkTaIpICPyFTY8NREa6pjF3XcdPCxmT5JviBv4aOCSUgF1jbL8XfeeWdmoql67WyiHpbLly+doN2nLGpPETpGi4zywtUhEnDG8va6Sbv98GwgIjtRkrftPPTnnt++U89Y324jAj4G6y0pcd5uqr0VXNV+t+LgjN5x98N3fOXep7bvW7p2/YGZQcgmTN4WHyEM0ELxvTYdY2iUvIWO1JDDpJs+SZIkSZLk+MjfTQ32aPKikgpDSUVIFoIvgw5CuYnKgFNkNbfIOqH6+cN+5+z05qdv+8itOGXd2qsvP3Pjq0+PBUyNwoEj565rWCTWbEIzU12oidROYrRGbQyrulhTDE1uSi7Lia4aNxHsyYuzLFSwMJwttFrJQE5CzDIqfVzZMR94+/k3XHrGHfc9ftf9j+3YP9MT0OBw9MOuy8CGoZnqysnskks3XH7+zddccFoWJEMQZAxAGYAoRYK1IC/QAAB1lWvv9NZMxXkgqxRb4pd3ScqKWgQi2EJhd+3a39/x4qrO1JLxauhfcGPGDGZfc/bq0yaRAUZrkloitY0VjevG3JsvPv2zd3190nCADV3KTeWp2rbpoeq6k1vOBNGi2w1RmLkmVIJS8Mz2mQe+8fjXdw43PfnUobm+yTu86MTdPaV8AsoxKARgWojdTfLW0XMOKVTT8neSJEmSJMlxgo5kM37nRwAAQqN+d9qE8VGrEgIAJ5USRTiFBVmAYR1CbI7S6KkuJ7utTm6nD+ycyOQ9b73h7TdetGIxxgAHWChBCwygRSQbF5bBNdQilcta88HO1RhvwwumPaKDGWAJ+8V5CZBwOxAbwIhXdmi2TkIAHVTDLO968HSNvQerRx5/6tnnts/2+r0qdLrjZ561YcPJazec2O4wJhwo1JmlQTk0xXgGUKxACJwPgbrGIluR9MD5dOzu8lgOlAYVIzAYKMpqTccQvFYe+bgHVDEYYkbhOtg3wHgbLcD1dcJSRmAeEPlgJnw1aOVZHaLY/NBAxPFQ4QzCELlBrsOpdqsZpeOFwKiBANy7afpPPnL7pmd2diaXTfu69kFNLiAlhyyHj1CFITYsviaRpjP6sZTk2E+N4P3XbfjQL1yZbv0kSZIkSZJXOH+7d/zlsaMrI0GJ0LyhWfOmsb4XosAcmCITWIEAqWECnBIUMq5lAamzTLM4n4fZpe148srFV110+uXnnXb6utWZM2M6D7QC2QBEwAAskVGJCNvOMFCOOcdUc2eoXBAKHcLPgTMx454MA1a0r2QJBtFoTRgSR4QIMGxbxAkM2NQgJYTm6UKRQTItSSMYIYqQg2k7BYkHENgNCQy0paR6GsYNzMQsuxX1QDmvjakIAHKICz0mKFwwrX5AHtCKKFso2XvUAmRwhWRFBAmi1sZhhjOjUjDFamBdHhUCVmaLyBIsxShC1lXeG9s61Kse3vzslx986pnd04/vmJ3DxBBtCcbYWbIuRAUINof3MAwCiWeNrFFglJq5osfW6bxk9JGVkPJ3kiRJkiTJcZG/F9a//4WOLJ8vfF7XsDbLshjjhRde+I53nPfe5Rgv0AIIHnGI+cPojoNzUN6P1lu0FJmICMixABEQgWOwNuXaAo3ghVZ6BH1pR0PSl43b/NFqLt+xUyUNQBqgfvQGqWVp5gDywADN0rYyqOVjDpMrcBiYBTzwiTv3/PWtn9s3M1DX1uaxR4U0ElSPnWz0gzKo3n/dmR/6+avSrZ8kSZIkSfKK+JHPY8nabe99jFFEvnH//Zs2bfrOGXjLja+75NzlpnYdaDFxAnwFCSC0LUUYgpJGiEptybJlaDOIfZSqmxKL0SieZrH3FaxvJhUQLKhZdR49fJABALJQC6hZeCTRqGSMiiplilY0rgZCxIEhPnPPc1/68tee3L47n1ietzplUHxXMUmSJEmSJEmS8vf3ISIaghiT5Xlg9t5/7JHhpzd95qwTl52xbtm156+58pyTFmdFjohQcxxaUvGKrGWYoFFVRqMgmdFMoiGA2EgEIjAK5k03cSVAR1M48fLKix+dCAkANbXXBkbJBJCSVUDJKVBQDeUQAqhQtWVETTyMuvNw75FNWzdv2fPIpq17Z+a9UIDrz/cDnNoW0FTgj/ZTpj2USZIkSZIkKX9/fyEEds4YU1UVyjJai0Xr5+amH9wZnti/5/Z7Hx8Ph3/hx2963xsvmsqsDoctp2ooSjQgkBLrQicPCzICjoAAplloHk3xGU3maSpP/rVzKlmQWZg0BEBIlckGQIDmfWE5hFhrxs7UwBxh58Hqv37szq889GgvGmRF7iy43a8qT8ZkLTZZXFgyJyhDKN2qSZIkSZIkKX//czCzxKgiRVGYTifGWJY9kKLy/TIOYTSb+u+f/eq9D337qo2vfueNFy+1iAFFc16+Ns0WT5VmWZspUxxTYK4v2Wq4UJoyOuBfp9O1B0UQE2cAtMnbwioZ2QjmJoWTjc4CmK6waVv1wt7pP/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u7tybKqPuD4b+3LOad7pgdmwFsIKkopxiAaRVIYIYnByq1SRVmppFJJfM1b/o2kTB5TFSu3KhPLa1JFSo0Ro4igFEg0Igg9MKgwnDjj3Hp6uvucvfdaeegZBh+YFElPN01/Pq/7oU//znn4nlXrrAWA/n4p/V1KapqqlNnGRqSUUhr1z9bjhflQhhKlnpyc9WdS+9yT69985sF/uPu7N9/0c792y3U3v+WaQ0sxadqFkptUV9U8okQMKbo66hSbp7KU84GaXvgbyPNXPW5bt84jNuL8TyPb1KQ8i9JFRKShTk2dmhLpWMSPnjv7jYeXH3j46e8uT4+d2Zg3+9aqg7kf5ZVZ1HU6cNW8m22sdqlu6sUDQ84+mgAA+vv/IqcUpQwRqTq/OH0wnxw2Rk017qrxrNTR7htSGkpslOHUqW75nsf++cvfeOOh9r3vuvGPP3Tbja8dtRHjaCapz12XSpdGUbq+tAubN6tH5MibC80XE/yy/kfDMEREXdd935dSqqYZpdRuLrfnPiL6ja4eL5Zq3Kc4vdY98dTRv/jcg9///pFTp7tcL83zQoyumKV6qFKJHG3ZPISm1JPNbxJD3vwXJDgAgP7eCiU1Q6pK1PnCBfAvkCKqGB148viZI/92/2PLT//2+991283vuOkNo1yaSdukyH3XNXUzj+jmQ5ti1DZRlxjyhQS/7FJKKaWIaJomItqSowzdxnrdtlE3kUaxb7wWcXIeR46u/8sXvvy5f/+Ps1dcd+ZMrtorolrs+rZuRn3e/PIwRB4icqQUP3W84POL+CocAEB///+crq8qUQ9VXaIqqY4yRC5VdKnkpszb0ndl3I2vblJ+9Ln1wx//0j/edc9N119z27uvv/09N7z+6qWmHqec17oYt3VKkXNuo6qqcmFDSk4XjgK8LF8eSkkplVJyzptHp9fDaqq6tm37IXW5ORvpW08e/8rDT33tP5efPbF6fHVWL9zQracyXmzaxWE+lChDlSL6FH1Vurp0KcqQmqF6YXnnF553Ui7ssAEAQH+/ZPPmyoubtssQZajLUEdXl1yVPkUuJUpOXYmuTNbSeN43px4//fVHvvqRv7nrg+9794d+59d//i0LkyZmEWvzmNRVXUfph6ZJL8zUyxTgwzA0TbO5/t33fc45qlFTj3Man47q24dP/NlHP/HtH5xYaw/G4qHZcCCqYVhYivW16Pu+6yNFjCPqLvr5hYt1oiopXzzUfHMsJaI8f5NRSdXFMgcAQH+/NHmIKKnkiJzK+ZP1hmj7lKJaiEhVGUaRh1TnelRSe24oa2VS0sKV7YHP3rf8+W88/tY3XXP7O1/7vve+7e1vurbU0ZcYN6M4f9N8ichV1Jdp30bTNDnnzS3gTdM0TfP0yeGby0fvvv97Dzz2gx+vzNdiIbev6+txzPoY+pTyeNYNuc1VlDpHXfIwj1kfTVMilUglt7lESen85vWyueekpPJTZ5iXbTvNHACAV1h/N2W2eU39hUtzqiHqnEZR1RHjSE0znB2Xc31dbwwlUh31uNR1dOur4/2Lk/2nV09+58jxo4fv/+xnytuvf/0HbvvFOz/4/mrSjutqM2FTRIlcXZ5fYeacI6Jt25zz4cOH77333o/dd+Rbp/bn8dK8PVi6WUyWYjyJ+VqsnWrH6UDdr5w6nsZvqOrc912pS73QpEnbz7qIupSmRB1RledXvjdvGyqbdw5FKZuXC6XLtqAPAMC2SuXCPuPR7/71Lnrd7bDRNnUa5rlbu/nGN//RnR989w1Xv2F/LOUzMZyMtBYbaxv7bs45RnX0s65KpW1HOUWJ2Lw5c57jympzlTzHZuqmOqIaItaHyCmiihxxZfdMNJNI7VAWZ2l0LmIj4tgsPnHX45/51y+dWVnv28V51e6WuY1y9+E7bvyrP/llH30AgB1xcf172Kb7arZG375qbb5eTa6oxuWeJ04+9JGPve7Q4ntvuOaOW956643Xvnpflfbn0VDaKlVlaEYlSom8VkeKlKqo2hKTlNajjYg6qjqiSjmVPHTzuqkWc4m6KSXlSLP66q6Pum7OleqJHx2//ztPPvDIs48/ffS5k+ul3Z/HB+ZlN41uSDlbSgcAeDn0d66a3fTCx4uRRjmlXEo0CyuTeuXoj4+sHLvr4WcPjuPO37rjl269/jeujirFxmxYGKWIIUofwzzqqoqInCOiG1194RafSJFSKqVbj3pSVRGz1dwP7eK+Z+uFVMWjT8/+7p8++dAjh8/M0kaeVOOlfuE189zkVEWUC1vPd4E8DDlVPvcAADvf37G7smzlWIxGUY+jH6IfItcLP3vd+on/7jbSytn5Rz/1xU9+fulP3/+qP/i93zw4Hq0O0ZRmnJoUEf0QTRV1FaWMIyLOH0KeIiLqZnFpmHc5l3ZyRRUx5HLfkbVPffruR59YPrUym+XFvlnoq4VuniO1abIUfY5+PepdM7qSolj/BgB4WfT3rsqyqxZma7PV+TxVzai0kyH33cljqR9SO2li3HXzE6fX//Jzj/ztVw+/5x03fODmN93w5jdec6g9OG6biCrnNpUUMc6nIyKijtSWGHWpWplVadyslfjhsxtff+h7Dzz4X/f9OM6urpdYSPWBaOqcRn2u0rgq0ZauRGqiaaMMu6a/ozjIEADgZdHfKc930es+cXZl34GDC82o63MXqWpH/ca8mixEKfO+S9WoivST0aGfdP1TDx799NcePbjY/OotN/3hnbe/7fUxqapJRES8ul+NSFGNIzV9qlYjZpP4+N0/+vvPfvGZYyvDaF9U41mfyzBqxuMcachR5UhVatrR0Pd5Yy0ios6p2jX93cZGvXt2ywAAvJL7exIbu+h1zw+8Zj1SHlKkJqKKnGI0zkOJiJTqFFFSjlJFSRFNNd53ru/uvveb33n4wXe97foP//4d77xufxURXRXtaJhXsbBwbHW4+1tPfuYL93zvmdPHZ01MrpjnJndpVHXRRAwbEVFv3ho0RAxrTYnzv7pM/fmju3fF+92vj9Lgcw8AsPP9fVU5vYte90p9KKI8v2MmlVJFTlGqUlIMKUoqsZ7PRQx1GZqYN9GP63l1dvWxB5/580fvf/O1r7391l/4lVtvafLoqR8885X7v/zwo0d+eOxMrselT1c2o5xP9bmq21E1zCKiOn8hZUlRUtn8u5sHdUeJyLvo/a7XFsuazz0AwE65eP73Qyd21QsvESmqzTsiN39AWSJFqSJHySnliFirxueflqgimhRt6doq2ujmq6dzN9/4mTdWVaQqzq3H+nqMRhE52iqaFHmIGKJtYq08P6mf+oubqhJDipx20fsdr9kX1y745AMAAAAAr3QX178BAIDLzVUsAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAMBWaS79OKVkRgAAsFVSKeUSj5eXl80IAAC2iv0nAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADo+1l8EwAAFhhJREFUbwAA0N8AAID+BgCA3SeVUi71OCUzAgCAbepvAOBym06nhgB7h/0nAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAACKaSz9OKZkRAABslVRKMQUA2EHT6dQQYO+w/wQAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADYS1IpxRQAAGB7WP8GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAMD2aIwAAHbWdDo1BNg7rH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAgMulufTjlJIZAQDAVkmlFFMAgB00nU4NAfYO+08AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgCAvSSVUkwBAAC2h/VvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAABsj8YIAGBnTadTQ4C9w/o3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAgIjm0o9TSmYEAABbJZVSTAEAdtB0OjUE2DvsPwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD2klRKMQUAANge1r8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQDglaYxAgDYWdPp1BBg77D+DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAAvJpVSTAEAALZH87/keUpmBAAAW8X6NwDssOl0agiwd9j/DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAAvprn045SSGQEAwFZJpRRTAACA7WH/CQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAAC8mObSj1NKZgQAAFsllVIu8Xh5edmMAOCyWlpaMgTYO+w/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAAO6+5xLOUkgEBAMAWSqUUUwAAgO1h/wkAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAPDy1RgBAOys6XRqCLB3WP8GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAgBeTSimmAAAA26MxAgDYWdPp1BBg77D/BAAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAABeTCqlmAIAAGwP698AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AADuvufTjlJIZAQDAVkmllEs8Xl5eNiMAANgq9p8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAwEuRSimXepySGQEAwDb1NwDwijedTg0Bto39JwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwD/044d1AAAwCAQy/yLZi54kFYCrwsA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwBA2yWxAgAAdPi/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAAAAAFj2Vy4Gcyh+TmwAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">5<span class="ff3 fs5"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of p<span class="_ _0"></span>rofit or loss  </div></div><div class="c xd y96 w4 h13"><div class="t m0 xe h6 y97 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y96 w8 h13"><div class="t m0 x26 hd y97 ff2 fs2 fc0 sc0 ls0 ws0">Note </div></div><div class="c x27 y96 w9 h13"><div class="t m0 x1f hd y98 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x28 hd y99 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x29 y96 wa h13"><div class="t m0 x1f hd y98 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x28 hd y99 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd y9a w4 he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y9a w8 he"><div class="t m0 x18 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y9a w9 he"><div class="t m0 x2a hd y5e ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c x29 y9a wa he"><div class="t m0 x2a hd y5e ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c xd y9b w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Revenue fro<span class="_ _0"></span>m sales of<span class="_ _0"></span> goods </div></div><div class="c xf y9b w8 he"><div class="t m0 x2b h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">25<span class="lsa">, </span>26<span class="ls0"> </span></div></div><div class="c x27 y9b w9 he"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">907 705      </span></div></div><div class="c x29 y9b wa he"><div class="t m0 x2c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">821 008      </span></div></div><div class="c xd y9c w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Cost of goo<span class="_ _0"></span>ds and materi<span class="_ _0"></span>als sold </div></div><div class="c xf y9c w8 he"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">25<span class="lsa">, </span>27<span class="ls0"> </span></div></div><div class="c x27 y9c w9 he"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(599 185)     </span></div></div><div class="c x29 y9c wa he"><div class="t m0 x2d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(542 626)     </span></div></div><div class="c xd y9d w4 h14"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Gross sales profit<span class="_ _5"></span> </div></div><div class="c xf y9d w8 h14"><div class="t m0 x18 hd y60 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y9d w9 h14"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">308 520      </span></div></div><div class="c x29 y9d wa h14"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">278 382      </span></div></div><div class="c xd y9e w4 hf"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y9e w8 hf"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y9e w9 hf"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y9e wa hf"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y9f w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Selling cost<span class="_ _0"></span>s </div></div><div class="c xf y9f w8 he"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">27<span class="ls0"> </span></div></div><div class="c x27 y9f w9 he"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(148 569)     </span></div></div><div class="c x29 y9f wa he"><div class="t m0 x2d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(144 091)     </span></div></div><div class="c xd ya0 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Administrat<span class="_ _0"></span>ive expe<span class="_ _0"></span>nses </div></div><div class="c xf ya0 w8 he"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">27<span class="ls0"> </span></div></div><div class="c x27 ya0 w9 he"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(55 739)     </span></div></div><div class="c x29 ya0 wa he"><div class="t m0 x2d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(51 184)     </span></div></div><div class="c xd ya1 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xf ya1 w8 he"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x27 ya1 w9 he"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(55)     </span></div></div><div class="c x29 ya1 wa he"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(270)     </span></div></div><div class="c xd ya2 w4 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating inco<span class="_ _0"></span>me </div></div><div class="c xf ya2 w8 h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">29<span class="ls0"> </span></div></div><div class="c x27 ya2 w9 h10"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">6 885      </span></div></div><div class="c x29 ya2 wa h10"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">5 891      </span></div></div><div class="c xd ya3 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating expens<span class="_ _0"></span>es </div></div><div class="c xf ya3 w8 he"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">29<span class="ls0"> </span></div></div><div class="c x27 ya3 w9 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">(592)     </span></div></div><div class="c x29 ya3 wa he"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(1 325)     </span></div></div><div class="c xd ya4 w4 h15"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Operating profi<span class="_ _0"></span>t </div></div><div class="c xf ya4 w8 h15"><div class="t m0 x18 hd y60 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 ya4 w9 h15"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">110 450      </span></div></div><div class="c x29 ya4 wa h15"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">87 403      </span></div></div><div class="c xd ya5 w4 h12"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf ya5 w8 h12"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 ya5 w9 h12"><div class="t m0 x2e h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ya5 wa h12"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd ya6 w4 he"><div class="t m0 x24 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">Financial i<span class="_ _0"></span>ncome </div></div><div class="c xf ya6 w8 he"><div class="t m0 x2f h6 y66 ff1 fs2 fc0 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x27 ya6 w9 he"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">894      </span></div></div><div class="c x29 ya6 wa he"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">1 097      </span></div></div><div class="c xd ya7 w4 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Financial e<span class="_ _0"></span>xpenses </div></div><div class="c xf ya7 w8 h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x27 ya7 w9 h10"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(2 239)     </span></div></div><div class="c x29 ya7 wa h10"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(2 617)     </span></div></div><div class="c xd ya8 w4 h14"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c xf ya8 w8 h14"><div class="t m0 x18 hd y60 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 ya8 w9 h14"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">109 105      </span></div></div><div class="c x29 ya8 wa h14"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">85 883 </span></div></div><div class="c xd ya9 w4 h12"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf ya9 w8 h12"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 ya9 w9 h12"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 ya9 wa h12"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yaa w4 he"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Income tax </div></div><div class="c xf yaa w8 he"><div class="t m0 x2f h6 y66 ff1 fs2 fc0 sc0 ls6 ws0">31<span class="ls0"> </span></div></div><div class="c x27 yaa w9 he"><div class="t m0 x30 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(21 909)     </span></div></div><div class="c x29 yaa wa he"><div class="t m0 x2d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(17 465) </span></div></div><div class="c xd yab w4 h10"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Profit from conti<span class="_ _0"></span>nuing operations<span class="_ _0"></span> </div></div><div class="c xf yab w8 h10"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 yab w9 h10"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">87 196 </span></div></div><div class="c x29 yab wa h10"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">68 418 </span></div></div><div class="c xd y48 w4 h10"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y48 w8 h10"><div class="t m0 x18 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y48 w9 h10"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y48 wa h10"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yac w4 h10"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c xf yac w8 h10"><div class="t m0 x10 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yac w9 h10"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">87 196 </span></div></div><div class="c x29 yac wa h10"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">68 418 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h16 yad ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yae w4 he"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Net profit for the <span class="_ _0"></span>year attributabl<span class="_ _0"></span>e to: </div></div><div class="c xf yae w8 he"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 yae w9 he"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yae wa he"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yaf w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Shareholde<span class="_ _0"></span>rs of the Pare<span class="_ _0"></span>nt Company </div></div><div class="c xf yaf w8 he"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 yaf w9 he"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">87 196      </span></div></div><div class="c x29 yaf wa he"><div class="t m0 x33 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">68 418 </div></div><div class="c xd yb0 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 lsb ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf yb0 w8 he"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 yb0 w9 he"><div class="t m0 x2c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x29 yb0 wa he"><div class="t m0 x2f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h16 yb1 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h16 yb2 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 yb3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h17 yb4 ff2 fs5 fc0 sc0 ls0 ws0">Earnings per share </div><div class="t m0 x9 h8 yb5 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 yb6 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yb7 wb h18"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x34 yb7 wc h18"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 yb7 wd h18"><div class="t m0 x36 hd yb8 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x1b hd yb9 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x37 yb7 we h18"><div class="t m0 x36 hd yb8 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x1b hd yb9 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd yba wb h19"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x34 yba wc h19"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 yba wd h19"><div class="t m0 x9 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">5 </span></div></div><div class="c x37 yba we h19"><div class="t m0 x9 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">4 </span></div></div><div class="c xd ybb wb h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Basic earnings per <span class="_ _5"></span>s<span class="_ _1"></span>hare i<span class="_ _0"></span>n PLN </div></div><div class="c x34 ybb wc h10"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">32<span class="ls0"> </span></div></div><div class="c x35 ybb wd h10"><div class="t m0 x38 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">1,16      </span></div></div><div class="c x37 ybb we h10"><div class="t m0 x2b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">0,91      </span></div></div><div class="c xd ybc wb h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x34 ybc wc h10"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 ybc wd h10"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">1,16      </span></div></div><div class="c x37 ybc we h10"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">0,91      </span></div></div><div class="c xd ybd wb h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operat<span class="_ _0"></span>ions </div></div><div class="c x34 ybd wc h10"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 ybd wd h10"><div class="t m0 x39 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x37 ybd we h10"><div class="t m0 x39 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xd ybe wb h10"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Diluted earning<span class="_ _0"></span>s per share in PLN<span class="_ _0"></span> </div></div><div class="c x34 ybe wc h10"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">32<span class="ls0"> </span></div></div><div class="c x35 ybe wd h10"><div class="t m0 x38 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">1,16      </span></div></div><div class="c x37 ybe we h10"><div class="t m0 x2b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">0,91      </span></div></div><div class="c xd ybf wb h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x34 ybf wc h10"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 ybf wd h10"><div class="t m0 x38 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">1,16      </span></div></div><div class="c x37 ybf we h10"><div class="t m0 x2b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">0,91      </span></div></div><div class="c xd yc0 wb h1a"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operat<span class="_ _0"></span>ions </div></div><div class="c x34 yc0 wc h1a"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 yc0 wd h1a"><div class="t m0 x39 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x37 yc0 we h1a"><div class="t m0 x39 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 yc1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 yc2 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h16 yc3 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h16 yc4 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h16 yc5 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:687.680000px;bottom:1368.120000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:711.500000px;bottom:1368.120000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:687.680000px;bottom:1335.140000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:711.500000px;bottom:1335.140000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1260.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1232.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1203.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1175.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1146.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1067.560000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1039.060000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:960.040000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:720.100000px;bottom:492.220000px;width:12.610000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" 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WaeDas4Dc0YnNFuTo3QAAIZRvQggsmhutA3UKEEYhgGwQO9GlWN5d3xqDGKWJOxbXqkgIAoqhHGgIoxACKkxkZADKqI3Bge7X30TBZ6ZNOmNt0A1RgFytJnWUaGBMFpBVVmZQB1z7gCYgDr2AWArCkxJGudbUuEZQeF1iALY4e9/v4TOvYtl6x982VnlYK7H/jOxz5z52Pbdg2ypdP9QZQ2xleAW6gikPJ3kiRJkiRJyt8vZSyDIkm0jhxTObNnaQsUBuedcfLP/MQ7LzxjEQEF0CuDYTOWEZADuRoIEIEwalFytBo7HqkzgUAiCOAcC/NyFvZOEojBpg4YCsSCcuQ55mDIGgAVAIUGzRwZwDA18y5BzgcJBAIqRRA4g6FCPCyh5RyRcFNRQtxsLRVaaLOS54EBwDYlNxpgARWwAiJlQG4UXCm8IJrMa2wBqHQiW6ghZxDxWGcc8HNVvyjGWowbLj/rtZef9VefffCvP32nC1R2W0NXljNzaE+kCvAkSZIkSZKUv19OfZkxDCLVvWUT2YUXnnfVRWvXr1159kkndI1q8IVVILRyM90b7uqpuE5UE5vmIdrkbiHSpmGKEulC28IgzCAmijFmuVnVEoIyRVpI4AJ4hzJi5/75bbv3zvUHB0vLWhdGV0yNL5uaWLN0YpnLVdRptCwa/Yx2nON+GQ4e7NuiJWxUBBJzwxRDbnm8nRVEAFRJCBGIigPTVZRos8xrsxnURG+7eb4kIxMjG1EVbrkD89VcOStFJ5JVcaxmrAD8oN3qVEPfKgBAxFahlWVdb82+2ZKB8XaeGfrZmy959xsu2fr8nq9+8zv3fPu5p+YO+NIdNqn/SZIkSZIkScrfL5UZ1nLOOr75jde/922vPmkRxoEcyFQK1GRrVP0ylpSN//0/fOG2Ox84UBaVnRJkTc1JJoNMKxB5kwEQMgJuPoiixhjvvaquW7fu9t9/P46UhhAEBODr39p86z/c9a3vPNcLZLP8heFYp7C51i0tO1ZWT+Vvv+Gq6664aM3iMcSaSGARgK88+J3/9qEPiy36g5KZW3lmtZ6fOXzZxvN/97d/LctIFvK9AA88/MSHPnLrrj37XN7yAjK2thMHevG6S87/jQ+8bfWEsTCImO/Xf/xXt37tgUe86/SqMIYJQ2UnG47lg//07359/drVXrzldhnY5a0nn5n9k7/55LyhOJxfXOivvv/d61ef0HFYfvrK89at+NX3Xv/I5l3/468//ve70u2aJEmSJEny/6P8rdyFCtSzeoNgxcdQG+eCGiGGLaIX8GEUHdQE5HAdRJDEllbO9zuhv27VCde+evK1559xysmnLFm0mBCMsiUGQMTQAiiQjRfhwMBObjq06JH+KfNuDaQNqYG+tRFUikSGI8mgUXxpnAVZD6PCgOEMOpyTuLQ1YLEHNaMaS3fP4/6tez/z5XsfevKpuXpt6a+0kz5Ue9BZVWllpCpyG8HfmcFdn9w++Y8v/OIbz/uFG89bxv3J0FOxl2085+P3brx7054Bunk+HodDhLo9nj39ZLni2d6/3TDM4lIoou1Pm7lbv7n5czvPisVNEg+hdQD1XDbIlmS96685Zf245DUro7L69MzcrQ/MHOyfLw7RHajplDYO5LP7Qr7mQ98e+4213dV+1lBvwIv+7O8enNu/66IrLzFj7XZeOM3/9h/vvXrjWVdetMEAnZxY9fqzl1/3+x/ceri6/5HNX334qad3HnjuYBk7y+a9VVuQzbQOiNFw5VAyu1qgUZWtNBdfo0EkCKk4USOa7vskSZIkSZJXPn9Dhk1WawbIBzJiczK5j4oIECHLOa6QoRTdrrXc701r1Xfak8GL11153s+965bTTxpfZFAAQUP0Ic9yPrZnCC00CjTFwKuxpl1kPRUtrAFk0Au+YsNCRsRACeC86ARfRwmwDA2IwVmjBixeArzNalgPfP6+Xf/xzz7KEzhchhhryidDOYtqgFZttLYs/UEPYmAyGp88OP3in/zFJwd7X/jgu1+3drwga7uE//M3btn8K3+wv4Ro1KxTRy0jE+mf/smnfvb33jrRQZ7Dw2w/EL5279Me62H6wNAaCoEKimeuW3nNRecgBrIMoAJ987Eth3o9LibFGmAMgIJ6pS86+cdv/dR7r/m1JRl3XLb1md17d73wWx981+/957+1k6smx7ubH3ngz/7wg7d+7B8vu2jDqAkMEUDEvHLJ+DtuuvRNN11aAV+4f/cf/PnHKcR+zREWMK1OB2SGpYUaygoujAgQAjQqICqM5reR+hgmSZIkSZK8ko5OhLRaWa0MAiAKCFkxRQ0LzpHlcBnYtMwEeRtm++WLe4rBwRVZecGa9l/+p1/7o9+65dJTx5cZz7HvfcWKIisYFEP47h8plDtnmTmGSoczOLw7HtyVUW0g4iM4gzDI2rwTyUYQmAkC8hQrGc5J1UOs4EBZV9DdPovP3vXgdLBDHhPTRd4iqeEHS1Ysy+PAhl4LAVUPJG58MvZKFJO8dN3Hbrv7wae3g2yvVxaM5V1c/KpTclSGJSiBsjpE6/L9L+5+4pkX54EZGZawH//UfQM/RsYA85CeEYXoWKYf+OkfbzEV1gA+ii8FTz03XUxMUcbDugZ3waIK1+oImUMvHvrmY7tdUcDY7du3v/sdb+8YzM7Nvfkt1/zMuy+KolUN733T3EWPLFUTGYEDOAAlXn/pqk/82b95702XrsrKTn1gVVez8uBw7jBgUdZa+QgzKlcHg0jIRjLS7B9NkiRJkiRJXjn2mPxdAxyJBUaIFQbWwQewggmhhASrvUmuxwtev2bquksuW7+me96Gk5Z0kGGYwRNCJBeNVYWKgDDqkP3SHxkoE0CqgatmFzmuhayJqCWQHZp2hEXmwBSCR13muSOtYzlbGGX1CDUkjFHpDSq1O/vh//pvf//ItgN22Ul9P69ZgTpane/aKu/Pn3Xq+vFOvmPHjky4r7E/6KGYhMh8DLZY+V8+cf+l609bPFWQYELxvhsvfOChxw9HK5qhswjVnA9zrcx+7HPPnbnx9CHoya17PvWFLWV2iroaPGQT4rAy5fDG6zdecnrmPJQimTKYfBjw0KO7K7IVV2DjYwc678WPjS2ZK2O+aOlHb73t5nPfv7ybs/q2EQKcMbfd9tXHv/3w66++IM8wPlZAmx4vR69bYVSiTlkaZ4mC8bb5Dz995c++8cLndu6+9+GnHnl8yzMzepgZriWiNOzDGLUG0nRagSpFMkBI1SdJkiRJkiTHRf4WMgoITORmPDtBhSg4DahqR2Fqoou5LZdsPP8db7zhsrOXTBAGc+WSDqiuIYSsC2WGNJ22AShUddTJZISAZsk94vTVS68+79S5MgYfrAGZojbtx/b09s95tAoM+3CctfJYzq5aPH76WStbMrBaOmtijBOTk4Ew8PjIJ++8+8HHpHt6XRO4jVCOtw1P7/vpt15zw7UXr1+BHNi1v/yzv7nj/s3P7RzUJQnIRG1FM/WdvcOP3n7PB95/fUfCmPGXnrr0vW+4/MOff6zPLOxQdP3wcMb61c27H9ozPGtl6zP3bupjxZAs7Bys4cCujqecuPjdN17I/WGn1SIlUKwVX7hn7+7DNG9r5IpiUssiNwci0PMqJjM2e2bnjkee2X3BqWumJsae2fzoaSsvzjNz0w3XTLbdvj27c6AqAzN4VCoy+sOQGlZoNPCo61aRA25yefu05euvvGD9nsNv+uLDz9527+Mv7Ng50x+aouU9B2W1BYgBAwKIEXvppk+SJEmSJDku8ncgp4AeabeNgLrKjbS1ljg/UfBJiyZ/6pd+cuNZpy9t5RmkADrjFnUNk4GBCBDAFLxnZmOMRCEifFfBgwEohHe+6bKb33QZGbQNYgQMts3g3//F3V++fwusQ6jY5eorE4dXXHTZr/30+eMEG9HKUEb4Gs6h6uOOu+5pdRfP+oC2hTK0nju465ozVvzkWy5eMQYHKHDasuKXf+Lm4tN3fvgL3wKNAw4ugxkbDmfu+ebj1153zflrAa26WfH2G6/59N3fng8yGPZRWLJWFXOKT3/xnvGfev0TW6enB8jGAfaQqMOiAz7z5KWnrTMncC49UIsBrqS+82vfoGICpg+ZhXo21DV1TWa+jKbbGZRzS7uLtuw8dPWFp65ee+Lf/N7vX3f1xbk1hcO73nn5f/id/3x4HhIDK4jAdPRZJgKGmqYvitxAPTQayqzajuGTluC9rz/10o2nPvTNZ27/wl1bX9jTsnl0nYFooEyYRo3USUBpBTxJkiRJkuQ4yN9icsRAUMOq4p0MC/RXT7QvOG3dWaeuuuy809afOOkIBurgnQaDCAFshoXROZFgQRm7JjEaNt/zR5KG8cy0aDRbx0JgtFRz8iRMOWNaVqUiKyZWJOWYE+3tX2UxATiOAKIxdQsAtjy1bdCXKovGxUARdWTIuCnf/fpz17TQVUBKhBq22LAs+6V3ve6+b2/dMtMX04EAdYTNn9t/4PNfffCcn7osl0Cxt/6EJX/wu7/4y7/32YEQ1Bs2Za3k4ue+9p39s8XmZ0s7NlbrYWQVeq4Qe9W5Z/zuL163iGYgA7JdgDzcM/uGm57bM4zLQAznTKjGTP2r733Tn/4/t/dcV0QZPFR7/+Y973kLTly19CfeefN///MPXXnJRV1TU8lvu/HKj//Vx97+pustNf8H0VwyBlSICcrEAEMFqiAl0pyb640plcVTdMGN63/8ipMffXrX5q077n9s69Y904erehgzoSywNaQqaZBPkiRJkiTJcZC/YRiVtw6Z1mEws2o8e+cbrrnpirNetaZrAaNwBBUwiOEAhkaQgBBJPLhuVsC/e2lVX1LErACJZ9KcmpjugQqqLep4cK6lUx/AjEikpGIoZFq1gZZWkAHIWM4JuYc+u21bUUy92CtlyqOchZ0oaunQcOMZayatwBNMCRmCpAO7borPXb9q2zd3DsWACFBSnan0saefnymv6GSOTOhCrtwwcdMlp33yK4/PzgwwNR65gA1VnLr7jicpm5xa1jo83IUojrNVE/nv/srrTpmAQwUPMgLmvrQeemLz/n7QrkO/hkquw2suXfdzbzzp059r7d/riU3R6fR6s49te/GFGUyMxxuuuuzSSy+97UsP/PWf/8WgN3fTdVd/8Bff17KwRwd/MtCM64SACIaIgKY8hZpBoQw4wCBYeAR0WtnKC0687oITf/7dVzy4ZfChv/30I0+94GHrYIzVwtl03ydJkiRJkhwH+Xs4Yww5qca4etU5J/2bn3/zuSeOOQXXIMTMgokgoywINWADCkqqGHUo5CYxKo2O+V5R/JgPm7JmgQoAUiFiUiUFkY5GYTIpWAncJHX1IAUcgBp0eL5SbrGl0az6GCDSbblFkx0ED3EwADNEiIXBSxdNWLxAGlQiSKEweXvvodlBRE1FRkOSKuPW9ResvO2Or8V2ezAcotWBloY78LGYaHsdImrLtkOvuuD81euWwal35OAyRN/3OWV4ettsNEYowGSOkIXDl51/UgdYtXhsy1ztK+99YOsO9f03Htt97pXLJQxbrvWWmy57442XZQwHSEDGR8uAjuDR9eKmoTpBFQSQgAkwAEMgAQIidUSArQIuP6N95r/7iTse2HXfN7716KYt+3qVxDrd90mSJEmSJK98/j5jRWf9ySdeu3HtpeecsrKLtqAdaiawUWaOUUSYaWEtlpr3VhGBaKEWolCjDuqOfntaCNsvyZIGMNIs3JIhGAARJgICKzCBLEhBDFIPH2ClSZ4Yrfh6YAjM+dbMkEw+pqFEMY6SmN3SpUuYUVU+d7kgY2cABFFljI9ZJiVRJQVASgraPz03HzBP+ZQGlqoAXXP2mne+9ry/+8o3h9lieMBwWQY7MRZlfnjooO1M1Yf7S8btLW/f0EJt61rQ5ozEhMj5dImHn9iFzImfJZtlUZYW5orzJtqiF5y59u5tT3Fmox/AZJHc333287dsvGWiY0oFRXRIWQlRMhKKStxc6tEKtwIWlYIVLDDxmAvMACNQ8zxDGSwBRCoO9TiRwC0sJ2QAACAASURBVFmLW65e/fYrVj+z7ZLPbd29qE4twJMkSZIkSY6D/L2q5c8/cep1552ysoMMKFBC6zjoRyEeX0w2iyBGX0GAiTDNv2UYAwNpWlXL0YbiL8/cxy5+Z0oIo0OsIwDqQQEI7ISsUg5SsIWaGrXnPAAg07wF5DVQAzW3PNqeVKmCCMiFWFmXBSLX7iKgoiIjMVCBqwHnDLGFACAmqxSjSiQzZJRAFbnFIBlOMP3bD9y4+fkXvnUQcyEnZsuGXVTMZS2HMGZM9p4fu/yMk7MC06Bx9S11VWSvhC/cvXPHnn7VYrAYyVHjVWecuHYcNpbnnX2K//tHyWYEiVUtWWvXi4d27XpxyarufCw6E2MtohjqajjMu+2FiwkoN5UnCkA9ERGyCFJws9+1KbFnRGjwcMoZESzQTLvMGNAQB0OXtyecGV+7aG9n2czWZ9J9nyRJkiRJ8srn70efn3lk6+dv/dw9l5x3+tmnrtl49ur1K0yrM+FgrUjUASEIWQAgkCoQaRQORUE6Wp1Wc6QGnI5J3cfWhXMEDOuRNoUWFOMovHsnpRgXKQNnEIGq1dpBoUapA1hS5BoytuOdisysyyZK6SIWcNYPyn0zg2G0wxgKpkhGIFDPAOAGdVRmYQNVtUQSc2vHM0xZjAEEo8hIakN1R+iPfvtn3/vvP/z0XIy1qtFKouPCstrhoZ/7sWt/+vr1S2gIeFUBD0S1p3a3x8fv+nLluqiMy+0ERV/tP+OMtREDT3bD2hVnLY47Dh3mztRcRQrU1P78N54/832XtynTGIVBxhbdrkikZuEbaOpzSBVASZaUmJo+gmAVIDblOk1YZ9SCSEqiVsARFKCBMG1aW56aefrpZx98+Ft3bitvee3ZuHp9uvWTJEmSJEle4fx9yK4gx3NV3HL3M7jjiWVT+VXnr/+Zt12+8aR2FWDKfrebRXSGA2+JisJA6tAvbeEUFJTIGGJ3ZK325fSY1XAKpGyPhHISGdWzgFAb1Kx1RFOCok7qlgxyADBKhRKMoi2xYrt0THM70x8K56skm0A55G52eK7eufvQietPALwKmKNB9BF1dC/sPNjzEVkOU2jdYwuqyjNPWr/EYgxNLY0llyH2J6zfsLTzpivP3377gwPkQWtY59WSn7tg3dj/9u6zlzjkyAArLhKpIfZafP7+p7+zb2+PVoAWaa/iVm9iDCedtMKjPctYNIWNG1YfuH/TofkebFeNlOK+/uSLv0RZB2gZc+SqsTnSN0aahXAiJSBSwQtr3gYKRGjEkTk9YihWLifAlpF6wibD4Rp3PLjvE7ff/dT2fcNaYYvadQMX6b5PkiRJkiR55fM3/FBVyZqs00Fw89Xwznse3vzot971hqtuuuay9csXHQqQMDve7hjosJorjLWdNpQI1nqIwhi8dNvg0eH2L61F4ZeegwCqoy2ZRsgoFFpBGOKNRqOBFuawR4AJRAxg+dJlGRkJ3rQhGiBREIOv9u8/IOtPGNYeplBBb1AW3aW5xa59h6IQOIMyBqXkiNXw/PPPsgZoVpGJoQriOKzQ7py4ZipGcVp7MSBAYRAXTY61HQBIBBtmNiqx6pfSaX357nsqX4NquDJyKJlaramHn5kZ2ue1z63u1KHYlmKRhiwfWzSc7xHkxd07Dx7A1FKYhXIdPfrAgmZuZdP1G0AOYDQYSaBxVKAiKlFhLNtcbDFb+flh2RnP1eK+Jw584va7H3ri2YP9aNpLuO2iGiCmmz5JkiRJkuS4yN+ZDVGiCkXJyFjVwk6MPd+b/qNP3feXtz9w5qlrN154+mWnmPUnnzzRzvO8U4M0SqaGZaEQOQAEZEe/+0vT5Oh9M4lx9IkIKBAD5CLgOS+pbRRZKD2YxDvxRpTQVDSPwqNjVsGrz1w/2c76auZChcFhZDlJDJG/+NVvn7P+5HXL2jFiqDm1Fj1zoH/HN7Zu2TUHswjBANF1Opn0157Qfe0lZ1pViSUZR0TDYd0qLBmKCiKDCIcKZAIpKYx6iZUCUeCYFeqVKFrjus8/f/jxTc+b1hJYQKbRcr3+oCzNx2/fRLdvjmYINdHkQbsxYDgUNg7K873ZO79wx2k/+frgg7UMEBEBkFG3QegxnWJaUh5zOQnEAuNB5IwwfMS86u4eP7d9/9cfvvehb205ODvfD85TSzvtoVpfE2cZ6TDd9EmSJEmSJMdF/g6+Z10OkwmgxolrzQ9KZEtLyOxwuHvToYd2bPr7uPmkNWtef+3Vr7/i1UsKKAxbOIXUakwTqbXpJwgwSEadAxcy40Ic52MWeyM0HhmSGclGzqwKoWaFKimN3qAkRzZ4krqIJd3shssv/sQX7hvIfG3GobVRQjH1pW9sabXvuOw1F77+srUMPL8v/vFHvvCVR7YcwiJ0JuEVGklLHczc8r4b1y+3LYiBKESAot1BKDkrDMGx0SgwC6UxBECtIQIsgxVBosAQWeS4/9HtgRaJnYJ4YKCkmkGoqGS8ZRf3ZRtEuDUmA48oEKKsNZib7UX+3Ffuf911V21Y2Tp6mQis0JdGcADQctTshAjklLIa8BYB6AU8v8ffds8jX7j/0dnZeSErnA1lYhBJ4cg615lw4LqsUuvvJEmSJEmS4yV/Z0XOZMuqlkqQCbICsICBtTzeQQxz0/MxTu08PL1l2xe/8e2d737Lda/eUNQeUw42i6AIBEgzCgaAQBkkAJoUTqOvvqwzSjMOXRcaFRKIFSyaR3JELJoJrIy+PvqHhNC1FoLrLtv43M4X7960Kxr1QBUA10a++PMPbf3ao9tu++LSvGg/tW3H9oODkC8SGoNroepZruuZ/etXL7r6svObViEgNN8fgERlZmraIoYYbDuQU3aqMRJHkAJVDWuiIRAhWAyA72zbX2mnDm2ggvXA0BWOfI1Q93rTNB7IUsZSOkLWQt6OoQbnFY/vnJ/53NcfP+mdF780GQuhGcFDApIj5ShgkAE5IVsDcwohzHh8+f4dn/rsPz69b35W8nIYQQRrjC24lVubK5t6OIQojEt3fJIkSZIkyfGSv8saZBVZjswQOVU0fexQDUVBhinPazob6vfG4W0PPP/1xz+0ZNxcccGp11x86rmnrplqGQZZ1QIGgKgwE7SJjkKkgELUqKpxSkcmZXKzwMvNuPVYWxIfmbJxiFWKvWCHaj3gwDRqd61QT0ItMRdtmJB3vf75vR/fcnBGtTDtycrHmpb2oTLwB56ZCzLnY1GbMVdMohT40lDVkrnJjv/5t1++dgpGQKiBCFIBVGCdA1QjKIacwjx3wTlgQD7qUIgIcFaZRIIntiVjT7SPbH3e00SoO8g6ZJjKw4vHQ86eQcUkgfuiXMZ+XXT3Hj5MYVxNG63xUsyeiv/23i0/dvPFJ2doxg6RRtVABGhkUiZWETKm1hYbI8QBmAvYOxvveeTJ+x7b/tyOvdv3HS6DajZWk+OxMWYT6hihUIp1PVq8NwykyTtJkiRJkiTHTf6GK7RJw4BKbP4gqQ1HUrAoAaVhwEBzmIm9fnDg0HDHXY9+6ov3nLpm8Rtfd9UVl1x02hR4NDPdKBC9EmIMtSXYwjbz6gmjJoYAoE1XbxX1hlyH/Zip56ON1EIduJMXrpN3xo8cbgCHCPVQsoQu20vOXPKBW974v/+Xj46PtQ/VQ7iuwkbOkBez+57D2CRaOZR8EMrQsWWhAze395ffc+OPX/dqB+QMo4pRrQuE4KJC/HAgWpW5DuelGeepkBglQAMDjklDIF9TywpwxwPf3HngRR86yAyqoNOHT1js/vi3P7h+bbsrEEHs+7xt8hY//EzvA7/zRz3RvgS0F8WBGdDYlgP+0W3lqg1FWWKijXro84IRakQPANYSM6B96zwwV+PgLD5750Mf/+wXYzF5oO/h2mIXi2WwgYooJOhoSqY2Zy+s6VZPkiRJkiQ53vJ38/EoqAlUWSNDrGgzzIVIYOYAgQIqXm3Qloh1yB57rrfv7x788gM73nbNhW+49MRuG3UNjRgvrCPrXG4QQtVjUs7cQklzk9MZsKBoQQxY35O5fa18ysOVGqU/7JUHqt4SERA3VdhYOEkCIJVkOV914ck/f8tbPnLr57RPdnxFCBZ+AEwUS5eUlUdvHgQ4Y2It0wdnDu38pXfd8HPvujyLTT3HkTaIpICPyFTY8NREa6pjF3XcdPCxmT5JviBv4aOCSUgF1jbL8XfeeWdmoql67WyiHpbLly+doN2nLGpPETpGi4zywtUhEnDG8va6Sbv98GwgIjtRkrftPPTnnt++U89Y324jAj4G6y0pcd5uqr0VXNV+t+LgjN5x98N3fOXep7bvW7p2/YGZQcgmTN4WHyEM0ELxvTYdY2iUvIWO1JDDpJs+SZIkSZLk+MjfTQ32aPKikgpDSUVIFoIvgw5CuYnKgFNkNbfIOqH6+cN+5+z05qdv+8itOGXd2qsvP3Pjq0+PBUyNwoEj565rWCTWbEIzU12oidROYrRGbQyrulhTDE1uSi7Lia4aNxHsyYuzLFSwMJwttFrJQE5CzDIqfVzZMR94+/k3XHrGHfc9ftf9j+3YP9MT0OBw9MOuy8CGoZnqysnskks3XH7+zddccFoWJEMQZAxAGYAoRYK1IC/QAAB1lWvv9NZMxXkgqxRb4pd3ScqKWgQi2EJhd+3a39/x4qrO1JLxauhfcGPGDGZfc/bq0yaRAUZrkloitY0VjevG3JsvPv2zd3190nCADV3KTeWp2rbpoeq6k1vOBNGi2w1RmLkmVIJS8Mz2mQe+8fjXdw43PfnUobm+yTu86MTdPaV8AsoxKARgWojdTfLW0XMOKVTT8neSJEmSJMlxgo5kM37nRwAAQqN+d9qE8VGrEgIAJ5USRTiFBVmAYR1CbI7S6KkuJ7utTm6nD+ycyOQ9b73h7TdetGIxxgAHWChBCwygRSQbF5bBNdQilcta88HO1RhvwwumPaKDGWAJ+8V5CZBwOxAbwIhXdmi2TkIAHVTDLO968HSNvQerRx5/6tnnts/2+r0qdLrjZ561YcPJazec2O4wJhwo1JmlQTk0xXgGUKxACJwPgbrGIluR9MD5dOzu8lgOlAYVIzAYKMpqTccQvFYe+bgHVDEYYkbhOtg3wHgbLcD1dcJSRmAeEPlgJnw1aOVZHaLY/NBAxPFQ4QzCELlBrsOpdqsZpeOFwKiBANy7afpPPnL7pmd2diaXTfu69kFNLiAlhyyHj1CFITYsviaRpjP6sZTk2E+N4P3XbfjQL1yZbv0kSZIkSZJXOH+7d/zlsaMrI0GJ0LyhWfOmsb4XosAcmCITWIEAqWECnBIUMq5lAamzTLM4n4fZpe148srFV110+uXnnXb6utWZM2M6D7QC2QBEwAAskVGJCNvOMFCOOcdUc2eoXBAKHcLPgTMx454MA1a0r2QJBtFoTRgSR4QIMGxbxAkM2NQgJYTm6UKRQTItSSMYIYqQg2k7BYkHENgNCQy0paR6GsYNzMQsuxX1QDmvjakIAHKICz0mKFwwrX5AHtCKKFso2XvUAmRwhWRFBAmi1sZhhjOjUjDFamBdHhUCVmaLyBIsxShC1lXeG9s61Kse3vzslx986pnd04/vmJ3DxBBtCcbYWbIuRAUINof3MAwCiWeNrFFglJq5osfW6bxk9JGVkPJ3kiRJkiTJcZG/F9a//4WOLJ8vfF7XsDbLshjjhRde+I53nPfe5Rgv0AIIHnGI+cPojoNzUN6P1lu0FJmICMixABEQgWOwNuXaAo3ghVZ6BH1pR0PSl43b/NFqLt+xUyUNQBqgfvQGqWVp5gDywADN0rYyqOVjDpMrcBiYBTzwiTv3/PWtn9s3M1DX1uaxR4U0ElSPnWz0gzKo3n/dmR/6+avSrZ8kSZIkSfKK+JHPY8nabe99jFFEvnH//Zs2bfrOGXjLja+75NzlpnYdaDFxAnwFCSC0LUUYgpJGiEptybJlaDOIfZSqmxKL0SieZrH3FaxvJhUQLKhZdR49fJABALJQC6hZeCTRqGSMiiplilY0rgZCxIEhPnPPc1/68tee3L47n1ietzplUHxXMUmSJEmSJEmS8vf3ISIaghiT5Xlg9t5/7JHhpzd95qwTl52xbtm156+58pyTFmdFjohQcxxaUvGKrGWYoFFVRqMgmdFMoiGA2EgEIjAK5k03cSVAR1M48fLKix+dCAkANbXXBkbJBJCSVUDJKVBQDeUQAqhQtWVETTyMuvNw75FNWzdv2fPIpq17Z+a9UIDrz/cDnNoW0FTgj/ZTpj2USZIkSZIkKX9/fyEEds4YU1UVyjJai0Xr5+amH9wZnti/5/Z7Hx8Ph3/hx2963xsvmsqsDoctp2ooSjQgkBLrQicPCzICjoAAplloHk3xGU3maSpP/rVzKlmQWZg0BEBIlckGQIDmfWE5hFhrxs7UwBxh58Hqv37szq889GgvGmRF7iy43a8qT8ZkLTZZXFgyJyhDKN2qSZIkSZIkKX//czCzxKgiRVGYTifGWJY9kKLy/TIOYTSb+u+f/eq9D337qo2vfueNFy+1iAFFc16+Ns0WT5VmWZspUxxTYK4v2Wq4UJoyOuBfp9O1B0UQE2cAtMnbwioZ2QjmJoWTjc4CmK6waVv1wt7pP/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u7tx66rPuD4b6299zlnxh4ndsKtaQiBCEJpCBRCqlCSUhrUmypFqGpVteW1b/03WtE+VirqTaJFXFspFVBKKISQQJSQQgkJyThxgMRxsfFtPJ6Zc/bea/Vh7Dg8YInWFyb5fF73w5z5nfPwPUvrrAWA/v5p+rvW1La51vnWVqSUUpoMzzXTpcVYxxq1mR2bDydT9/xTm19/9qF/vOfbt9z8C79+6/W3vPGafSsxa7ulWtrU5LyIqBFjir6JJsX2qSz1TKCmF/8G8sxVj5esWxcRW3Hmp5FdalOZR+0jItLYpLZJbY10OOIHz5/62iOrDz7yzLdXDx0+ubVod23kvWWYlLV5NE3ac9Win2+t96lpm+U9Yyk+mgAA+vv/oqQUtY4RKZ9ZnN5bjo1bkzZP+zyd1ya6XWNKY42tOh4/3q/e+/i/fPFrr9vXvevtN/3JB26/6dWTLmIa7SwNpe9T7dMkaj/Ubmn7ZvWIEmV7oflcgl/U/2gcx4hommYYhlprbttJSt32cnsZImLY6pvpcs3TIcWJjf7Jpw/+5Wce+u53Dxw/0ZdmZVGWYnLFPDVjTjVKdHX7EJrazLa/SYxl+1+Q4AAA+vtCqKkdU67RlLMXwL9Iisgx2fPUkZMH/v2Bx1ef+Z33vP32W95683WTUttZ16YoQ9+3TbuI6Bdjl2LStdHUGMvZBL/oUkoppYho2zYiulqijv3WZtN10bSRJrFruhFxbBEHDm7+6+e++Jn/+M9TV1x/8mTJ3RWRl/uha9rJULa/PIxRxogSKcWPHS/4wiK+CgcA0N//Pyeaq2o0Y25q5JqaqGOUmqNPtbR10dWhr9N+enWbymPPb+7/6Bf+6e57b77hmtvfccMd77zxtVevtM00lbLRx7RrUopSShc553p2Q0pJZ48CvChfHmpNKdVaSynbR6c343rKfdd1w5j60p6K9I2njnzpkae/8l+rzx1dP7I+b5Zu7DdTnS633fK4GGvUMaeIIcWQa9/UPkUdUzvmF5d3efF5J/XsDhsAAPT3T23RXnlu03Ydo45NHZvom1pyHVKUWqOW1Nfo62wjTRdDe/yJE1999Msf+tu73//ud3zgd3/jF9+4NGtjHrGxiFmTmybqMLZtenGmXqQAH8exbdvt9e9hGEopkSdtMy1peiLyN/cf/fMPf+yb3zu60e2N5X3zcU/kcVxaic2NGIahHyJFTCOaPobF2Yt1ItdUzh1qvj2WGlFfuMmopnyuzAEA0N8/nTJG1FRLREn1zMl6Y3RDSpGXIlKu4yTKmJrSTGrqTo91o85qWrqy2/Pp+1c/+7Un3vT6a+5426vf/a43v+X119YmhhrTdhJnbpqvESVHc5H2bbRtW0rZ3gLetm3bts8cG7++evCeB77z4OPf++HaYiOWSveaoZnGfIhxSKlM5/1YupKjNiWaWsZFzIdo2xqpRqqlKzVqSmc2r9ftPSc11R87w7xestPMAQB4ifV3W+fb19SfvTQnj9GUNIncREwjte14alpPD02zNdZITTTT2jTRb65Pdy/Pdp9YP/atA0cO7n/g05+qb7nhte+7/Zfvev978qybNnk7YVNEjZIvzq8wSykR0XVdKWX//v333XffR+4/8I3ju8t0ZdHtrf08ZisxncViIzaOd9O0pxnWjh9J0+tyU4ahr01tlto064Z5H9HU2tZoInJ9YeV7+7ahun3nUNS6fblQumgL+gAAXFKpnt1nPPm9v9lBr7sbt7q2SeOi9Bu33PSGP77r/e+48errdsdKORnjsUgbsbWxteuWUmLSxDDvc6pdNykpasT2zZmLElfm7VXyEtupm5qIPEZsjlFSRI4ScWX/bLSzSN1Yl+dpcjpiK+LwPD529xOf+rcvnFzbHLrlRe52ytwmpf/gnTf99Z/+qo8+AMBlcW79e7xE99VcGEP3io3FZp5dkaf13iePPfyhj7xm3/K7brzmzlvfdNtN175yV067y2SsXU65ju2kRq1RNppIkVKO3NWYpbQZXUQ0kZuInEqqZewXTZuXS42mrTWVSPPm6n6IpmlP1/zkD4488K2nHnz0uSeeOfj8sc3a7S7TPYu6k0Y3plIspQMA/Cz0d8ntTnrh0+VIk5JSqTXapbVZs3bwhwfWDt/9yHN7p3HXb9/5K7fd8JtXR06xNR+XJilijDrEuIgm54goJSL6ydVnb/GJFCmlWvvNaGY5R8zXyzB2y7uea5ZSjseemf/9P3/84Uf3n5ynrTLL05Vh6VWL0paUI+rZrec7QBnHkrLPPQDA5e/v2FlZtnY4JpNopjGMMYxRmqWfv37z6P/0W2nt1OLDn/j8xz+78mfvecUf/v5v7Z1O1sdoaztNbYqIYYw2R5Oj1mlExJlDyFNERNMur4yLvpTaza7IEWOp9x/Y+MQn73nsydXja/N5WR7apSEv9YsSqUuzlRhKDJvR7JjR1RTV+jcAwM9Ef++oLLtqab4xX18sUm4ntZuNZeiPHU7DmLpZG9O+Xxw9sflXn3n07768/51vvfF9t7z+xje87pp93d5p10bkUrpUU8S0nIiIiCZSV2PSp7w2z2nabtT4/nNbX334Ow8+9N/3/zBOrW/WWErNnmibkiZDyWmaa3S1r5HaaLuo447p76gOMgQA+Jno71QWO+h1Hz21tmvP3qV20g+lj5S7ybC1yLOlqHUx9ClPcqQfTfb9qB+efujgJ7/y2N7l9tduvfmP7rrjza+NWc6ziIh45bAekSJPI7VDyusR81l89J4f/MOnP//s4bVxsivydD6UOk7a6bREGkvkEimntpuMw1C2NiIimpLyjunvLraanbNbBgDgpdzfs9jaQa97sedVm5HKmCK1ETlKism0jDUiUmpSRE0lao6aIto83XV66O+57+vfeuSht7/5hg/+wZ1vu353jog+RzcZFzmWlg6vj/d846lPfe7e7zx74si8jdkVi9KWPk1yH23EuBURzfatQWPEuNHWOPOryzScObp7R7zfw+YkjT73AACXv7+vqid20Otea/ZF1Bd2zKRac5QUNdeaYkxRU43NcjpibOrYxqKNYdos8qn1xx969i8ee+AN1776jtt+6b233dqWydPfe/ZLD3zxkccOfP/wydJM65CubCelHB9KbrpJHucRkc9cSFlT1FS3/+72Qd1RI8oOer+bjeW64XMPAHC5nDv/++GjO+qF14gUefuOyO0fUNZIUXOUqCWlEhEbeXrmaY0c0aboat/l6KJfrJ8o/WLr516Xc6QcpzdjczMmk4gSXY42RRkjxuja2KgvTOrH/uK2XGNMUdIOer/jVbvi2iWffAAAAADgpe7c+jcAAHCxuYoFAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQDgpaM9/+OUkhkBAMCFkmqt53m8urpqRgAAcKHYfwIAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA16B1HAAAFXdJREFU9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQCA80u11vM9TsmMAADgEvX36uqqGQHARbWysmII8PJh/wkAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AALj8Uq31fI9TMiMAALhE/Q0AAFxA9p8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAwE/SGgEAXF6HDh0yBHj5sP4NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAABdXe/7HKSUzAgCACyXVWk0BAC6jQ4cOGQK8fNh/AgAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAA/Saq1mgIAAFwa1r8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQDgpaY9/+OUkhkBAMCFkmqt53m8urpqRgBwUa2srBgCvHzYfwIAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAC6/VGs93+OUzAgAAC5RfwMAABeQ/ScAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAAOL/WCADg8jp06JAhwMuH9W8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAAEanWagoAAHBpWP8GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAALjQWiMAgMvr0KFDhgAvH9a/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAAeKlItVZTAACAS8P6NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hv433brWAAAAABgkL/1JHYWRQCAfwMAgH8DAAD+DQAA/g0AAPg3AAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAPg3AADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA/g0AAPg3AAD4NwAA4N8AAODfAADg3wAAgH8DAIB/AwAA/g0AAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAPg3AAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA/g0AAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAPg3AADg3wAA4N8AAIB/AwCAfwMAgH8DAAD+DQAA/g0AAPg3AAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwAA/g0AAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA/g0AAPg3AAD4NwAA4N8AAODfAADg3wAAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAPg3AADg3wAA4N8AAIB/AwCAfwMAgH8DAAD+DQAA/g0AAPg3AAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAPg3AADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA/g0AAPg3AAD4NwAA4N8AAODfAAAAAABwCmLx25kSd3XgAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">6<span class="ff3 fs5"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of com<span class="_ _0"></span>prehensive income </div><div class="t m0 x9 h16 yc6 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yc7 w4 h1b"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yc7 w8 h1b"><div class="t m0 x2f hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Note </div></div><div class="c x27 yc7 w9 h1b"><div class="t m0 x1f hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x28 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x29 yc7 wa h1b"><div class="t m0 x1f hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x28 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd y5f w4 he"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y5f w8 he"><div class="t m0 x1f hd y5e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y5f w9 he"><div class="t m0 x2a hd y61 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">5 </span></div></div><div class="c x29 y5f wa he"><div class="t m0 x2a hd y61 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">4 </span></div></div><div class="c xd yc9 w4 he"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c xf yc9 w8 he"><div class="t m0 x1f hd y5e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yc9 w9 he"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">87 196      </span></div></div><div class="c x29 yc9 wa he"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">68 418      </span></div></div><div class="c xd yca w4 he"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yca w8 he"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yca w9 he"><div class="t m0 x2e hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yca wa he"><div class="t m0 x2e hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd ycb w4 he"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Other comprehensi<span class="_ _0"></span>ve income that<span class="_ _0"></span> may be reclassifi<span class="_ _0"></span>ed to profit<span class="_ _0"></span> or loss </div></div><div class="c xf ycb w8 he"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ycb w9 he"><div class="t m0 x2d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(12 616)     </span></div></div><div class="c x29 ycb wa he"><div class="t m0 x3a hd y64 ff2 fs2 fc0 sc0 ls0 ws0">1 507 </div></div><div class="c xd ycc w4 h10"><div class="t m0 x16 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Foreign oper<span class="_ _0"></span>ations curr<span class="_ _0"></span>ency translation <span class="_ _0"></span>difference<span class="_ _0"></span>s </div></div><div class="c xf ycc w8 h10"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ycc w9 h10"><div class="t m0 x19 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(12 616)     </span></div></div><div class="c x29 ycc wa h10"><div class="t m0 x3a h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 507 </div></div><div class="c xd y10 w4 he"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Other comprehensi<span class="_ _0"></span>ve income that<span class="_ _0"></span> wil<span class="_ _0"></span>l not be reclassified to profi<span class="_ _0"></span>t or loss </div></div><div class="c xf y10 w8 he"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y10 w9 he"><div class="t m0 x1b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(109)     </span></div></div><div class="c x29 y10 wa he"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">18      </span></div></div><div class="c xd ycd w4 he"><div class="t m0 x16 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Actuarial<span class="_ _0"></span> gains or losse<span class="_ _0"></span>s </div></div><div class="c xf ycd w8 he"><div class="t m0 x2f h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">22<span class="ls0"> </span></div></div><div class="c x27 ycd w9 he"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(109)     </span></div></div><div class="c x29 ycd wa he"><div class="t m0 x2c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">18      </span></div></div><div class="c xd yce w4 he"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Other gross com<span class="_ _0"></span>prehensive inco<span class="_ _5"></span>m<span class="_ _1"></span>e </div></div><div class="c xf yce w8 he"><div class="t m0 x1f hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yce w9 he"><div class="t m0 x2d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="lsc">(12<span class="ls0"> <span class="ls6">725)</span> </span></span></div></div><div class="c x29 yce wa he"><div class="t m0 x3a hd y64 ff2 fs2 fc0 sc0 ls0 ws0">1 525 </div></div><div class="c xd ycf w4 h1c"><div class="t m0 x16 h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">Income tax on <span class="_ _0"></span>other compre<span class="_ _0"></span>hensive inco<span class="_ _0"></span>me, that will n<span class="_ _0"></span>ot be reclassifie<span class="_ _0"></span>d to profi<span class="_ _0"></span>t </div><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">or loss </div></div><div class="c xf ycf w8 h1c"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ycf w9 h1c"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">21     </span></div></div><div class="c x29 ycf wa h1c"><div class="t m0 x22 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(3)     </span></div></div><div class="c xd yd1 w4 h1a"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Other net compreh<span class="_ _0"></span>ensive inco<span class="_ _0"></span>me </div></div><div class="c xf yd1 w8 h1a"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd1 w9 h1a"><div class="t m0 x2d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(12 704)  </span></div></div><div class="c x29 yd1 wa h1a"><div class="t m0 x3a hd y61 ff2 fs2 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c xd yd2 w4 h12"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd2 w8 h12"><div class="t m0 x10 h6 y80 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd2 w9 h12"><div class="t m0 x2e h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd2 wa h12"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yd3 w4 he"><div class="t m0 x16 hd y66 ff2 fs2 fc0 sc0 ls0 ws0">Total net compreh<span class="_ _0"></span>ensive inco<span class="_ _0"></span>me for the financi<span class="_ _0"></span>al year </div></div><div class="c xf yd3 w8 he"><div class="t m0 x10 h6 yd4 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd3 w9 he"><div class="t m0 x33 hd y66 ff2 fs2 fc0 sc0 ls0 ws0">74 492 </div></div><div class="c x29 yd3 wa he"><div class="t m0 x33 hd y66 ff2 fs2 fc0 sc0 ls0 ws0">69 940 </div></div><div class="c xd yd5 w4 hf"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd5 w8 hf"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd5 w9 hf"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd5 wa hf"><div class="t m0 x2e h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yd6 w4 he"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd6 w8 he"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd6 w9 he"><div class="t m0 x32 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yd6 wa he"><div class="t m0 x32 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yd7 w4 hf"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Net comprehensi<span class="_ _0"></span>ve income for t<span class="_ _0"></span>he year attributabl<span class="_ _0"></span>e to: </div></div><div class="c xf yd7 w8 hf"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd7 w9 hf"><div class="t m0 x32 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yd7 wa hf"><div class="t m0 x32 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yd8 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Shareholde<span class="_ _0"></span>rs of the Pare<span class="_ _0"></span>nt Company </div></div><div class="c xf yd8 w8 he"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd8 w9 he"><div class="t m0 x33 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">74 492 </div></div><div class="c x29 yd8 wa he"><div class="t m0 x33 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">69 940 </div></div><div class="c xd yd9 w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 lsb ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf yd9 w8 he"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yd9 w9 he"><div class="t m0 xb h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x29 yd9 wa he"><div class="t m0 xb h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xd y1b w4 h10"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y1b w8 h10"><div class="t m0 x10 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y1b w9 h10"><div class="t m0 x32 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y1b wa h10"><div class="t m0 x32 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yda w4 h12"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Other comprehensi<span class="_ _0"></span>ve income at<span class="_ _0"></span>tributabl<span class="_ _0"></span>e to:  </div></div><div class="c xf yda w8 h12"><div class="t m0 x10 h6 y1 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x27 yda w9 h12"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yda wa h12"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd ydb w4 he"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Shareholde<span class="_ _0"></span>rs of the Pare<span class="_ _0"></span>nt Company </div></div><div class="c xf ydb w8 he"><div class="t m0 x10 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ydb w9 he"><div class="t m0 x19 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(12 704)  </span></div></div><div class="c x29 ydb wa he"><div class="t m0 x3a h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c xd ydc w4 h1d"><div class="t m0 x24 h6 yb9 ff1 fs2 fc0 sc0 lsb ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf ydc w8 h1d"><div class="t m0 x10 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ydc w9 h1d"><div class="t m0 x2c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x29 ydc wa h1d"><div class="t m0 xb h6 yb9 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 ydd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 yde ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 ydf ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:699.600000px;bottom:1207.480000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf7" class="pf wf h1e" ><div class="pc pc7 wf h1e"><img class="bi x3b ye0 w10 h1f" alt="" 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"/><div class="c x0 y1 w11 h1e"><div class="t m0 x3c h4 ye1 ff2 fs1 fc0 sc0 ls1 ws0">   <span class="ls0"> TOYA S.A. CAPITAL GROUP </span></div><div class="t m0 x3d h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x3e h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x3f h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x40 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x41 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">7<span class="ff3 fs5"> </span></div><div class="t m0 x42 h9 ye4 ff2 fs0 fc2 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of chan<span class="_ _0"></span>ges in equity </div><div class="t m0 x42 h16 ye5 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 ye6 w12 h20"><div class="t m0 x43 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x44 ye6 w13 h20"><div class="t m0 x36 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x45 ye6 w14 h20"><div class="t m0 x24 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">Share premium </div></div><div class="c x46 ye6 w15 h20"><div class="t m0 x24 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">Own shares </div></div><div class="c x47 ye6 w15 h20"><div class="t m0 x48 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">Reserve capital </div><div class="t m0 x42 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x49 ye6 w16 h20"><div class="t m0 x30 hd ye9 ff2 fs2 fc0 sc0 ls0 ws0">Exchange differenc<span class="_ _0"></span>es </div><div class="t m0 x16 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">from translating for<span class="_ _5"></span>eign </div><div class="t m0 xa hd y74 ff2 fs2 fc0 sc0 ls0 ws0">entities </div></div><div class="c x4a ye6 w17 h20"><div class="t m0 x4b hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">Other capitals<span class="_ _0"></span> </div></div><div class="c x4c ye6 w18 h20"><div class="t m0 x23 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">Retained </div><div class="t m0 x1a hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">earnings </div></div><div class="c x4d ye6 w19 h20"><div class="t m0 x2f hd yea ff2 fs2 fc0 sc0 ls0 ws0">Attributable to </div><div class="t m0 x36 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">shareholders of </div><div class="t m0 x25 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">the Parent </div><div class="t m0 x1a hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Company </div></div><div class="c x4e ye6 w1a h20"><div class="t m0 x23 hd ye7 ff2 fs2 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c x42 yeb w12 h21"><div class="t m0 x15 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x44 yeb w13 h21"><div class="t m0 x4f h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 yeb w14 h21"><div class="t m0 x50 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x46 yeb w15 h21"><div class="t m0 x33 h6 yed ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yeb w15 h21"><div class="t m0 x33 h6 yed ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 yeb w16 h21"><div class="t m0 x51 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4a yeb w17 h21"><div class="t m0 x2 h6 yed ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4c yeb w18 h21"><div class="t m0 x33 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d yeb w19 h21"><div class="t m0 x3a h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e yeb w1a h21"><div class="t m0 x39 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x42 yee w12 h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c x44 yee w13 h22"><div class="t m0 x52 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">7 504      </span></div></div><div class="c x45 yee w14 h22"><div class="t m0 x48 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">35 677      </span></div></div><div class="c x46 yee w15 h22"><div class="t m0 x18 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x47 yee w15 h22"><div class="t m0 x1d hd yef ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">100 329      </span></div></div><div class="c x49 yee w16 h22"><div class="t m0 x18 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(6 980)     </span></div></div><div class="c x4a yee w17 h22"><div class="t m0 x1d hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(89)     </span></div></div><div class="c x4c yee w18 h22"><div class="t m0 x2f hd yef ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">353 450      </span></div></div><div class="c x4d yee w19 h22"><div class="t m0 x10 hd yef ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">489 891      </span></div></div><div class="c x4e yee w1a h22"><div class="t m0 x31 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">489 891      </span></div></div><div class="c x42 yf0 w12 h23"><div class="t m0 x15 h24 yf1 ff4 fs2 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x44 yf0 w13 h23"><div class="t m0 x4f hd yf1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 yf0 w14 h23"><div class="t m0 x50 hd yf1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x46 yf0 w15 h23"><div class="t m0 x33 hd yf2 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yf0 w15 h23"><div class="t m0 x33 hd yf2 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 yf0 w16 h23"><div class="t m0 x51 hd yf1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4a yf0 w17 h23"><div class="t m0 x53 hd yf1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c yf0 w18 h23"><div class="t m0 x33 hd yf1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d yf0 w19 h23"><div class="t m0 x2a hd yf1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e yf0 w1a h23"><div class="t m0 x15 h6 yf1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yf3 w12 h25"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x44 yf3 w13 h25"><div class="t m0 x2 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x45 yf3 w14 h25"><div class="t m0 x54 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf3 w15 h25"><div class="t m0 x55 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x47 yf3 w15 h25"><div class="t m0 x55 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf3 w16 h25"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                                               <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4a yf3 w17 h25"><div class="t m0 x18 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4c yf3 w18 h25"><div class="t m0 x56 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">87 196      </span></div></div><div class="c x4d yf3 w19 h25"><div class="t m0 x57 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">87 196      </span></div></div><div class="c x4e yf3 w1a h25"><div class="t m0 x57 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">87 196      </span></div></div><div class="c x42 yf4 w12 h22"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive i<span class="_ _0"></span>ncome </div></div><div class="c x44 yf4 w13 h22"><div class="t m0 x2 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x45 yf4 w14 h22"><div class="t m0 x54 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf4 w15 h22"><div class="t m0 x55 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x47 yf4 w15 h22"><div class="t m0 x55 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf4 w16 h22"><div class="t m0 x48 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">(12 616)     </span></div></div><div class="c x4a yf4 w17 h22"><div class="t m0 x24 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(88)     </span></div></div><div class="c x4c yf4 w18 h22"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf4 w19 h22"><div class="t m0 x36 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(12 704)     </span></div></div><div class="c x4e yf4 w1a h22"><div class="t m0 x36 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">(12 704)     </span></div></div><div class="c x42 yf5 w12 h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Total comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x44 yf5 w13 h26"><div class="t m0 x2 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x45 yf5 w14 h26"><div class="t m0 x54 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf5 w15 h26"><div class="t m0 x55 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x47 yf5 w15 h26"><div class="t m0 x55 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf5 w16 h26"><div class="t m0 x48 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">(12 616)     </span></div></div><div class="c x4a yf5 w17 h26"><div class="t m0 x30 hd yef ff2 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(88)     </span></div></div><div class="c x4c yf5 w18 h26"><div class="t m0 x56 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">87 196      </span></div></div><div class="c x4d yf5 w19 h26"><div class="t m0 x57 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">74 492      </span></div></div><div class="c x4e yf5 w1a h26"><div class="t m0 x57 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">74 492      </span></div></div><div class="c x42 yf6 w12 h26"><div class="t m0 x15 hd yef ff1 fs2 fc0 sc0 ls0 ws0">Repurchase<span class="_ _0"></span> of own share<span class="_ _0"></span>s<span class="ff2"> </span></div></div><div class="c x44 yf6 w13 h26"><div class="t m0 x15 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x45 yf6 w14 h26"><div class="t m0 x58 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x46 yf6 w15 h26"><div class="t m0 x26 hd yef ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(8 090)    <span class="ff2"> </span></span></div></div><div class="c x47 yf6 w15 h26"><div class="t m0 x18 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x49 yf6 w16 h26"><div class="t m0 x10 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                                       <span class="_ _1"></span><span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x4a yf6 w17 h26"><div class="t m0 x16 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x4c yf6 w18 h26"><div class="t m0 x59 hd yef ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x4d yf6 w19 h26"><div class="t m0 x38 hd yef ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(8 090)    <span class="ff2"> </span></span></div></div><div class="c x4e yf6 w1a h26"><div class="t m0 x5a hd yef ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(8 090)    <span class="ff2"> </span></span></div></div><div class="c x42 yf7 w12 h27"><div class="t m0 x15 h6 yf8 ff1 fs2 fc0 sc0 ls0 ws0">Settlement<span class="_ _0"></span> of the re<span class="_ _0"></span>serve capital </div><div class="t m0 x15 h6 yea ff1 fs2 fc0 sc0 ls0 ws0">created <span class="_ _0"></span>for the repur<span class="_ _0"></span>chase of own </div><div class="t m0 x15 h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">shares in <span class="_ _0"></span>accordance wi<span class="_ _0"></span>th Article 363 </div><div class="t m0 x15 h6 yc8 ff5 fs2 fc0 sc0 ls0 ws0">§ 6 of the<span class="_ _0"></span> Polish Commercial<span class="_ _0"></span> </div><div class="t m0 x15 hd y61 ff1 fs2 fc0 sc0 ls0 ws0">Companies Code<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x44 yf7 w13 h27"><div class="t m0 x15 hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x45 yf7 w14 h27"><div class="t m0 x58 hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x46 yf7 w15 h27"><div class="t m0 x18 hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x47 yf7 w15 h27"><div class="t m0 x1d hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(8 090)    <span class="ff2"> </span></span></div></div><div class="c x49 yf7 w16 h27"><div class="t m0 x5a hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                                       <span class="_ _1"></span><span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x4a yf7 w17 h27"><div class="t m0 x10 hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c x4c yf7 w18 h27"><div class="t m0 x57 hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">8 090     <span class="ff2"> </span></span></div></div><div class="c x4d yf7 w19 h27"><div class="t m0 x5b hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x4e yf7 w1a h27"><div class="t m0 x5a hd ye8 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x42 yf9 w12 h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Total changes i<span class="_ _0"></span>n equity </div></div><div class="c x44 yf9 w13 h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x45 yf9 w14 h22"><div class="t m0 x58 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x46 yf9 w15 h22"><div class="t m0 x16 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(8 090)     </span></div></div><div class="c x47 yf9 w15 h22"><div class="t m0 x16 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(8 090)     </span></div></div><div class="c x49 yf9 w16 h22"><div class="t m0 x48 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">(12 616)     </span></div></div><div class="c x4a yf9 w17 h22"><div class="t m0 x30 hd yef ff2 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(88)     </span></div></div><div class="c x4c yf9 w18 h22"><div class="t m0 x56 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">95 286      </span></div></div><div class="c x4d yf9 w19 h22"><div class="t m0 x57 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">66 402      </span></div></div><div class="c x4e yf9 w1a h22"><div class="t m0 x57 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">66 402      </span></div></div><div class="c x42 yfa w12 h26"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c x44 yfa w13 h26"><div class="t m0 x52 hd yfb ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">7 504      </span></div></div><div class="c x45 yfa w14 h26"><div class="t m0 x58 hd yfb ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">35 677      </span></div></div><div class="c x46 yfa w15 h26"><div class="t m0 x1d hd yfb ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(8 090)     </span></div></div><div class="c x47 yfa w15 h26"><div class="t m0 x2b hd yfb ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">92 239      </span></div></div><div class="c x49 yfa w16 h26"><div class="t m0 x48 hd yfb ff2 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">(19 596)     </span></div></div><div class="c x4a yfa w17 h26"><div class="t m0 x10 hd yfb ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">(177)     </span></div></div><div class="c x4c yfa w18 h26"><div class="t m0 x26 hd yfb ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">448 736      </span></div></div><div class="c x4d yfa w19 h26"><div class="t m0 x2f hd yfb ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">556 293      </span></div></div><div class="c x4e yfa w1a h26"><div class="t m0 x2f hd yfb ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">556 293      </span></div></div><div class="c x0 y1 w11 h1e"><div class="t m0 x42 h6 yfc ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yfd w1b h28"><div class="t m0 x3a hd yfe ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c yfd w1c h28"><div class="t m0 x36 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x5d yfd w1d h28"><div class="t m0 x1f hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Share premium </div></div><div class="c x5e yfd w1e h28"><div class="t m0 x30 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Own shares </div></div><div class="c x11 yfd w1f h28"><div class="t m0 x56 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">Reserve capital </div><div class="t m0 x5f hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x60 yfd w20 h28"><div class="t m0 x10 hd ye9 ff2 fs2 fc0 sc0 ls0 ws0">Exchange differenc<span class="_ _0"></span>es </div><div class="t m0 x56 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">from translating for<span class="_ _5"></span>eign </div><div class="t m0 x2a hd y74 ff2 fs2 fc0 sc0 ls0 ws0">entities </div></div><div class="c x61 yfd w21 h28"><div class="t m0 x62 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Other capitals<span class="_ _0"></span> </div></div><div class="c x63 yfd w22 h28"><div class="t m0 x1f hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">Retained </div><div class="t m0 x22 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">earnings </div></div><div class="c x64 yfd w23 h28"><div class="t m0 x2f hd yea ff2 fs2 fc0 sc0 ls0 ws0">Attributable to </div><div class="t m0 x59 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0">shareholders of </div><div class="t m0 x23 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">the Parent </div><div class="t m0 x65 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Company </div></div><div class="c x66 yfd w24 h28"><div class="t m0 x23 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c x42 y2e w1b h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y2e w1c h26"><div class="t m0 x4f h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x5d y2e w1d h26"><div class="t m0 x67 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x5e y2e w1e h26"><div class="t m0 x68 h6 yb9 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y2e w1f h26"><div class="t m0 x68 h6 yb9 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y2e w20 h26"><div class="t m0 x69 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 y2e w21 h26"><div class="t m0 x6a h6 yb9 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x63 y2e w22 h26"><div class="t m0 x5f h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y2e w23 h26"><div class="t m0 x3a h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x66 y2e w24 h26"><div class="t m0 x54 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x42 yff w1b h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>024 </div></div><div class="c x5c yff w1c h26"><div class="t m0 x57 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">7 504      </span></div></div><div class="c x5d yff w1d h26"><div class="t m0 x1f hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">35 677      </span></div></div><div class="c x5e yff w1e h26"><div class="t m0 xd hd yef ff1 fs2 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x11 yff w1f h26"><div class="t m0 x62 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">329      </span></div></div><div class="c x60 yff w20 h26"><div class="t m0 x52 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">(8 487)     </span></div></div><div class="c x61 yff w21 h26"><div class="t m0 x1f hd yef ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">(104)     </span></div></div><div class="c x63 yff w22 h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">385 032      </span></div></div><div class="c x64 yff w23 h26"><div class="t m0 x2f hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">419 951      </span></div></div><div class="c x66 yff w24 h26"><div class="t m0 x2f hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">419 951      </span></div></div><div class="c x42 y100 w1b h22"><div class="t m0 x15 h24 yef ff4 fs2 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x5c y100 w1c h22"><div class="t m0 x4f hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x5d y100 w1d h22"><div class="t m0 x67 hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x5e y100 w1e h22"><div class="t m0 x68 h6 y101 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y100 w1f h22"><div class="t m0 x68 h6 y101 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y100 w20 h22"><div class="t m0 x69 hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x61 y100 w21 h22"><div class="t m0 x6b hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x63 y100 w22 h22"><div class="t m0 x5f hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x64 y100 w23 h22"><div class="t m0 x2a h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y100 w24 h22"><div class="t m0 x6c h6 yef ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y103 w1b h22"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x5c y103 w1c h22"><div class="t m0 x2 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y103 w1d h22"><div class="t m0 x6d h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y103 w1e h22"><div class="t m0 xd h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y103 w1f h22"><div class="t m0 xd h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y103 w20 h22"><div class="t m0 x38 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                                       <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x61 y103 w21 h22"><div class="t m0 x5a h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x63 y103 w22 h22"><div class="t m0 x48 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x64 y103 w23 h22"><div class="t m0 x24 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x66 y103 w24 h22"><div class="t m0 x10 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">68 418      </span></div></div><div class="c x42 y104 w1b h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive i<span class="_ _0"></span>ncome </div></div><div class="c x5c y104 w1c h26"><div class="t m0 x2 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y104 w1d h26"><div class="t m0 x6d h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y104 w1e h26"><div class="t m0 xd h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y104 w1f h26"><div class="t m0 xd h6 yef ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y104 w20 h26"><div class="t m0 x5b h6 yef ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">1 507</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x61 y104 w21 h26"><div class="t m0 x30 h6 yef ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">15      </span></div></div><div class="c x63 y104 w22 h26"><div class="t m0 x6e h6 yef ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x64 y104 w23 h26"><div class="t m0 x6f h6 yef ff1 fs2 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x66 y104 w24 h26"><div class="t m0 x70 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x42 y105 w1b h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Total comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x5c y105 w1c h22"><div class="t m0 x70 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y105 w1d h22"><div class="t m0 x6d hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y105 w1e h22"><div class="t m0 xd hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y105 w1f h22"><div class="t m0 xd hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y105 w20 h22"><div class="t m0 x5b hd yef ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">1 507      </span></div></div><div class="c x61 y105 w21 h22"><div class="t m0 x22 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">15      </span></div></div><div class="c x63 y105 w22 h22"><div class="t m0 x48 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x64 y105 w23 h22"><div class="t m0 x24 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">69 940      </span></div></div><div class="c x66 y105 w24 h22"><div class="t m0 x10 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">69 940      </span></div></div><div class="c x42 y106 w1b h22"><div class="t m0 x15 hd yef ff1 fs2 fc0 sc0 ls0 ws0">Repurchase<span class="_ _0"></span> of own share<span class="_ _0"></span>s<span class="ff2"> </span></div></div><div class="c x5c y106 w1c h22"><div class="t m0 x70 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y106 w1d h22"><div class="t m0 x6d hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y106 w1e h22"><div class="t m0 xd hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 y106 w1f h22"><div class="t m0 xd hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y106 w20 h22"><div class="t m0 x71 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y106 w21 h22"><div class="t m0 x9 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y106 w25 h22"><div class="t m0 x5f hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4d y106 w26 h22"><div class="t m0 x3a hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y106 w27 h22"><div class="t m0 x39 hd yef ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y107 w1b h29"><div class="t m0 x15 h6 y108 ff1 fs2 fc0 sc0 ls0 ws0">Settlement<span class="_ _0"></span> of the re<span class="_ _0"></span>serve capital </div><div class="t m0 x15 h6 y109 ff1 fs2 fc0 sc0 ls0 ws0">created <span class="_ _0"></span>for the repur<span class="_ _0"></span>chase of own </div><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">shares  </div></div><div class="c x5c y107 w1c h29"><div class="t m0 x70 hd y109 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x5d y107 w1d h29"><div class="t m0 x6d hd y109 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x5e y107 w1e h29"><div class="t m0 xd hd y109 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x11 y107 w1f h29"><div class="t m0 x12 h6 y109 ff1 fs2 fc0 sc0 ls6 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x60 y107 w20 h29"><div class="t m0 x71 hd y109 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x61 y107 w21 h29"><div class="t m0 x9 hd y109 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x63 y107 w22 h29"><div class="t m0 x1f h6 y109 ff1 fs2 fc0 sc0 ls0 ws0">(100 <span class="ls6">000)</span> </div></div><div class="c x64 y107 w23 h29"><div class="t m0 x3a h6 y109 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y107 w24 h29"><div class="t m0 x39 h6 y109 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y10a w1b h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Total changes i<span class="_ _0"></span>n equity </div></div><div class="c x5c y10a w1c h22"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x5d y10a w1d h22"><div class="t m0 x26 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x5e y10a w1e h22"><div class="t m0 x38 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11 y10a w1f h22"><div class="t m0 x36 hd yef ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">100 000      </span></div></div><div class="c x60 y10a w20 h22"><div class="t m0 x5b hd yef ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">1 507      </span></div></div><div class="c x61 y10a w21 h22"><div class="t m0 x2f hd yef ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">15      </span></div></div><div class="c x63 y10a w22 h22"><div class="t m0 x52 hd yef ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(31 582)     </span></div></div><div class="c x64 y10a w23 h22"><div class="t m0 x24 hd yef ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">69 940      </span></div></div><div class="c x66 y10a w24 h22"><div class="t m0 x10 hd yef ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">69 940      </span></div></div><div class="c x42 y10b w1b h26"><div class="t m0 x15 hd y10c ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x5c y10b w1c h26"><div class="t m0 x52 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">7 504      </span></div></div><div class="c x5d y10b w1d h26"><div class="t m0 x26 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">35 677      </span></div></div><div class="c x5e y10b w1e h26"><div class="t m0 x24 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11 y10b w1f h26"><div class="t m0 x72 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">100 329      </span></div></div><div class="c x60 y10b w20 h26"><div class="t m0 x1d hd y10c ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(6 980)     </span></div></div><div class="c x61 y10b w21 h26"><div class="t m0 x2b hd y10c ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(89)     </span></div></div><div class="c x63 y10b w22 h26"><div class="t m0 x58 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">353 450      </span></div></div><div class="c x64 y10b w23 h26"><div class="t m0 x10 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">489 891      </span></div></div><div class="c x66 y10b w24 h26"><div class="t m0 x31 hd y10c ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">489 891      </span></div></div><div class="c x0 y1 w11 h1e"><div class="t m0 x42 h6 y10d ff1 fs2 fc0 sc0 ls9 ws0">(*) <span class="_ _1"></span><span class="ff5 ls0">Under <span class="_ _1"></span>the <span class="_ _1"></span>“reserve <span class="_ _1"></span>capital” <span class="_ _1"></span>item, <span class="_ _1"></span>a <span class="_ _c"></span>change <span class="_ _1"></span>in <span class="_ _1"></span>presentatio<span class="_ _0"></span>n <span class="_ _1"></span>was <span class="_ _c"></span>made <span class="_ _1"></span>compared <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>data <span class="_ _1"></span>published <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>annual <span class="_ _1"></span>report <span class="_ _1"></span>for <span class="_ _1"></span>2<span class="_ _1"></span><span class="ff1">024, <span class="_ _c"></span>whereby <span class="_ _1"></span>the <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>PLN <span class="_ _1"></span>100,000 <span class="_ _1"></span>thousand <span class="_ _1"></span>resulting <span class="_ _1"></span>from <span class="_ _1"></span>the <span class="_ _1"></span>reserve <span class="_ _1"></span>capital </span></span></div><div class="t m0 x42 h16 y10e ff5 fs2 fc0 sc0 ls0 ws0">establish<span class="_ _0"></span>ed for the re<span class="_ _0"></span>purchase of the<span class="_ _0"></span> Company’s own shares was re<span class="_ _0"></span>classified <span class="_ _0"></span>from the “r<span class="_ _0"></span>etained earnings” i<span class="_ _0"></span>tem to t<span class="_ _0"></span>he “reserve<span class="_ _0"></span> capital” item.<span class="ff3 fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x77 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">8<span class="ff3 fs5"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 ls0 ws0">Consolidated c<span class="_ _0"></span>ash flow statem<span class="_ _0"></span>ent </div><div class="t m0 x9 h17 y10f ff2 fs5 fc4 sc0 ls0 ws0"> </div></div><div class="c x9 y110 w29 h1c"><div class="t m0 x78 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y110 w2a h1c"><div class="t m0 x26 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Note </div></div><div class="c x7a y110 w2b h1c"><div class="t m0 x7b hd yd0 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x7c y110 w2c h1c"><div class="t m0 x7b hd yd0 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x9 y111 w29 h10"><div class="t m0 x78 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y111 w2a h10"><div class="t m0 x15 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y111 w2b h10"><div class="t m0 x7d hd y112 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c x7c y111 w2c h10"><div class="t m0 x7d hd y112 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x9 y113 w29 h10"><div class="t m0 x15 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y113 w2a h10"><div class="t m0 x5a h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y113 w2b h10"><div class="t m0 x7e h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y113 w2c h10"><div class="t m0 x7e h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 yca w29 h10"><div class="t m0 x16 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m operating activi<span class="_ _0"></span>ties </div></div><div class="c x79 yca w2a h10"><div class="t m0 x5a h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a yca w2b h10"><div class="t m0 x7e hd y112 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c yca w2c h10"><div class="t m0 x7e h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y114 w29 h10"><div class="t m0 x24 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c x79 y114 w2a h10"><div class="t m0 x5a h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y114 w2b h10"><div class="t m0 x6f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">109 105      </span></div></div><div class="c x7c y114 w2c h10"><div class="t m0 x7f hd y112 ff2 fs2 fc0 sc0 ls0 ws0">85 883 </div></div><div class="c x9 y115 w29 h2a"><div class="t m0 x24 hd y116 ff2 fs2 fc0 sc0 ls0 ws0">Adjustments for<span class="_ _0"></span>: </div></div><div class="c x79 y115 w2a h2a"><div class="t m0 x5a hd y116 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y115 w2b h2a"><div class="t m0 x80 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(21 525)     </span></div></div><div class="c x7c y115 w2c h2a"><div class="t m0 x81 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(108 498)     </span></div></div><div class="c x9 y117 w29 h10"><div class="t m0 x28 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>and deprec<span class="_ _0"></span>iation </div></div><div class="c x79 y117 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">27<span class="ls0"> </span></div></div><div class="c x7a y117 w2b h10"><div class="t m0 x7f h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">20 137 </div></div><div class="c x7c y117 w2c h10"><div class="t m0 x7f h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">19 432 </div></div><div class="c x9 y118 w29 h10"><div class="t m0 x28 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Net int<span class="_ _0"></span>erest </div></div><div class="c x79 y118 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x7a y118 w2b h10"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">514      </span></div></div><div class="c x7c y118 w2c h10"><div class="t m0 xb h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">1 484 </div></div><div class="c x9 y119 w29 h10"><div class="t m0 x28 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Profit/Loss<span class="_ _0"></span> on investing act<span class="_ _0"></span>ivities </div></div><div class="c x79 y119 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">29<span class="ls0"> </span></div></div><div class="c x7a y119 w2b h10"><div class="t m0 x81 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(734)     </span></div></div><div class="c x7c y119 w2c h10"><div class="t m0 x83 h6 y5e ff1 fs2 fc0 sc0 ls9 ws0">(1<span class="ls0"> <span class="ls6">334)</span> </span></div></div><div class="c x9 y11a w29 h10"><div class="t m0 x28 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Foreign excha<span class="_ _0"></span>nge gains/losse<span class="_ _0"></span>s </div></div><div class="c x79 y11a w2a h10"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y11a w2b h10"><div class="t m0 x42 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">401      </span></div></div><div class="c x7c y11a w2c h10"><div class="t m0 x32 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">(241) </div></div><div class="c x9 y11b w29 h2b"><div class="t m0 x28 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Other adju<span class="_ _0"></span>stments </div></div><div class="c x79 y11b w2a h2b"><div class="t m0 x10 hd yec ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y11b w2b h2b"><div class="t m0 x81 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(44)     </span></div></div><div class="c x7c y11b w2c h2b"><div class="t m0 x84 h6 y112 ff1 fs2 fc0 sc0 ls6 ws0">35<span class="ls0"> </span></div></div><div class="c x9 y11c w29 h10"><div class="t m0 x28 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y11c w2a h10"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y11c w2b h10"><div class="t m0 x7e hd y112 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y11c w2c h10"><div class="t m0 x7e hd y112 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y11d w29 h10"><div class="t m0 x85 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">Changes in balan<span class="_ _0"></span>ce sheet ite<span class="_ _0"></span>ms: </div></div><div class="c x79 y11d w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y11d w2b h10"><div class="t m0 x7e h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y11d w2c h10"><div class="t m0 x7e h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y11e w29 h10"><div class="t m0 x85 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r receivables </div></div><div class="c x79 y11e w2a h10"><div class="t m0 x2f h6 y112 ff1 fs2 fc0 sc0 ls6 ws0">15<span class="ls0"> </span></div></div><div class="c x7a y11e w2b h10"><div class="t m0 x86 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(6 461)     </span></div></div><div class="c x7c y11e w2c h10"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(47 024)     </span></div></div><div class="c x9 y11f w29 h10"><div class="t m0 x85 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x79 y11f w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">15<span class="ls0"> </span></div></div><div class="c x7a y11f w2b h10"><div class="t m0 x6f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">27 042      </span></div></div><div class="c x7c y11f w2c h10"><div class="t m0 x81 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(208 885)     </span></div></div><div class="c x9 y120 w29 h10"><div class="t m0 x85 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x79 y120 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">15<span class="ls0"> </span></div></div><div class="c x7a y120 w2b h10"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">438      </span></div></div><div class="c x7c y120 w2c h10"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">411      </span></div></div><div class="c x9 y121 w29 h10"><div class="t m0 x85 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r payables </div></div><div class="c x79 y121 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">15<span class="ls0"> </span></div></div><div class="c x7a y121 w2b h10"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(66 967)     </span></div></div><div class="c x7c y121 w2c h10"><div class="t m0 x6f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">125 718      </span></div></div><div class="c x9 y122 w29 h10"><div class="t m0 x85 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee benef<span class="_ _0"></span>it liabilities </div></div><div class="c x79 y122 w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">15<span class="ls0"> </span></div></div><div class="c x7a y122 w2b h10"><div class="t m0 x3b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">4 149      </span></div></div><div class="c x7c y122 w2c h10"><div class="t m0 x3b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 906      </span></div></div><div class="c x9 y123 w29 h10"><div class="t m0 x24 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Cash from acti<span class="_ _0"></span>vities </div></div><div class="c x79 y123 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y123 w2b h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">87 580 </div></div><div class="c x7c y123 w2c h10"><div class="t m0 x50 hd y5e ff2 fs2 fc0 sc0 lsc ws0">(22<span class="ls0"> <span class="ls6">615)</span> </span></div></div><div class="c x9 y124 w29 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Income tax pai<span class="_ _0"></span>d </div></div><div class="c x79 y124 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y124 w2b h10"><div class="t m0 x50 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">(19 778) </div></div><div class="c x7c y124 w2c h10"><div class="t m0 x50 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">(17 <span class="ls6">469)</span> </div></div><div class="c x9 y125 w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Net cash from operati<span class="_ _0"></span>ng activi<span class="_ _0"></span>ties </div></div><div class="c x79 y125 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y125 w2b h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">67 802 </div></div><div class="c x7c y125 w2c h10"><div class="t m0 x50 hd y5e ff2 fs2 fc0 sc0 lsc ws0">(40<span class="ls0"> <span class="ls6">084)</span> </span></div></div><div class="c x9 y126 w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y126 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y126 w2b h10"><div class="t m0 x7e hd y5e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y126 w2c h10"><div class="t m0 x7e hd y5e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y127 w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m investing activit<span class="_ _0"></span>ies </div></div><div class="c x79 y127 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y127 w2b h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y127 w2c h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y128 w29 h1a"><div class="t m0 x30 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Sale of pr<span class="_ _0"></span>operty, plant<span class="_ _0"></span> and equipment  </div></div><div class="c x79 y128 w2a h1a"><div class="t m0 x10 h6 y129 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y128 w2b h1a"><div class="t m0 x3b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 849      </span></div></div><div class="c x7c y128 w2c h1a"><div class="t m0 x3b h6 y5e ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">2 400      </span></div></div><div class="c x9 y12a w29 h10"><div class="t m0 x30 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Purchases of<span class="_ _0"></span> property<span class="_ _0"></span>, plant and equipment a<span class="_ _0"></span>nd intangibl<span class="_ _0"></span>e assets </div></div><div class="c x79 y12a w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12a w2b h10"><div class="t m0 x86 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(6 844)     </span></div></div><div class="c x7c y12a w2c h10"><div class="t m0 x82 h6 y5e ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(17 659)     </span></div></div><div class="c x9 y12b w29 h10"><div class="t m0 x30 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> received </div></div><div class="c x79 y12b w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12b w2b h10"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">915      </span></div></div><div class="c x7c y12b w2c h10"><div class="t m0 x3b h6 y5e ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 094      </span></div></div><div class="c x9 y12c w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Net cash from investi<span class="_ _0"></span>ng activi<span class="_ _0"></span>ties </div></div><div class="c x79 y12c w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12c w2b h10"><div class="t m0 x86 hd y5e ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(4 080) </span></div></div><div class="c x7c y12c w2c h10"><div class="t m0 x81 hd y5e ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(14 165) </span></div></div><div class="c x9 y12d w29 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y12d w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12d w2b h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y12d w2c h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y12e w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m financing activit<span class="_ _0"></span>ies </div></div><div class="c x79 y12e w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12e w2b h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y12e w2c h10"><div class="t m0 x7e h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y12f w29 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Proceeds f<span class="_ _0"></span>rom loans </div></div><div class="c x79 y12f w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y12f w2b h10"><div class="t m0 x7f h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">30 917 </div></div><div class="c x7c y12f w2c h10"><div class="t m0 x87 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">65 318      </span></div></div><div class="c x9 y130 w29 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Repayments <span class="_ _0"></span>of loans </div></div><div class="c x79 y130 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y130 w2b h10"><div class="t m0 x82 h6 y5e ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(46 648)     </span></div></div><div class="c x7c y130 w2c h10"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(31 971)     </span></div></div><div class="c x9 y131 w29 h10"><div class="t m0 x24 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Repayment o<span class="_ _0"></span>f lease liabil<span class="_ _0"></span>ities </div></div><div class="c x79 y131 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y131 w2b h10"><div class="t m0 x50 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">(10 <span class="ls6">774)</span> </div></div><div class="c x7c y131 w2c h10"><div class="t m0 x86 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(8 055)     </span></div></div><div class="c x9 y132 w29 h2c"><div class="t m0 x24 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> paid on loans </div></div><div class="c x79 y132 w2a h2c"><div class="t m0 x10 h6 yec ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y132 w2b h2c"><div class="t m0 x86 h6 y112 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(330)     </span></div></div><div class="c x7c y132 w2c h2c"><div class="t m0 x81 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(652)     </span></div></div><div class="c x9 y133 w29 h10"><div class="t m0 x24 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span>s paid on leases </div></div><div class="c x79 y133 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y133 w2b h10"><div class="t m0 x86 h6 y112 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(1 546)     </span></div></div><div class="c x7c y133 w2c h10"><div class="t m0 x86 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(1 925)     </span></div></div><div class="c x9 y134 w29 h10"><div class="t m0 x24 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Payments for<span class="_ _0"></span> the repurc<span class="_ _0"></span>hase of own shares </div></div><div class="c x79 y134 w2a h10"><div class="t m0 x10 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y134 w2b h10"><div class="t m0 x86 h6 y112 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(8 090)     </span></div></div><div class="c x7c y134 w2c h10"><div class="t m0 x6f h6 y112 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x9 y135 w29 h10"><div class="t m0 x16 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">Net cash from financin<span class="_ _5"></span>g activities </div></div><div class="c x79 y135 w2a h10"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y135 w2b h10"><div class="t m0 x81 hd y112 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(36 471) </span></div></div><div class="c x7c y135 w2c h10"><div class="t m0 x87 hd y112 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">22 715 </span></div></div><div class="c x9 y136 w29 h2b"><div class="t m0 x16 hd y137 ff2 fs2 fc0 sc0 ls0 ws0">Change in cash befo<span class="_ _5"></span>r<span class="_ _1"></span>e exchan<span class="_ _0"></span>ge rate di<span class="_ _0"></span>fferences </div></div><div class="c x79 y136 w2a h2b"><div class="t m0 x10 h2d y138 ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y136 w2b h2b"><div class="t m0 x6f hd y137 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">27 251 </span></div></div><div class="c x7c y136 w2c h2b"><div class="t m0 x50 hd y137 ff2 fs2 fc0 sc0 lsc ws0">(31<span class="ls0"> <span class="ls6">534)</span> </span></div></div><div class="c x9 y139 w29 h10"><div class="t m0 x24 h6 y112 ff1 fs2 fc0 sc0 ls0 ws0">Effect of t<span class="_ _0"></span>ranslation of c<span class="_ _0"></span>ash and cash equival<span class="_ _0"></span>ents </div></div><div class="c x79 y139 w2a h10"><div class="t m0 x10 h6 y74 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y139 w2b h10"><div class="t m0 x86 h6 y112 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls9">(2<span class="ls0"> <span class="ls6">973)</span> </span></span></div></div><div class="c x7c y139 w2c h10"><div class="t m0 x88 h6 y112 ff1 fs2 fc0 sc0 ls6 ws0">735<span class="ls0"> </span></div></div><div class="c x9 y13a w29 h2c"><div class="t m0 x16 hd y112 ff2 fs2 fc0 sc0 ls0 ws0">Net change in cash<span class="_ _0"></span> </div></div><div class="c x79 y13a w2a h2c"><div class="t m0 x10 h2d yec ff6 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y13a w2b h2c"><div class="t m0 xd hd y112 ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">24 278 </span></div></div><div class="c x7c y13a w2c h2c"><div class="t m0 x50 hd y112 ff2 fs2 fc0 sc0 lsc ws0">(30<span class="ls0"> <span class="ls6">799)</span> </span></div></div><div class="c x9 y13b w29 h10"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y13b w2a h10"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y13b w2b h10"><div class="t m0 x7e hd y5e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x7c y13b w2c h10"><div class="t m0 x7e hd y5e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y13c w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Cash and cash equi<span class="_ _5"></span>v<span class="_ _1"></span>alents at t<span class="_ _0"></span>he beg<span class="_ _0"></span>inning of the pe<span class="_ _0"></span>riod </div></div><div class="c x79 y13c w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x7a y13c w2b h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c x7c y13c w2c h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">69 927 </div></div><div class="c x9 y13d w29 h10"><div class="t m0 x16 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">Cash and cash equi<span class="_ _5"></span>v<span class="_ _1"></span>alents at t<span class="_ _0"></span>he end of t<span class="_ _0"></span>he period </div></div><div class="c x79 y13d w2a h10"><div class="t m0 x2f h6 y5e ff1 fs2 fc0 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x7a y13d w2b h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">63 406 </div></div><div class="c x7c y13d w2c h10"><div class="t m0 x7f hd y5e ff2 fs2 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 hb y13e ff2 fs4 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:1227.460000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:1199.160000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:1170.860000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:1029.360000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:1001.060000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:972.760000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:944.460000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:916.180000px;width:12.610000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:255.280000px;width:12.610000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:613.740000px;bottom:225.980000px;width:12.610000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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NQIDSCQYUQPIpgcqgs96RRKIIZhEDzQq1HVWN4djxqjiDUZ26Z3BwiIohphDKgYAyBCamwExKCKyI3h0X4+z2ShRzYiatNpTo1RoCx9lmVkSBCcVlBlVgZQ94wrIAawjl0AyJoSQ7LW2bZEWHZQaA2yMHbY6+8/oWPfcsnaN192Vim4+4HvfOwzdz62bdcgWzrdH0RpY3wFuIUqAilDJ0mSJEmS/DBmaGMZFEmideSYypk9S1ugMDjvjJN/6sfeeeEZiwgogF4ZDJuxjIAcyNVAgAiEUeuMo9XJ8UjNBgQSQQDnWJiJsrAfkEAMNnXAUCAWlCPPMQdD1gCoACg0aObIAIapmUsIcj5IIBBQKYLAGQwV4mEJLeeIhJvqDOJmu6TQQvuPPA8MALYpX9EAC6iAFRApA3Kj4ErhBdFkXmMLQKUT2UJNNYOIxzrjgJ+r+kUx1mLccPlZr738rD//7IN/8ek7XaCy2xq6spyZQ3siVUQnSZIkSZL8cGZo9WXGMIhU95ZNZBdeeN5VF61dv3bl2Sed0DWqwRdWgdDKzXRvuKun4jpRTWyaWmiTnYVIm0YeSqQLLfGCMIOYKMaY5WZVSwjKFGkhRQvgHcqInfvnt+3eO9cfHCwta10YXTE1vmxqYs3SiWUuV1Gn0bJo9DPacY77ZTh4sG+LlrBREUjMDVMMueXxdlYQAVAlIUQgKg5MV1GizTKvzQZHE73t5vmSjEyMbERVuOUOzFdz5awUnUhWxbGasQLwg3arUw19qwAAEVuFVpZ1vTX7ZksGxtt5Zuinb77k3W+4ZOvze776ze/c8+3nnpo74Et32KS+HEmSJEmSJD+MGTozrOWcdXzzG69/79tefdIijAM5kKkUqMnWqPplLCkb/5u//cJtdz5woCwqOyXImvqNTAaZViDyJgMgZATcfBFFjTHee1Vdt27d7b/zfhwpsyAICMDXv7X51r+961vfea4XyGb5C8OxTmFzrVtadqysnsrffsNV111x0ZrFY4g1kcAiAF958Dv//UMfFlv0ByUzt/LMaj0/c/iyjef/1m/+SpaRLGR0AR54+IkPfeTWXXv2ubzlBWRsbScO9OJ1l5z/ax942+oJY2EQMd+v/+DPb/3aA4941+lVYQwThspONhzLB//53//q+rWrvXjL7TKwy1tPPjP7h3/5yXlDcTi/uNBffv+7168+oeOw/PSV561b8cvvvf6Rzbv+5198/G92pds1SZIkSZLkFZahlbtQgXpWbxCs+Bhq41xQI8SwRfQCPoyig5qAHK6DCJLY0sr5fif016064dpXT772/DNOOfmUJYsWE4JRtsQAiBhaAAWy8SIcGNjJTYcWPdI/Zd6tgbQhNdC3NoJKkchwJBk0ii+NsyDrYVQYMJxBh3MSl7YGLPagZlRj6e553L9172e+fO9DTz41V68t/ZV20odqDzqrKq2MVEVuI/g7M7jrk9sn/+6Fn3/jeT9343nLuD8Zeir2so3nfPzejXdv2jNAN8/H43CIULfHs6efLFc82/u3G4ZZXApFtP1pM3frNzd/budZsbhJ4iG0DqCeywbZkqx3/TWnrB+XvGZlVFafnpm79YGZg/3zxSG6AzWd0saBfHZfyNd86Ntjv7a2u9rPGuoNeNEf//WDc/t3XXTlJWas3c4Lp/lf/d29V28868qLNhigkxOrXn/28ut+54NbD1f3P7L5qw8/9fTOA88dLGNn2by3aguymdYBMRquHEpmVws0qrKV5uJrNIgEIRUnakTTfZ8kSZIkSXJ8MjRk2OStZlh3ICM2J5P7qIgAEbKc4woZStHtWsv93rRWfac9Gbx43ZXn/cy7bjn9pPFFBgUQNEQf8iznY3tZ0EITOlMMvBpr2kXWU9HCGkAGveArNixkRAyUAM6LTvB1lADL0IAYnDVqwOIlwNushvXA5+/b9Z/++KM8gcNliLGmfDKUs6gGaNVGa8vSH/QgBiaj8cmD0y/+4Z9+crD3hQ+++3Vrxwuytkv4v3/tls2/9Lv7S4hGzTp11DIykf7RH37qp3/7rRMd5Dk8zPYD4Wv3Pu2xHqYPDK2hEKigeOa6lddcdA5iIMsAKtA3H9tyqNfjYlKsAcYAKKhX+qKTf/zWT733ml9ZknHHZVuf2b131wu/8cF3/fZ/+Ss7uWpyvLv5kQf++Pc+eOvH/u6yizaMmpMQAUTMK5eMv+OmS99006UV8IX7d//un3ycQuzXHGEB0+p0QGZYWqihrODCiAAhQKMCosJoXo3UIy9JkiRJkuSf6ujkPquV1cogAKKAkBVT1LDgHFkOl4FNy0yQt2G2X764pxgcXJGVF6xp/9l//pXf/41bLj11fJnxHPveV6wosoJBMYTvfkih3DnLzDFUOpzB4d3x4K6MagMRH8EZhEHW5p1INoLATBCQp1jJcE6qHmIFB8q6gu72WXz2rgengx3ymJgu8hZJDT9YsmJZHgc29FoIqHogceOTsVeimOSl6z52290PPr0dZHu9smAs7+LiV52SozIsQQmU1SFal+9/cfcTz7w4D8zIsIT9+KfuG/gxMgaYh/SMKETHMv3AT/5oi6mwBvBRfCl46rnpYmKKMh7WNbgLFlW4VkfIHHrx0Dcf2+2KAsZu37793e94e8dgdm7uzW+55qfefVEUrWp475umI3pkyZjICBzAASjx+ktXfeKP/817b7p0VVZ26gOrupqVB4dzhwGLstbKR5hR+TYYREI2kpFmT2SSJEmSJEnyT2OPydA1wJFYYIRYYWAdfAArmBBKSLDam+R6vOD1a6auu+Sy9Wu65204aUkHGYYZPCFEctFYVagICKMOyi99yECZAFINXDW7yHEtZE1ELYHs0LQjLDIHphA86jLPHWkdy9nCKKtHqCFhjEpvUKnd2Q//z3//m0e2HbDLTur7ec0K1NHqfNdWeX/+rFPXj3fyHTt2ZMJ9jf1BD8UkROZjsMXK//qJ+y9df9riqYIEE4r33XjhAw89fjha0QydRajmfJhrZfZjn3vuzI2nD0FPbt3zqS9sKbNT1NXgIZsQh5Uphzdev/GS0zPnoRTJlMHkw4CHHt1dka24AhsfO9B5L35sbMlcGfNFSz966203n/v+5d2c1beNEOCMue22rz7+7Ydff/UFeYbxsQJ6dHx5ozAqUacsjbNEwXjb/MefvPKn33jhczt33/vwU488vuWZGT3MDNcSURr2YYxaA2k6gECVIhkgpEqOJEmSJEmS45ahhYwCAhO5GYVNUCEKTgOq2lGYmuhibsslG89/xxtvuOzsJROEwVy5pAOqawgh60KZIU0nZgAKVR112BghoFn6jjh99dKrzzt1rozBB2tApqhN+7E9vf1zHq0Cwz4cZ608lrOrFo+fftbKlgysls6aGOPE5GQgDDw+8sk7737wMemeXtcEbiOU423D0/t+8q3X3HDtxetXIAd27S//+C/vuH/zczsHdUkCMlFb0Ux9Z+/wo7ff84H3X9+RMGb8pacufe8bLv/w5x/rMws7FF0/PJyxfnXz7of2DM9a2frMvZv6WDEkCzsHaziwq+MpJy5+940Xcn/YabVICRRrxRfu2bv7MM3bGrmimNSyyM2BCPS8ismMzZ7ZueORZ3ZfcOqaqYmxZzY/etrKi/PM3HTDNZNtt2/P7hyoysAMHpVdjP5jSA0rNBp41HWryAE3ubx92vL1V16wfs/hN33x4Wdvu/fxF3bsnOkPTdHynoOy2gLEgAEBxIi9dNMnSZIkSZIctwwdyCmgR9oxI6CuciNtrSXOTxR80qLJn/iFH9941ulLW3kGKYDOuEVdw2RgIAIEMAXvmdkYI1GICN9VPGAACuGdb7rs5jddRgZtgxgBg20z+A9/eveX798C6xAqdrn6ysThFRdd9is/ef44wUa0MpQRvoZzqPq44657Wt3Fsz6gbaEMrecO7rrmjBU//paLV4zBAQqctqz4xR+7ufj0nR/+wrdA44CDy2DGhsOZe775+LXXXXP+WkCrbla8/cZrPn33t+eDDIZ9FJasVcWc4tNfvGf8J17/xNbp6QGycYA9JOqw6IDPPHnpaevMCZxLD9RigCup7/zaN6iYgOlDZqGeDXVNXZOZL6Ppdgbl3NLuoi07D1194amr1574l7/9O9ddfXFuTeHwrnde/h//3X85PA+JgRVEYDr6fiQChppmJIrcQD00Gsqs2o7hk5bgva8/9dKNpz70zWdu/8JdW1/Y07J5dJ2BaKBMmEaNtklAaSU6SZIkSZLkOGVoMTliIKhhVfFOhgX6qyfaF5y27qxTV1123mnrT5x0BAN18E6DQYQANsPCeJRIsKCMXZP6DJvv+ZCkYTwzLRrNT7EQGC3VnDwJU86YllWpyIqJFUk55kR7+1dZTACOI4BoTN0CgC1PbRv0pcqicTFQRB0ZMm7Kd7/+3DUtdBWQEqGGLTYsy37hXa+779tbt8z0xXQgQB1h8+f2H/j8Vx885ycuyyVQ7K0/Ycnv/tbP/+Jvf3YgBPWGTVkrufi5r31n/2yx+dnSjo3VehhZhZ4rxF517hm/9fPXLaIZyIBsFyAP98y+4abn9gzjMhDDOROqMVP/8nvf9Ef/3+091xVRBg/V3r95z3veghNXLf2xd978P/7kQ1declHX1FTy22688uN//rG3v+l6S83/C2guGQMqxARlYoChAlWQEmnOzfXGlMriKbrgxvU/esXJjz69a/PWHfc/tnXrnunDVT2MmVAW2BpSlTSsJUmSJEmS5DhlaBhG5a1DpnUYzKwaz975hmtuuuKsV63pWsAoHEEFDGI4gKERJCBEEg+um5Xo717i1JcU9SpA4pk0pyZqe6CCaos6Hpxr6dQHMCMSKakYCplWbaClFWQAMpZzQu6hz27bVhRTL/ZKmfIoZ2Enilo6NNx4xppJK/AEU0KGIOnArpvic9ev2vbNnUMxIAKUVGcqfezp52fKKzqZIxO6kCs3TNx0yWmf/MrjszMDTI1HLmBDFafuvuNJyianlrUOD3chiuNs1UT+W7/0ulMm4FDBg4yAuS+th57YvL8ftOvQr6GS6/CaS9f9zBtP+vTnWvv3emJTdDq93uxj2158YQYT4/GGqy679NJLb/vSA3/xJ3866M3ddN3VH/z597Us7NEBjQw0YxUhIIIhIqAp9aBmoCMDDjAIFh4BnVa28oITr7vgxJ999xUPbhl86K8+/chTL3jYOhhjtXA23fdJkiRJkiTHKUMPZ4whJ9UYV68656R/87NvPvfEMafgGoSYWTARZJTnoAZsQEFJFaPud9ykPqXRMd8rTh/zZVPmK1ABQCpETKqkINLRyEImBSuBm7StHqSAA1CDDs9Xyi22NJoLHgNEui23aLKD4CEOBmCGCLEweOmiCYsXSINKBCkUJm/vPTQ7iKipyGhIUmXcuv6Clbfd8bXYbg+GQ7Q60NJwBz4WE22vQ0Rt2XboVRecv3rdMjj1jhxchuj7PqcMT2+bjcYIBZjMEbJw+LLzT+oAqxaPbZmrfeW9D2zdob7/xmO7z71yuYRhy7XectNlb7zxsozhAAnI+GhJzRE8ul7cNNwmqIIAEjABBmAIJEBApI4IsFXA5We0z/z3P3bHA7vu+8a3Ht20ZV+vklin+z5JkiRJkuT4ZOgzVnTWn3zitRvXXnrOKSu7aAvaoWYCG2XmGEWEmRbWRKn5bBURiBZqIQo16qDu6J+nhcD8kjxoACPNAioZggEQYSIgsAITyIIUxCD18AFWmvSI0cqrB4bAnG/NDMnkYxpKFOMoidktXbqEGVXlc5cLMnYGQBBVxviYZVISVVIApKSg/dNz8wHzlE9pYKkK0DVnr3nna8/76698c5gthgcMl2WwE2NR5oeHDtrOVH24v2Tc3vL2DS3Utq4Fbc5ITIicT5d4+IldyJz4WbJZFmVpYa44b6ItesGZa+/e9hRnNvoBTBbJ/fVnP3/LxlsmOqZUUESHlJUQJSOhqMTNpR6tNCtgUSlYwQITj7nADDACNe9JKIMlgEjFoR4nEjhrccvVq99+xepntl3yuc9asMkAACAASURBVK27F9WpRXSSJEmSJMlxytCrWv78E6ded94pKzvIgAIltI6DfhTi8cVkswhi9BUEmAjT/C7DGBhI08pYjjacfnluPnYROlNCGB1iHQFQDwpAYCdklXKQgi3U1Kg95wEAmeYjIK+BGqi55dH2pEoVREAuxMq6LBC5dhcBFRUZiYEKXA04Z4gtBAAxWaUYVSKZIaMEqsgtBslwgunffuDGzc+/8K2DmAs5MVs27KJiLms5hDFjsvf8yOVnnJwVmAaNq2+pqyJ7JXzh7p079vSrFoPFSI4arzrjxLXjsLE87+xT/N88SjYjSKxqyVq7Xjy0a9eLS1Z152PRmRhrEcVQV8Nh3m0vXExAuaniUADqiYiQRZCCmz2cTck5I0KDh1POiGCBZiphxoCGOBi6vD3hzPjaRXs7y2a2PpPu+yRJkiRJkuOToR99fuaRrZ+/9XP3XHLe6Wefumbj2avXrzCtzoSDtSJRB4QgZAGAQKpApFHAEwXpaJVYzZGaaDomOR9bJ80RMKxHWuBZUIyjAO6dlGJcpAycQQSqVmsHhRqlDmBJkWvI2I53KjKzLpsopYtYwFk/KPfNDIbRDmMomCIZgUA9A4Ab1FGZhQ1U1RJJzK0dzzBlMQYQjCIjqQ3VHaHf/82ffu9/+PDTczHWqkYriY4Ly2qHh37mR679yevXL6Eh4FUFPBDVntrdHh+/68uV66IyLrcTFH21/4wz1kYMPNkNa1ectTjuOHSYO1NzFSlQU/vz33j+zPdd3qZMYxQGGVt0uyKRmgVooKl1IVUAJVlSYmp61IFVgNiUvjSBm1ELIimJWgFHUIAGwrRpbXlq5umnn33w4W/dua285bVn4+r16dZPkiRJkiQ5Dhn6kF1BjuequOXuZ3DHE8um8qvOX/9Tb7t840ntKsCU/W43i+gMB94SFYWB1KFf2sIpKCiRMcTuyJrpy+kxq9IUSNkeCdYkMqoNAaE2qFnriKacQ53ULRnkAGCUCiUYRVtixXbpmOZ2pj8UzldJNoFyyN3s8Fy9c/ehE9efAHgVMEeD6CPq6F7YebDnI7IcptC6xxZUlWeetH6JxRiauhRLLkPsT1i/YWnnTVeev/32BwfIg9awzqslP3fBurH/491nL3HIkQFWXCRSQ+y1+Pz9T39n394erQAt0l7Frd7EGE46aYVHe5axaAobN6w+cP+mQ/M92K4aKcV9/ckXf4GyDtAy5shVY3Okn4k0C9JESkCkghfWng0UiNCII7NYxFCsXE6ALSP1hE2GwzXueHDfJ26/+6nt+4a1wha16wYu0n2fJEmSJElyfDI0/FBVyZqs00Fw89Xwznse3vzot971hqtuuuay9csXHQqQMDve7hjosJorjLWdNpQI1nqIwhi8dCvc0UHiL63r4JeegwCqo22GRsgoFFpBGOKNRqOBFmZeR4AJRAxg+dJlGRkJ3rQhGiBREIOv9u8/IOtPGNYeplBBb1AW3aW5xa59h6IQOIMyBqXkiNXw/PPPsgZoVnOJoQriOKzQ7py4ZipGcVp7MSBAYRAXTY61HQBIBBtmNiqx6pfSaX357nsqX4NquDJyKJlaramHn5kZ2ue1z63u1KHYlmKRhiwfWzSc7xHkxd07Dx7A1FKYhdIXPfqmA818waYrNIAcwGj4jUDjqNhDVKLCWLa52GK28vPDsjOeq8V9Txz4xO13P/TEswf70bSXcNtFNUBMN32SJEmSJMlxy9CZDVGiCkXJyFjVwk6MPd+b/v1P3fdntz9w5qlrN154+mWnmPUnnzzRzvO8U4M0SqaGZaEwNwAEZEf/+ksT4ehzMzFv9I0IKBAD5CLgOS+pbRRZKD2YxDvxRpTQVPiOAqBjVsGrz1w/2c76auZChcFhZDlJDJG/+NVvn7P+5HXL2jFiqDm1Fj1zoH/HN7Zu2TUHswjBANF1Opn0157Qfe0lZ1pViSUZR0TDYd0qLBmKCiKDCIcKZAIpKYx6iZUCUeCYFeqVKFrjus8/f/jxTc+b1hJYQKbRcr3+oCzNx2/fRLdvjmYINdHkQbsxYDgUNg7K873ZO79wx2k//vrgg7UMEBEBkFEnO+gxHUxaUh5zOQnEAuNB5IwwfMS86u4eP7d9/9cfvvehb205ODvfD85TSzvtoVpfE2cZ6TDd9EmSJEmSJMctQwffsy6HyQRQ48S15gclsqUlZHY43L3p0EM7Nv1N3HzSmjWvv/bq11/x6iUFFIYtnEJqNaaJxdr0qgMYJKOudAu5byFS8zGLrhEajwwzjGQjZ1aFULNClZRGH1CSI5sWSV3Ekm52w+UXf+IL9w1kvjbj0NoooZj60je2tNp3XPaaC19/2VoGnt8X/+AjX/jKI1sOYRE6k/AKjaSlDmZued+N65fbFsRAFCJA0e4glJwVhuDYaBSYhTITAqDWEAGWwYogUWCILHLc/+j2QIvETkE8MFBSzSBUVDLesov7sg0i3BqTgUcUCFHWGszN9iJ/7iv3v+66qzasbB29TARW6EtjNABoOWrCQQRySlkNeIsA9AKe3+Nvu+eRL9z/6OzsvJAVzoYyMYikcGSd60w4cF1WqTV0kiRJkiTJ8czQWZEz2bKqpRJkgqwALGBgLY93EMPc9HyMUzsPT2/Z9sVvfHvnu99y3as3FLXHlIPNIigCAdKM+wAgUAYJgCZJ0+inL+vY0Yye1oUmeARiBYvmkRwRi2YCK6Ofj36RELrWQnDdZRuf2/ni3Zt2RaMeqALg2sgXf/6hrV97dNttX1yaF+2ntu3YfnAQ8kVCY3AtVD3LdT2zf/3qRVdfdn7TwgKE5u8DkKjMTE3LvRCDbQdyyk41RuIIUqCqYU00BCIEiwHwnW37K+3UoQ1UsB4YusKRrxHqXm+axgNZylhKR8hayNsx1OC84vGd8zOf+/rjJ73z4pemWyE0Y1ZIQHKktAMMMiAnZGtgTiGEGY8v37/jU5/9u6f3zc9KXg4jiGCNsQW3cmtzZVMPhxCFcemOT5IkSZIkOZ4ZuqxBVpHlyAyRU0XTIw3VUBRkmPK8prOhfm8c3vbA819//ENLxs0VF5x6zcWnnnvqmqmWYZBVLWAAiAozQZv4J0QKKESNqhqndGSiITcLrdyMto61JfGRKRuHWKXYC3ao1gMOTKN2yAr1JNQSc9GGCXnX65/f+/EtB2dUC9OerHysaWkfKgN/4Jm5IHM+FrUZc8UkSoEvDVUtmZvs+J99++Vrp2AEhBqIIBVABdY5QDWCYsgpzHMXnAMG5KMOhYgAZ5VJJHhiWzL2RPvI1uc9TYS6g6xDhqk8vHg85OwZVEwSuC/KZezXRXfv4cMUxtW00Rovxeyp+K/u3fIjN198coZmtAxpVA1EgEYmZWIVIWNqbbExQhyAuYC9s/GeR56877Htz+3Yu33f4TKoZmM1OR4bYzahjhEKpVjXo0V0w0CarpIkSZIkSXJcMzRcoU2iBVRi8x+S2nAkBYsSUBoGDDSHmdjrBwcODXfc9einvnjPqWsWv/F1V11xyUWnTYFH86mNAtErIcZQW4ItbDMbnDBqkAcA2nR9VlFvyHXYj5l6PtpILdSBO3nhOnln/MjhBnCIUA8lS+iyveTMJR+45Y3/53/96PhY+1A9hOsqbOQMeTG77zmMTaKVQ8kHoQwdWxY6cHN7f/E9N/7oda92QM4wqhjVjUAILirEDweiVZnrcF6asYsKiVECNDDgmDQE8jW1rAB3PPDNnQde9KGDzKAKOn34hMXuD37zg+vXtrsCEcS+z9smb/HDz/Q+8O9+vyfal4D2ojgwAxrbcsA/uq1ctaEoS0y0UQ99XjBCjegBwFpiBrRvnQfmahycxWfvfOjjn/1iLCYP9D1cW+xisQw2UBGFBB1NM9Tm7IU13epJkiRJkiQ/iAzdfD0KWwJV1sgQK9oM7CASmDlAoICKVxu0JWIdssee6+376we//MCOt11z4RsuPbHbRl1DI8YL68g6lxuEUPWYlDO3UOLbZG0GLChaEAPW92RuXyuf8nClRukPe+WBqrdEBMRNVTIWTpIASCVZzlddePLP3vKWj9z6Oe2THV8RgoUfABPF0iVl5dGbBwHOmFjL9MGZQzt/4V03/My7Ls9iUxtxpMUeKeAjMhU2PDXRmurYRR03HXxspgSSL8hb+KhgElKBtc2y+J133pmZaKpeO5uoh+Xy5UsnaPcpi9pThI7RIqO8cHWIBJyxvL1u0m4/PBuIyE6U5G07D/2557fv1DPWt9uIgI/BektKnLeb6mcFV7XfrTg4o3fc/fAdX7n3qe37lq5df2BmELIJk7fFR0gzaL0pRtemkwmN0rPQkZpqmHTTJ0mSJEmSHL8M3dQkjybkKakwlFSEZCG8MugglJu4CzhFVnOLrBOqnz/sd85Ob376to/cilPWrb368jM3vvr0WMDUKBw4cu66hkVizSY086uFmljsJEZr1Mawqos1xdDkpuSynOiqcRPBnrw4y0IFC8PZQguQDOQkxCyj0seVHfOBt59/w6Vn3HHf43fd/9iO/TM9AQ0ORz/sugxsGJqprpzMLrl0w+Xn33zNBadlQTIEQcYAlAGIUiRYC/ICDQBQV7n2Tm/NVJwHskqxJX55l6SsqEUggi0Udteu/f0dL67qTC0Zr4b+BTdmzGD2NWevPm0SGWC0JqklUttY0bhuzL354tM/e9fXJw0H2NCl3FSeqm2bHqquO7nlTBAtut0QhZlrQiUoBc9sn3ngG49/fedw05NPHZrrm7zDi07c3VPKJ6Acg0IApoXo3KRnHb1XIYVqWoZOkiRJkiQ5juhIvuJ3fgQAIDTqpaZNoB610CAAcFIpUYRTWJAFGNYhxOYojZ7qcrLb6uR2+sDOiUze89Yb3n7jRSsWYwxwgIUStMAAWkSycWE5WkMtUrmsNR/sXI3xNrxg2iM6mAGWsF+clwAJtwOxAYx4ZYdmOyAE0EE1zPKuB0/X2HuweuTxp559bvtsr9+rQqc7fuZZGzacvHbDie0OY8KBQp1ZGpRDU4xnAMUKhMD5EKhrLLIVSQ+cT8fuLo/lQGlQMQKDgaKs1nQMwWvlkY97QBWDIWYUroN9A4y30QJcXycsZQTmAZEPZsJXg1ae1SGKzQ8NRBwPFc4gDJEb5DqcareacSleCIwaCMC9m6b/8CO3b3pmZ2dy2bSvax/U5AJScshy+AhVGGLD4msSaTpnH0tJjv3WCN5/3YYP/dyV6dZPkiRJkiQ5DhnavePPjh0xGAlKhOYDzdozjfW9EAXmwBSZwAoESA0T4JSgkHEtC0idZZrF+TzMLm3Hk1cuvuqi0y8/77TT163OnBnTeaAVyAYgAgZgiYxKRNh2hoFyzDmmmjtD5YJQ6BB+DpyJGfdkGLCifSVLMIhGa8KQOCJEgGHbIk5gwKYGKSE07xAUGSTTkjSCEaIIOZi2U5B4AIHdkMBAW0qqp2HcwEzMsltRD5Tz2piKACCHuNBjgsIF0+oH5AGtiLKFkr1HLUAGV0hWRJAgam0cZjgzKgVTrAbW5VEhYGW2iCzBUowiZF3lvbGtQ73q4c3PfvnBp57ZPf34jtk5TAzRlmCMnSXrQlSAYHN4D8MgkHjWyBoFRqmZ/3hszctLxttYCSlDJ0mSJEmSHLcMvbAO/U90ZBl74fu6hrVZlsUYL7zwwne847z3Lsd4gRZA8IhDzB9Gdxycg/J+tN6ipchERECOBYiACByDtSlfFmgEL7RpI+hLu+WRvmws4g9Wc/mOnf5nANIA9aMPSC1LMweQBwZolpiVQS0fc5hcgcPALOCBT9y55y9u/dy+mYG6tjZvXVRII0H12Ok13y+D6v3Xnfmhn70q3fpJkiRJkiTftx/4zI2s3fbexxhF5Bv3379p06bvnIG33Pi6S85dbmrXgRYTJ8BXkABC21KEIShphKjUlixbhjZDr0fJuClXGI1baRZd/wXrfUkFBAtqVn9HbyDIAABZqAXULLyt0KhkjIoqZYpWNK4GQsSBIT5zz3Nf+vLXnty+O59Ynrc6ZVB8V2FGkiRJkiRJ8q8iQ4uIhiDGZHkemL33H3tk+OlNnznrxGVnrFt27flrrjznpMVZkSMi1ByHllS8ImsZJmhUldHIPmY000YIIDYSgQiMwnXTbVoJ0NG0RLy8iuEHJ0ICQE0tsoFRMgGkZBVQcgoUVEM5hAAqVG0ZURMPo+483Htk09bNW/Y8smnr3pl5LxTg+vP9AKe2BTQV6aM9gmlfYJIkSZIkyb+WDB1CYOeMMVVVoSyjtVi0fm5u+sGd4Yn9e26/9/HxcPjnfvSm973xoqnM6nDYcqqGokQDAimxLnSYsCAj4AgIYJoF39GkltH0laaK4587a5IFmYVpMgCEVJlsAARoPheWQ4i1ZuxMDcwRdh6s/tvH7vzKQ4/2okFW5M6C2/2q8mRM1mKTxYWla4IyhNKtmiRJkiRJ8q8nQzOzxKgiRVGYTifGWJY9kKLy/TIOYTSb+h+f/eq9D337qo2vfueNFy+1iAFFc16+Ns22RZVmeZkpUxxTcK0v2T63UOYxOuCfpxOyB0UQE2cAtMnMwioZ2QjmJkmTjc4CmK6waVv1wt7pP/rLv945PYztZVx0emXZn5spCttdvHxYy2BQUZEdGUKT7tEkSZIkSZJ/fRlalaxl1ar8/9m721/LrrqA47+19t7nnHvnoZ1pebjWAoUGilgKQqkp0opY4lNMGmI0RuWt7/w3NOhLE4lPCUp41KQGEClCKS00LRWktLQz7RRop1dmmOc7995z9t5r+eLOdEpMk1FnSi/383l7X9x9fue8+J6VddbajJRSSpPh2Wa6tBjrWKM2s+Pz4VTqnnty4+vPPPj3d3/75pt+7ldvue7mN16zf0/M2m6pljY1OS8iasSYom+iSbF1Wkg9F5nphb/rO3cl30vWnouIzTj3c78utanMo/YREWlsUtuktkY6EvGD58587eEDDzz89LcPrB45tblod63nfWWYlNPzaJq096pFP99c61PTNst7x1J8NAEAdm5Dl5Si1jEi5XOLxPvK8XFz0uZpn6fz2kS3a0xprLFZxxMn+gP3PPZPX/za6/Z373r7jX/0gdtufPWki5hGO0tD6ftU+zSJ2g+1W9q6xTqiRNla8L2Q0Zf1FY3jGBFN0wzDUGvNbTtJqdta9i5DRAybfTNdrnk6pDi53j/x1OE//8yD3/3uoRMn+9LsWZSlmFwxT82YU40SXd06HKU2s61vA2PZegkyGgBgpzb0/1RTO6ZcoynnL9t+gRSRY7L3yaOnDv3r/Y8dePq33vP2225+602vnZTazro2RRn6vm3aRUS/GLsUk66NpsZYzmf0ZZdSSilFRNu2EdHVEnXsNzearoumjTSJXdP1iOOLOHR4458/98XP/Nu/n7niulOnSu6uiLzcD13TToay9QVgjDJGlEgpfuzouucX05U0AICGjjjZXFWjGXNTI9fURB2j1Bx9qqWti64OfZ3206vbVB59buPgR7/wD3fdc9P119z2jutvf+cNr7l6T9tMUynrfUy7JqUopXSRc67nN3eUdP6YucvyBaDWlFKttZSydbR2M66l3HddN4ypL+2ZSN948uiXHn7qK/9x4Nlja0fX5s3SDf1GqtPltlseF2ONOuYUMaQYcu2b2qeoY2rH/MJ6Li88h6Oe360CAMAObehFe+WFTcx1jDo2dWyib2rJdUhRao1aUl+jr7P1NF0M7YnHT371kS9/6K/vev+73/GB3/61n3/j0qyNecT6ImZNbpqow9i26YWpeZkiehzHtm231qGHYSilRJ60zbSk6cnI3zx47E8//LFvfu/YercvlvfPx72Rx3FpT2ysxzAM/RApYhrR9DEszl+eErmmcuHQ662x1Ij6/G01NeULdQ0AwA5s6ChjRE21RJRUz53aNkY3pBR5KSLlOk6ijKkpzaSm7uxY1+uspqUru72fvu/AZ7/2+Jtef83tb3v1u9/15re8/traxFBj2k7i3K3eNaLkaC7THoi2bUspW1ui27Zt2/bp4+PXDxy++/7vPPDY9354erEeS6VbGZppzIcYh5TKdN6PpSs5alOiqWVcxHyItq2RaqRaulKjpnRuM3fd2r9RU/2xM67rS3baNQAAL8OGbut860rw8xej5DGakiaRm4hppLYdz0zr2aFpNscaqYlmWpsm+o216e7l2e6Ta8e/dejo4YP3f/pT9S3Xv+Z9t/3ine9/T5510yZvZWiKqFHy5fllYSklIrquK6UcPHjw3nvv/ch9h75xYneZ7ll0+2o/j9memM5isR7rJ7pp2tsMp08cTdPX5qYMQ1+b2iy1adYN8z6iqbWt0UTk+vwK9NaNMnXrXpmta8y3tqZIaACAl4tUz++7nfzOX22j5+7Gza5t0rgo/frNN77hD+98/ztuuPq1u2NPORXj8Ujrsbm+uevmUmLSxDDvc6pdNykpasTWDYeLElfmrdXqElu5mpqIPEZsjFFSRI4ScWX/TLSzSN1Yl+dpcjZiM+LIPD521+Of+pcvnDq9MXTLi9xtl7lNSv/BO278yz/+ZR99AID/swvr0ONLdCfJpTF0r1hfbOTZFXla73ni+EMf+sjK/uV33XDNHbe86dYbr33lrpx2l8lYu5xyHdtJjVqjrDeRIqUcuasxS2kjuohoIjcROZVUy9gvmjYvlxpNW2sqkebN1f0QTdOerfmJHxy9/1tPPvDIs48/ffi54xu1212mexd1O41uTKVY0gYAuFQNXXK7nR58uhxpUlIqtUa7dHrWnD78w0Onj9z18LP7pnHnb97xS7de/+tXR06xOR+XJilijDrEuIgm54goJSL6ydXnb2qJFCmlWvuNaGY5R8zXyjB2y7uebZZSjkefnv/tP378oUcOnpqnzTLL0z3D0qsWpS0pR9TzW7G3gTKOJWWfewCAS9PQsb3S6vSRmEyimcYwxjBGaZZ+9rqNY//Vb6bTZxYf/sTnP/7ZPX/ynlf8/u/+xr7pZG2MtrbT1KaIGMZoczQ5ap1GRJw7pDpFRDTt8p5x0ZdSu9kVOWIs9b5D65/45N2PPnHgxOn5vCwP7dKQl/pFidSl2Z4YSgwb0Wyb0dUU1To0AMAla+htlVZXLc3X52uLRcrtpHazsQz98SNpGFM3a2Pa94tjJzf+4jOP/M2XD77zrTe87+bX3/CG112zv9s37dqIXEqXaoqYlpMREdFE6mpM+pRPz3Oatus1vv/s5lcf+s4DD/7nfT+MM2sbNZZSszfapqTJUHKa5hpd7WukNtou6rhtGjqqQ/IAAC5ZQ6ey2EbPfezM6V179y21k34ofaTcTYbNRZ4tRa2LoU95kiP9aLL/R/3w1IOHP/mVR/ctt79yy01/cOftb35NzHKeRUTEK4e1iBR5GqkdUl6LmM/io3f/4O8+/flnjpweJ7siT+dDqeOknU5LpLFELpFyarvJOAxlcz0ioikpb5uG7mKz2T47TwAAXu4NPYvNbfTci72v2ohUxhSpjchRUkymZawRkVKTImoqUXPUFNHm6a6zQ3/3vV//1sMPvv3N13/w9+5423W7c0T0ObrJuMixtHRkbbz7G09+6nP3fOeZk0fnbcyuWJS29GmS+2gjxs2IaLZuhhkjxvW2xrlfEqbh3NHO2+L9HjYmafS5BwC4NA19VT25jZ77dLM/oj6/+yTVmqOkqLnWFGOKmmpslLMRY1PHNhZtDNNmkc+sPfbgM3/26P1vuPbVt9/6C++99Za2TJ763jNfuv+LDz966PtHTpVmWod0ZTsp5cRQctNN8jiPiHzu4sCaoqa69X+3DnKOGlG20fvdrC/XdZ97AID/jwvnQz90bFs9eI1Ikbfu8tv6UWCNFDVHiVpSKhGxnqfn/lojR7Qputp3ObroF2snS7/Y/JnX5Rwpx9mN2NiIySSiRJejTVHGiDG6Ntbr85P6sf+4JdcYU5S0jd7veNWuuHbJJx8AAAAAeKlcWIcGAAAuhus2AABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0czHcLAAAFRhJREFUNAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAAPjfaY0AYIdYXV3dUa93ZWXFmw5cJtahAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAAHhxqdZqCgAAcPGsQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAA7FStEQDsEKurq4aw06ysrBgCXA7WoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAcKmkWqspAADAxbMODQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGwvrREA7BCrq6uGAD9lVlZWDOEnwjo0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAAC8u1VpNAQAALp51aAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA+GnTGgHADrG6urotnnNlZcWbBbzMWYcGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAA4MWlWqspAADAxbMODQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGwvrREA7BCrq6uGAD9lVlZWDOEnwjo0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAAC8u1VpNAQAALp51aAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAGB7aY0AYIdYXV01hMtqZWXFEGCHsA4NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAwItLtVZTAACAi2cdGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANheWiMA2CFWV1cN4bJaWVkxBNghrEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAA8OJSrdUUAADg4lmHBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NPDf7dYBCQAAAICg/6/bEegKAQCHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAAAAALgKP+87Rp7G7owAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x77 h8 y9 ff1 fs4 fc0 sc0 ls0 ws0">9<span class="ff3 fs5"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 ls0 ws0">Accounting pol<span class="_ _0"></span>icy and other ex<span class="_ _0"></span>planatory<span class="_ _0"></span> notes </div><div class="t m0 x9 h9 y13f ff2 fs0 fc2 sc0 lsd ws0">1.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">General inf<span class="_ _0"></span>ormation </span></span></div><div class="t m0 x9 h8 y140 ff5 fs4 fc0 sc0 ls0 ws0">TOYA <span class="_ _d"></span>S.A. <span class="_ _d"></span>(the <span class="_ _d"></span>“Company” <span class="_ _d"> </span>or <span class="_ _d"></span>the <span class="_ _d"></span>“Parent <span class="_ _d"></span>Company”) <span class="_ _d"></span>is <span class="_ _d"></span>a <span class="_ _d"></span>joint <span class="_ _d"></span>stock <span class="_ _d"></span>company <span class="_ _d"></span>established <span class="_ _d"></span>under <span class="_ _d"></span>the <span class="_ _d"></span>Commercial </div><div class="t m0 x9 h8 y141 ff1 fs4 fc0 sc0 ls0 ws0">Companies Code. Basic infor<span class="_ _1"></span>mation about th<span class="_ _1"></span>e Company is presented below:<span class="_ _1"></span> </div><div class="t m0 x9 h16 y142 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y143 ff1 fs4 fc0 sc0 ls0 ws0">Name of the reporting <span class="_ _1"></span>entity <span class="_ _e"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>TOYA S.A.<span class="ff3 fs5"> </span></div><div class="t m0 x9 h8 y144 ff1 fs4 fc0 sc0 ls0 ws0">Legal form of the entity<span class="_ _1"></span> <span class="_ _10"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Joint-stock <span class="_ _1"></span>company </div><div class="t m0 x9 h8 y145 ff5 fs4 fc0 sc0 ls0 ws0">Entity’s registered office add<span class="_ _1"></span>ress<span class="ff1"> <span class="_ _11"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span></span>Ul. Sołtysowicka 13/15, 51<span class="_ _1"></span><span class="ff1">-</span>168 Wrocław<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y146 ff5 fs4 fc0 sc0 ls0 ws0">Entity’s headq<span class="_ _1"></span>uarters <span class="ff1"> <span class="_ _12"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Poland </span></div><div class="t m0 x9 h8 y147 ff1 fs4 fc0 sc0 ls0 ws0">Country of registration<span class="_ _1"></span> <span class="_ _9"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Polan<span class="_ _1"></span>d </div><div class="t m0 x9 h8 y148 ff5 fs4 fc0 sc0 ls0 ws0">Primary location of entity<span class="_ _1"></span>’s operations<span class="_ _1"></span><span class="ff1"> <span class="_ _13"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span></span>Ul. Sołtysowicka 13/15, 51<span class="_ _1"></span><span class="ff1">-</span>168 Wrocław<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y149 ff1 fs4 fc0 sc0 ls0 ws0">Name of the Parent Compan<span class="_ _1"></span>y <span class="_ _14"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Not applicable<span class="_ _1"></span> </div><div class="t m0 x9 h8 y14a ff1 fs4 fc0 sc0 ls0 ws0">Name of the ultimate p<span class="_ _1"></span>arent of the group<span class="_ _1"></span> <span class="_ _15"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Not applicable<span class="_ _1"></span> </div><div class="t m0 x9 h16 y14b ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y14c ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company is <span class="_ _5"></span>a successor <span class="_ _5"></span>of<span class="_ _1"></span> <span class="_ _5"></span>the civil <span class="_ _5"></span>law partnership <span class="_ _0"></span>“TOYA IMPORT<span class="ff1">-</span>EK<span class="_ _1"></span>SPORT” <span class="_ _0"></span>with its <span class="_ _5"></span>registered <span class="_ _0"></span>office in <span class="_ _5"></span>Wrocław<span class="_ _1"></span><span class="ff1 lsa">, </span></div><div class="t m0 x9 h8 y14d ff1 fs4 fc0 sc0 ls0 ws0">whose <span class="_ _1"></span>partners, <span class="_ _1"></span>giv<span class="_ _1"></span>en <span class="_ _1"></span>the <span class="_ _1"></span>scale <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>business<span class="_ _1"></span> <span class="_ _1"></span>and <span class="_ _1"></span>its <span class="_ _1"></span>rapid <span class="_ _1"></span>development, <span class="_ _1"></span>reso<span class="_ _1"></span>lved <span class="_ _1"></span>to <span class="_ _1"></span>transfer <span class="_ _1"></span>the <span class="_ _1"></span>bus<span class="_ _1"></span>iness <span class="_ _1"></span>in <span class="_ _1"></span>1999 </div><div class="t m0 x9 h8 y14e ff5 fs4 fc0 sc0 ls0 ws0">to a newly establis<span class="_ _1"></span>hed joint stock company TOYA S.A. with i<span class="_ _1"></span>ts registered office in Wrocła<span class="_ _1"></span>w. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y14f ff1 fs4 fc0 sc0 ls0 ws0">The Compan<span class="_ _1"></span>y was <span class="_ _1"></span>incorporated by <span class="_ _1"></span>virtue of <span class="_ _1"></span>a Notarial <span class="_ _1"></span>Deed of 17 <span class="_ _1"></span>November 1999 <span class="_ _1"></span>drawn <span class="_ _1"></span>up by N<span class="_ _1"></span>otary Public J<span class="_ _1"></span>olanta </div><div class="t m0 x9 h8 y150 ff5 fs4 fc0 sc0 ls0 ws0">Ołpińska <span class="_ _16"> </span>in <span class="_ _16"> </span>the <span class="_ _17"> </span>Notarial <span class="_ _17"> </span>Office <span class="_ _16"> </span>in <span class="_ _16"> </span>Wrocław <span class="_ _17"> </span>(Rep. <span class="_ _16"> </span>A <span class="_ _17"> </span>N<span class="_ _1"></span>o <span class="_ _17"> </span>5945/99). <span class="_ _17"> </span>Subs<span class="_ _1"></span>equently, <span class="_ _17"> </span>pursu<span class="_ _1"></span>ant <span class="_ _17"> </span>to <span class="_ _16"> </span>a <span class="_ _17"> </span>court <span class="_ _17"> </span>d<span class="_ _1"></span>ecision<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 ydf ff1 fs4 fc0 sc0 ls0 ws0">of <span class="_ _18"></span>3 <span class="_ _18"></span>December <span class="_ _18"></span>1999, <span class="_ _18"></span>the <span class="_ _18"></span>Co<span class="_ _1"></span>mpany <span class="_ _18"></span>was <span class="_ _18"></span>entered <span class="_ _18"></span>into <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Com<span class="_ _1"></span>mercial <span class="_ _c"></span>Register <span class="_ _d"></span>maintained <span class="_ _18"></span>by <span class="_ _18"></span>the <span class="_ _18"></span>District <span class="_ _d"></span>Court <span class="_ _18"></span>for </div><div class="t m0 x9 h8 y151 ff5 fs4 fc0 sc0 ls0 ws0">Wrocław<span class="ff1">-Fabryczna,<span class="_ _1"></span> <span class="_ _1"></span>6</span></div><div class="t m0 x89 h2e y152 ff1 fs6 fc0 sc0 lse ws0">th</div><div class="t m0 x75 h8 y151 ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _1"></span>Commercial <span class="_ _c"></span>Division, <span class="_ _1"></span>under <span class="_ _1"></span>entry<span class="_ _1"></span> <span class="_ _1"></span>No <span class="_ _1"></span>RHB <span class="_ _1"></span>9053. <span class="_ _c"></span>By <span class="_ _1"></span>virtue <span class="_ _1"></span>of <span class="_ _1"></span>a <span class="_ _1"></span>d<span class="_ _1"></span>ecision <span class="_ _1"></span>of <span class="_ _1"></span>5<span class="_ _1"></span> <span class="_ _1"></span>December <span class="_ _1"></span>2001, </div><div class="t m0 x9 h8 y4d ff5 fs4 fc0 sc0 ls0 ws0">the <span class="_ _5"></span>District Court <span class="_ _5"></span>for <span class="_ _5"></span>Wrocław<span class="_ _1"></span><span class="ff1">-Fabryczna, 6</span></div><div class="t m0 x8a h2e y153 ff1 fs6 fc0 sc0 lsf ws0">th</div><div class="t m0 x73 h8 y4d ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Com<span class="_ _1"></span>mercial <span class="_ _5"></span>Divis<span class="_ _1"></span>ion <span class="_ _5"></span>of <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>National <span class="_ _5"></span>Cou<span class="_ _1"></span>rt <span class="_ _5"></span>Register, <span class="_ _0"></span>entered <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Company<span class="_ _1"></span> </div><div class="t m0 x9 h8 y154 ff1 fs4 fc0 sc0 ls0 ws0">into the Register of Entrep<span class="_ _1"></span>reneurs under entry<span class="_ _1"></span> No KRS 0000066712. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y155 ff1 fs4 fc0 sc0 ls0 ws0">As at 31 December 2025, <span class="_ _1"></span>TOYA S.A. operates one b<span class="_ _1"></span>ranch <span class="_ _1"></span><span class="ff5">–</span> in Nadarzyn. </div><div class="t m0 x9 h8 y156 ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Company’s<span class="_ _1"></span> <span class="_ _1"></span>Statistical <span class="_ _1"></span>Identification <span class="_ _1"></span>Nu<span class="_ _1"></span>mber (<span class="_ _1"></span>REGON) <span class="_ _1"></span>is <span class="_ _1"></span>932093253, <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Nadarzyn <span class="_ _1"></span>Branch <span class="_ _c"></span>has <span class="_ _1"></span>been <span class="_ _1"></span>ass<span class="_ _1"></span>igned <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y157 ff1 fs4 fc0 sc0 ls0 ws0">Statistical Identification N<span class="_ _1"></span>umber (REGON): 9320<span class="_ _1"></span>93253-000<span class="_ _1"></span>31. </div><div class="t m0 x9 h8 y158 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _19"> </span>core <span class="_ _19"> </span>bus<span class="_ _1"></span>iness <span class="_ _19"> </span>activities <span class="_ _19"> </span>of <span class="_ _19"> </span>TO<span class="_ _1"></span>YA <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>include<span class="_ _1"></span> <span class="_ _19"> </span>import <span class="_ _19"> </span>and<span class="_ _1"></span> <span class="_ _19"> </span>distribution <span class="_ _1a"> </span>of <span class="_ _19"> </span>industrial <span class="_ _1a"> </span>goods, <span class="_ _19"> </span>includ<span class="_ _1"></span>ing<span class="_ _1"></span> </div><div class="t m0 x9 h8 y159 ff1 fs4 fc0 sc0 ls0 ws0">primarily <span class="_ _1b"> </span>hand <span class="_ _1b"> </span>and <span class="_ _1b"> </span>po<span class="_ _1"></span>wer <span class="_ _d"></span>tools <span class="_ _1b"> </span>for <span class="_ _1b"> </span>professional <span class="_ _1b"> </span>an<span class="_ _1"></span>d <span class="_ _d"> </span>DIY <span class="_ _1b"> </span>u<span class="_ _1"></span>se. <span class="_ _d"> </span>The <span class="_ _1b"> </span>Compan<span class="_ _1"></span>y <span class="_ _d"> </span>dis<span class="_ _1"></span>tributes <span class="_ _1b"> </span>goods <span class="_ _1b"> </span>manufactured <span class="_ _1b"> </span>an<span class="_ _1"></span>d </div><div class="t m0 x9 h8 y15a ff1 fs4 fc0 sc0 ls0 ws0">supplied <span class="_ _1"></span>mainly <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>companies <span class="_ _1"></span>located <span class="_ _1"></span>in <span class="_ _1"></span>Chin<span class="_ _1"></span>a. <span class="_ _1"></span>For <span class="_ _1"></span>many <span class="_ _1"></span>years, <span class="_ _1"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _1"></span>has <span class="_ _1"></span>been <span class="_ _1"></span>implementing <span class="_ _1"></span>its<span class="_ _1"></span> <span class="_ _1"></span>strategy <span class="_ _1"></span>of </div><div class="t m0 x9 h8 y15b ff1 fs4 fc0 sc0 ls0 ws0">expanding <span class="_ _17"> </span>into <span class="_ _17"> </span>internation<span class="_ _1"></span>al  market<span class="_ _1"></span>s. <span class="_ _17"> </span>It <span class="_ _17"> </span>focuses <span class="_ _17"> </span>primari<span class="_ _1"></span>ly <span class="_ _17"> </span>on <span class="_ _17"> </span>Central, <span class="_ _17"> </span>Southern, <span class="_ _17"> </span>and <span class="_ _17"> </span>Eas<span class="_ _1"></span>tern <span class="_ _17"> </span>Europe. <span class="_ _17"> </span>In <span class="_ _17"> </span>2003, <span class="_ _1"></span> </div><div class="t m0 x9 h8 y134 ff1 fs4 fc0 sc0 ls0 ws0">a su<span class="_ _1"></span>bsidiary, TOYA Romania <span class="_ _1"></span>S.A., <span class="_ _1"></span>was establis<span class="_ _1"></span>hed, which <span class="_ _1"></span>business includ<span class="_ _1"></span>es sales of <span class="_ _1"></span>hand and <span class="_ _1"></span>power tools <span class="_ _1"></span>in Romania. </div><div class="t m0 x9 h8 y15c ff1 fs4 fc0 sc0 ls0 ws0">This company offers th<span class="_ _1"></span>e same products<span class="_ _1"></span> and brands as those offered by th<span class="_ _1"></span>e Company in Poland. In 2013, th<span class="_ _1"></span>e company </div><div class="t m0 x9 h8 y15d ff1 fs4 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _1"></span>(Shanghai) Co. <span class="_ _1"></span>Ltd.<span class="_ _1"></span>, located <span class="_ _1"></span>in China <span class="_ _1"></span>was includ<span class="_ _1"></span>ed in th<span class="_ _1"></span>e group <span class="_ _1"></span>of entities s<span class="_ _1"></span>ubject to full <span class="_ _1"></span>consolidation. <span class="_ _1"></span>The </div><div class="t m0 x9 h8 y15e ff1 fs4 fc0 sc0 ls0 ws0">entity deals<span class="_ _1"></span> in th<span class="_ _1"></span>e distribution <span class="_ _1"></span>of YATO b<span class="_ _1"></span>rand tools <span class="_ _1"></span>and <span class="_ _1"></span>power tools in <span class="_ _1"></span>China an<span class="_ _1"></span>d in <span class="_ _1"></span>certain oth<span class="_ _1"></span>er foreign markets<span class="_ _1"></span> not </div><div class="t m0 x9 h8 y15f ff1 fs4 fc0 sc0 ls0 ws0">supported by the Parent Compan<span class="_ _1"></span>y. In 2019, th<span class="_ _1"></span>e company Yato Tools (Jiaxing) Co. Ltd. was found<span class="_ _1"></span>ed, with its registered </div><div class="t m0 x9 h8 y160 ff1 fs4 fc0 sc0 ls0 ws0">office <span class="_ _1"></span>in <span class="_ _c"></span>Baibu <span class="_ _c"></span>Town, <span class="_ _1"></span>China, <span class="_ _1"></span>which <span class="_ _c"></span>main <span class="_ _1"></span>b<span class="_ _1"></span>usiness <span class="_ _c"></span>is <span class="_ _1"></span>also <span class="_ _1"></span>distribution<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _1"></span>tools <span class="_ _c"></span>and <span class="_ _1"></span>power <span class="_ _c"></span>tools. <span class="_ _1"></span>The <span class="_ _c"></span>major <span class="_ _1"></span>part <span class="_ _c"></span>of <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y161 ff1 fs4 fc0 sc0 ls0 ws0">activities <span class="_ _c"></span>of <span class="_ _c"></span>Yato <span class="_ _18"></span>Tools <span class="_ _c"></span>(Shanghai) <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>Yato <span class="_ _c"></span>Tools <span class="_ _c"></span>(Jiaxin<span class="_ _1"></span>g) <span class="_ _1"></span>is <span class="_ _c"></span>su<span class="_ _1"></span>pply <span class="_ _c"></span>chain <span class="_ _c"></span>management <span class="_ _c"></span>to <span class="_ _18"></span>companies <span class="_ _c"></span>in <span class="_ _18"></span>Poland <span class="_ _c"></span>and </div><div class="t m0 x9 h8 y162 ff1 fs4 fc0 sc0 ls0 ws0">Romania. </div><div class="t m0 x9 h8 y163 ff1 fs4 fc0 sc0 ls0 ws0">The duration of the Parent <span class="_ _1"></span>Company and<span class="_ _1"></span> the group entities is unlimited.<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">10<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y164 ff1 fs4 fc0 sc0 ls0 ws0">In period from 1 Jan<span class="_ _1"></span>uary to 31 December 2025 and u<span class="_ _1"></span>ntil the date of approv<span class="_ _1"></span>al of these financial statements for </div><div class="t m0 x9 hb y165 ff1 fs4 fc0 sc0 ls0 ws0">publication, th<span class="_ _1"></span>e Management Board was<span class="_ _1"></span> composed of the following m<span class="_ _1"></span>embers<span class="_ _1"></span>:<span class="ff2"> </span></div><div class="t m0 x21 h8 y166 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _1c"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>President of the Managem<span class="_ _1"></span>ent Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x21 h8 y167 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Maciej Lubnauer  <span class="_ _7"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span><span class="ls10">Vice<span class="_ _1"></span></span>-President of the Manage<span class="_ _1"></span>ment Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x21 h8 y168 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Robert Borys  <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span><span class="ls10">Vice</span>-President of the Manage<span class="_ _1"></span>ment Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x21 h8 y169 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Jan Jakub Szmidt<span class="_ _1"></span> <span class="_ _1c"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span><span class="ls10">Vice<span class="_ _1"></span></span>-President of the Manage<span class="_ _1"></span>ment Board.<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y16a ff1 fs4 fc0 sc0 ls0 ws0">In the period from 1 J<span class="_ _1"></span>anuary to 31 December 2025 and<span class="_ _1"></span> until the date of app<span class="_ _1"></span>roval of these financial statements for </div><div class="t m0 x9 h8 y9e ff1 fs4 fc0 sc0 ls0 ws0">publication, th<span class="_ _1"></span>e Supervisory Board was compos<span class="_ _1"></span>ed of the following members:<span class="_ _1"></span> </div><div class="t m0 x21 h8 y16b ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Piotr Mondalski <span class="_ _1d"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>President of the Managem<span class="_ _1"></span>ent Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x21 h8 y16c ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Jan Szmidt <span class="_ _1e"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span><span class="ls10">Vice</span>-President of the Man<span class="_ _1"></span>agement Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x21 h8 y6a ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff5">Dariusz Górka<span class="ff1"> <span class="_ _1f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Member of the Superviso<span class="_ _1"></span>ry Board; </span></span></span></div><div class="t m0 x21 h8 y16d ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff5">Grzegorz Maciąg<span class="ff1"> <span class="_ _b"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Member of the Sup<span class="_ _1"></span>ervisory Board;<span class="_ _1"></span> </span></span></span></div><div class="t m0 x21 h8 y16e ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff5">Wojciech Bartłomiej Papierak<span class="_ _1"></span><span class="ff1"> <span class="_ _19"> </span> <span class="_ _f"> </span>Member of the Supervisory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x21 h8 y16f ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Beata Szmidt <span class="_ _5"></span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Member of the Supervis<span class="_ _1"></span>ory Board; </span></span></div><div class="t m0 x21 h8 y14 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _e"> </span><span class="ff1">Zenon Beker  <span class="_ _8"></span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>Member of the Sup<span class="_ _1"></span>ervisory Board.<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y170 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y171 ff1 fs4 fc0 sc0 ls0 ws0">These consolida<span class="_ _1"></span>ted financial <span class="_ _1"></span>statements <span class="_ _1"></span>of the <span class="_ _1"></span>Group cov<span class="_ _1"></span>er the <span class="_ _1"></span>year ended o<span class="_ _1"></span>n 31 <span class="_ _1"></span>December 2025<span class="_ _c"></span>. <span class="_ _1"></span>Comparative data<span class="_ _1"></span> </div><div class="t m0 x9 h8 y172 ff1 fs4 fc0 sc0 ls0 ws0">is presented: </div><div class="t m0 x6d h8 y173 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">as at 31 December 2024 <span class="_ _1"></span>- for the conso<span class="_ _1"></span>lidated statement of financial pos<span class="_ _1"></span>ition; </span></span></div><div class="t m0 x6d h8 y174 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">for <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>period <span class="_ _c"></span>from <span class="_ _c"></span>1 <span class="_ _c"></span>Jan<span class="_ _1"></span>uary <span class="_ _1"></span>2024 <span class="_ _c"></span>to <span class="_ _c"></span>31 <span class="_ _c"></span>December <span class="_ _c"></span>2024 <span class="_ _18"></span>- <span class="_ _c"></span>for <span class="_ _c"></span>the <span class="_ _c"></span>consolidated <span class="_ _c"></span>sta<span class="_ _1"></span>tement <span class="_ _c"></span>of <span class="_ _1"></span>pro<span class="_ _1"></span>fit <span class="_ _1"></span>or <span class="_ _c"></span>loss </span></span></div><div class="t m0 x8c h8 y175 ff1 fs4 fc0 sc0 ls0 ws0">and o<span class="_ _1"></span>ther comprehensive income, <span class="_ _1"></span>the consolida<span class="_ _1"></span>ted statement of <span class="_ _1"></span>cash flows an<span class="_ _1"></span>d the consolidated <span class="_ _1"></span>statement </div><div class="t m0 x8c h8 y176 ff1 fs4 fc0 sc0 ls0 ws0">of changes in equity<span class="_ _1"></span>. </div><div class="t m0 x9 h16 y177 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y178 ff1 fs4 fc0 sc0 ls0 ws0">These <span class="_ _d"> </span>con<span class="_ _1"></span>solidated <span class="_ _1b"> </span>financial <span class="_ _1b"> </span>sta<span class="_ _1"></span>tements <span class="_ _d"> </span>of <span class="_ _1b"> </span>the <span class="_ _1b"> </span>Group <span class="_ _1b"> </span>for <span class="_ _1b"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>year <span class="_ _1b"> </span>ended <span class="_ _1b"> </span>31 <span class="_ _1b"> </span>Decemb<span class="_ _1"></span>er <span class="_ _d"> </span>2024 <span class="_ _1b"> </span>were <span class="_ _1b"> </span>appro<span class="_ _1"></span>ved <span class="_ _d"> </span>for </div><div class="t m0 x9 h8 y179 ff1 fs4 fc0 sc0 ls0 ws0">publication b<span class="_ _1"></span>y the Management Board on 2<span class="_ _1"></span>6 March 2026.  <span class="_ _1"></span> </div><div class="t m0 x9 h9 y17a ff2 fs0 fc2 sc0 lsd ws0">2.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Capital g<span class="_ _0"></span>roup structu<span class="_ _0"></span>re </span></span></div><div class="t m0 x9 h8 y17b ff1 fs4 fc0 sc0 ls0 ws0">As at 31 December 2025, <span class="_ _1"></span>the Group comprised the follo<span class="_ _1"></span>wing entities:<span class="_ _1"></span> </div></div><div class="c x6a y84 w2d h20"><div class="t m0 x8d hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Entity name </div></div><div class="c x8e y84 w2e h20"><div class="t m0 x8d hd y17c ff2 fs2 fc0 sc0 ls0 ws0">Registered </div><div class="t m0 x8d hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">office </div></div><div class="c x8f y84 w2f h20"><div class="t m0 x8d hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Business profil<span class="_ _0"></span>e </div></div><div class="c x90 y84 w30 h20"><div class="t m0 x52 hd yfe ff2 fs2 fc0 sc0 ls0 ws0">Type of equity li<span class="_ _0"></span>nk </div></div><div class="c x91 y84 w31 h20"><div class="t m0 x15 hd y17c ff2 fs2 fc0 sc0 ls0 ws0">% of shares and </div><div class="t m0 x30 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">votes held </div></div><div class="c x92 y84 w32 h20"><div class="t m0 x8d hd y17c ff2 fs2 fc0 sc0 ls0 ws0">Date of assuming </div><div class="t m0 x28 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">control </div></div><div class="c x93 y84 w33 h20"><div class="t m0 x3b hd yea ff2 fs2 fc0 sc0 ls0 ws0">Method of </div><div class="t m0 x7b hd y17c ff2 fs2 fc0 sc0 ls0 ws0">consolidation <span class="ff1"> </span></div><div class="t m0 x10 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">as at the end of the </div><div class="t m0 x20 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">reporting period </div></div><div class="c x6a y17d w2d h2f"><div class="t m0 x8d h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x8e y17d w2e h2f"><div class="t m0 x8d h6 ye8 ff5 fs2 fc0 sc0 ls0 ws0">Wrocław, </div><div class="t m0 x8d h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">Poland </div></div><div class="c x8f y17d w2f h2f"><div class="t m0 x8d h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x8d h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x90 y17d w30 h2f"><div class="t m0 x36 h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">Parent Company<span class="_ _0"></span> </div></div><div class="c x91 y17d w31 h2f"><div class="t m0 x2b h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable </div></div><div class="c x92 y17d w32 h2f"><div class="t m0 x72 h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable </div></div><div class="c x93 y17d w33 h2f"><div class="t m0 x1c h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable <span class="ff5">–</span> </div><div class="t m0 x94 h6 yd0 ff5 fs2 fc0 sc0 ls0 ws0">Group’s Parent<span class="_ _0"></span> </div><div class="t m0 x2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Company </div></div><div class="c x6a y17e w2d h30"><div class="t m0 x8d h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x8e y17e w2e h30"><div class="t m0 x8d h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Bucharest<span class="_ _5"></span>,<span class="_ _1"></span> </div><div class="t m0 x8d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Romania </div></div><div class="c x8f y17e w2f h30"><div class="t m0 x8d h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x8d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x90 y17e w30 h30"><div class="t m0 x65 h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x91 y17e w31 h30"><div class="t m0 x95 h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">99.99 </div></div><div class="c x92 y17e w32 h30"><div class="t m0 x2d h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">November </div><div class="t m0 x86 h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">2003<span class="ls0"> </span></div></div><div class="c x93 y17e w33 h30"><div class="t m0 x2d h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">method </div></div><div class="c x6a y17f w2d h31"><div class="t m0 x8d h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Yato Tools </div><div class="t m0 x8d h6 y180 ff1 fs2 fc0 sc0 ls0 ws0">(Shanghai) Co., Ltd. <span class="_ _0"></span> </div></div><div class="c x8e y17f w2e h31"><div class="t m0 x8d h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Shanghai, </div><div class="t m0 x8d h6 y180 ff1 fs2 fc0 sc0 ls0 ws0">China </div></div><div class="c x8f y17f w2f h31"><div class="t m0 x8d h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x8d h6 y180 ff1 fs2 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x90 y17f w30 h31"><div class="t m0 x65 h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x91 y17f w31 h31"><div class="t m0 x96 h6 y5b ff1 fs2 fc0 sc0 ls0 ws0"> 100.00 </div></div><div class="c x92 y17f w32 h31"><div class="t m0 x5a h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">January 2013 </div></div><div class="c x93 y17f w33 h31"><div class="t m0 x2d h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h6 y180 ff1 fs2 fc0 sc0 ls0 ws0">method </div></div><div class="c x6a y181 w2d h32"><div class="t m0 x8d h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) </div><div class="t m0 x8d h6 y183 ff1 fs2 fc0 sc0 ls0 ws0">Co., Ltd.  </div></div><div class="c x8e y181 w2e h32"><div class="t m0 x8d h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">Baibu <span class="_ _21"> </span>Town, </div><div class="t m0 x8d h6 y183 ff1 fs2 fc0 sc0 ls0 ws0">China </div></div><div class="c x8f y181 w2f h32"><div class="t m0 x8d h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x8d h6 y183 ff1 fs2 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x90 y181 w30 h32"><div class="t m0 x65 h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x91 y181 w31 h32"><div class="t m0 x96 h6 y182 ff1 fs2 fc0 sc0 ls0 ws0"> 100.00 </div></div><div class="c x92 y181 w32 h32"><div class="t m0 x56 h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">December 2019 </div></div><div class="c x93 y181 w33 h32"><div class="t m0 x2d h6 y182 ff1 fs2 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h6 y183 ff1 fs2 fc0 sc0 ls0 ws0">method </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h17 y184 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="_ _22"> </span><span class="ff2 fc4"> </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">11<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h9 y58 ff2 fs0 fc2 sc0 lsd ws0">3.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Summary of si<span class="_ _0"></span>gnificant acc<span class="_ _0"></span>ounting p<span class="_ _0"></span>olicies </span></span></div><div class="t m0 x9 h8 y185 ff1 fs4 fc0 sc0 ls0 ws0">The most <span class="_ _1"></span>significan<span class="_ _1"></span>t accoun<span class="_ _1"></span>ting prin<span class="_ _1"></span>ciples ap<span class="_ _1"></span>plied in <span class="_ _1"></span>the <span class="_ _1"></span>preparation of <span class="_ _1"></span>these <span class="_ _1"></span>consolidated <span class="_ _1"></span>financial <span class="_ _1"></span>statements <span class="_ _1"></span>have </div><div class="t m0 x9 h8 y186 ff1 fs4 fc0 sc0 ls0 ws0">been <span class="_ _d"></span>presented <span class="_ _1b"> </span>below. <span class="_ _d"> </span>Those <span class="_ _d"> </span>p<span class="_ _1"></span>rinciples <span class="_ _d"></span>were <span class="_ _d"></span>applied <span class="_ _d"> </span>in<span class="_ _1"></span> <span class="_ _d"></span>all <span class="_ _d"> </span>periods<span class="_ _1"></span> <span class="_ _d"></span>presented <span class="_ _d"> </span>in <span class="_ _d"> </span>a<span class="_ _c"></span> continuous <span class="_ _d"> </span>way,<span class="_ _1"></span> <span class="_ _d"></span>unless <span class="_ _d"></span>stated </div><div class="t m0 x9 h8 y187 ff1 fs4 fc0 sc0 ls0 ws0">otherwise. </div><div class="t m0 x9 h17 ye ff2 fs5 fc2 sc0 ls11 ws0">3.1.<span class="ff7 ls0">  <span class="ff2">Basis f<span class="_ _1"></span>or preparation </span></span></div><div class="t m0 x9 h8 y188 ff1 fs4 fc0 sc0 ls0 ws0">These <span class="_ _d"></span>consolida<span class="_ _1"></span>ted <span class="_ _d"></span>financial <span class="_ _d"></span>statements <span class="_ _1b"> </span>of <span class="_ _d"> </span>the <span class="_ _d"> </span>Grou<span class="_ _1"></span>p <span class="_ _d"></span>for <span class="_ _d"></span>the <span class="_ _d"> </span>financial <span class="_ _d"> </span>year <span class="_ _1b"> </span>ended <span class="_ _d"> </span>31 <span class="_ _d"> </span>December <span class="_ _d"> </span>2025 <span class="_ _1b"> </span>have <span class="_ _d"> </span>been </div><div class="t m0 x9 h8 y189 ff5 fs4 fc0 sc0 ls0 ws0">prepared in <span class="_ _5"></span>acco<span class="_ _1"></span>rdance w<span class="_ _0"></span>ith the <span class="_ _5"></span>In<span class="_ _1"></span>ternational Financial <span class="_ _0"></span>Reporting Standards <span class="_ _0"></span>(“IFRS”) and <span class="_ _5"></span>interpretation<span class="_ _1"></span>s <span class="_ _0"></span>issued by <span class="_ _5"></span>the </div><div class="t m0 x9 h8 y18a ff1 fs4 fc0 sc0 ls0 ws0">International Accoun<span class="_ _1"></span>ting Sta<span class="ff5">ndar<span class="_ _1"></span>ds Board, as adopted by<span class="_ _1"></span> the European Union (“EU”).<span class="_ _1"></span></span> </div><div class="t m0 x54 h8 y18b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y18c ff1 fs4 fc0 sc0 ls0 ws0">These <span class="_ _1b"> </span>consolidated<span class="_ _1"></span> <span class="_ _1b"> </span>financial <span class="_ _23"> </span>statements <span class="_ _1b"> </span>h<span class="_ _1"></span>ave <span class="_ _1b"> </span>been <span class="_ _1b"> </span>pr<span class="_ _1"></span>epared <span class="_ _1b"> </span>in <span class="_ _1b"> </span>accordan<span class="_ _1"></span>ce <span class="_ _1b"> </span>with <span class="_ _1b"> </span>I<span class="_ _1"></span>FRS <span class="_ _1b"> </span>and <span class="_ _23"> </span>Interpretations <span class="_ _1b"> </span>of <span class="_ _23"> </span>the </div><div class="t m0 x9 h8 y18d ff5 fs4 fc0 sc0 ls0 ws0">International  Financial  Reporting  Interpretations  Comm<span class="_ _0"></span>ittee <span class="_ _23"> </span>(“IFRIC”)  which  w<span class="_ _0"></span>ere  issued  and <span class="_ _23"> </span>in <span class="_ _23"> </span>effect <span class="_ _23"> </span>as  at <span class="_ _23"> </span>the </div><div class="t m0 x9 h8 y18e ff1 fs4 fc0 sc0 ls0 ws0">reporting date, i.e. 31 D<span class="_ _1"></span>ecember 2025. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y18f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y190 ff1 fs4 fc0 sc0 ls0 ws0">Certain <span class="_ _5"></span>entit<span class="_ _1"></span>ies <span class="_ _5"></span>of th<span class="_ _1"></span>e Group maintain their <span class="_ _5"></span>accounting<span class="_ _1"></span> books <span class="lsf">in</span> accord<span class="_ _1"></span>ance <span class="_ _5"></span>with<span class="_ _1"></span> accounting <span class="_ _5"></span>policies specified <span class="_ _5"></span>in other </div><div class="t m0 x9 h8 y191 ff1 fs4 fc0 sc0 ls0 ws0">accounting <span class="_ _d"></span>standards. <span class="_ _d"></span>The <span class="_ _18"></span>cons<span class="_ _1"></span>olidated <span class="_ _d"></span>financial <span class="_ _18"></span>statements<span class="_ _1"></span> <span class="_ _18"></span>includ<span class="_ _1"></span>e <span class="_ _18"></span>a <span class="_ _d"></span>number <span class="_ _18"></span>of<span class="_ _c"></span> <span class="_ _d"></span>adjustments <span class="_ _18"></span>no<span class="_ _1"></span>t <span class="_ _18"></span>includ<span class="_ _1"></span>ed <span class="_ _18"></span>in <span class="_ _d"></span>the </div><div class="t m0 x9 h8 y192 ff1 fs4 fc0 sc0 ls0 ws0">books <span class="_ _1b"> </span>of account <span class="_ _d"> </span>of <span class="_ _1b"> </span>those <span class="_ _d"> </span>entities <span class="_ _d"> </span>o<span class="_ _1"></span>f <span class="_ _d"></span>the <span class="_ _d"></span>group, <span class="_ _d"> </span>which <span class="_ _d"> </span>were <span class="_ _1b"> </span>made <span class="_ _d"> </span>to <span class="_ _1b"> </span>reconcile <span class="_ _d"></span>the <span class="_ _1b"> </span>financial <span class="_ _d"> </span>s<span class="_ _1"></span>tatements <span class="_ _d"></span>of <span class="_ _d"> </span>thos<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y193 ff1 fs4 fc0 sc0 ls0 ws0">companies to be in co<span class="_ _1"></span>mpliance with IFRS.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y194 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y195 ff1 fs4 fc0 sc0 ls0 ws0">The policies described below hav<span class="_ _1"></span>e bee<span class="_ _0"></span>n consistently applie<span class="_ _1"></span>d to all <span class="_ _0"></span>the periods presented, except for changes resulting </div><div class="t m0 x9 h8 y196 ff1 fs4 fc0 sc0 ls0 ws0">from the application of n<span class="_ _1"></span>ew or amended stand<span class="_ _1"></span>ards from 1 January 2025, which wer<span class="_ _1"></span>e described below.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y197 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y198 ff1 fs4 fc0 sc0 ls0 ws0">These consolidated finan<span class="_ _1"></span>cial statements have b<span class="_ _1"></span>een prepared in accordan<span class="_ _1"></span>ce with the historical cost conventio<span class="_ _1"></span>n.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y199 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y19a ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1b"> </span>preparat<span class="_ _1"></span>ion <span class="_ _1b"> </span>of<span class="_ _1"></span> <span class="_ _1b"> </span>the <span class="_ _23"> </span>consolida<span class="_ _1"></span>ted <span class="_ _1b"> </span>financial  statements <span class="_ _1b"> </span>in  compliance <span class="_ _1b"> </span>with <span class="_ _23"> </span>IFRS <span class="_ _23"> </span>requires  the <span class="_ _d"> </span>u<span class="_ _1"></span>se <span class="_ _1b"> </span>of<span class="_ _c"></span> significant </div><div class="t m0 x9 h8 y19b ff1 fs4 fc0 sc0 ls0 ws0">accounting <span class="_ _c"></span>estimates<span class="_ _1"></span>. <span class="_ _c"></span>It <span class="_ _c"></span>also <span class="_ _18"></span>requires <span class="_ _c"></span>the <span class="_ _18"></span>Management <span class="_ _18"></span>Board <span class="_ _c"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Parent <span class="_ _c"></span>Compan<span class="_ _1"></span>y <span class="_ _c"></span>to <span class="_ _c"></span>exercise <span class="_ _c"></span>ju<span class="_ _1"></span>dgement <span class="_ _c"></span>in <span class="_ _c"></span>th<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y19c ff1 fs4 fc0 sc0 ls0 ws0">process <span class="_ _1"></span>of <span class="_ _1"></span>app<span class="_ _1"></span>lying <span class="_ _1"></span>the <span class="_ _1"></span>accounting <span class="_ _1"></span>p<span class="_ _1"></span>olicies <span class="_ _1"></span>adopted <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Group. <span class="_ _1"></span>The <span class="_ _1"></span>areas <span class="_ _1"></span>involv<span class="_ _1"></span>ing <span class="_ _1"></span>a h<span class="_ _1"></span>igher <span class="_ _1"></span>degree <span class="_ _1"></span>of <span class="_ _1"></span>judgement </div><div class="t m0 x9 h8 y19d ff1 fs4 fc0 sc0 ls0 ws0">or <span class="_ _18"></span>complexity, <span class="_ _d"></span>or <span class="_ _18"></span>areas <span class="_ _18"></span>where <span class="_ _d"></span>assumptions <span class="_ _18"></span>and <span class="_ _d"></span>estimates <span class="_ _18"></span>are <span class="_ _18"></span>material <span class="_ _d"></span>from <span class="_ _18"></span>the <span class="_ _18"></span>point <span class="_ _d"></span>of <span class="_ _18"></span>view <span class="_ _18"></span>of <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>consolidated </div><div class="t m0 x9 h8 y19e ff1 fs4 fc0 sc0 ls0 ws0">financial statements a<span class="_ _1"></span>re disclosed in note 5.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y153 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y19f ff1 fs4 fc0 sc0 ls0 ws0">These <span class="_ _23"> </span>consolidated  financial <span class="_ _23"> </span>statements  have <span class="_ _1b"> </span>been  prepared <span class="_ _1b"> </span>o<span class="_ _1"></span>n <span class="_ _23"> </span>the <span class="_ _1b"> </span>as<span class="_ _1"></span>sumption  t<span class="_ _0"></span>hat <span class="_ _23"> </span>the <span class="_ _23"> </span>Group <span class="_ _23"> </span>companies <span class="_ _23"> </span>will </div><div class="t m0 x9 h8 y1a0 ff1 fs4 fc0 sc0 ls0 ws0">continue as go<span class="_ _1"></span>ing concerns in the foreseeable future.<span class="_ _1"></span> </div><div class="t m0 x9 h17 y1a1 ff2 fs5 fc2 sc0 ls11 ws0">3.2.<span class="ff7 ls0">  <span class="ffa">Ef<span class="_ _1"></span>fect  o<span class="_ _0"></span>f  ne<span class="_ _0"></span>w  or <span class="_ _17"> </span>a<span class="_ _0"></span>mended  standar<span class="_ _0"></span>ds  and <span class="_ _24"> </span>interpretations  on <span class="_ _24"> </span>the  Gro<span class="_ _5"></span>u<span class="_ _1"></span>p’s  c<span class="_ _0"></span>onsolidated </span></span></div><div class="t m0 x7d h17 y1a2 ff2 fs5 fc2 sc0 ls0 ws0">financial statements </div><div class="t m0 x9 h8 y1a3 ff1 fs4 fc0 sc0 ls0 ws0">These consolidated finan<span class="_ _1"></span>cial statements have b<span class="_ _1"></span>een prepared on the basis of the EU IFRS iss<span class="_ _1"></span>ued and effective as at the </div><div class="t m0 x9 h8 y1a4 ff1 fs4 fc0 sc0 ls0 ws0">reporting date, i.e. 31 D<span class="_ _1"></span>ecember 2025.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y1a5 ff1 fs4 fc0 sc0 ls0 ws0">The E<span class="_ _1"></span>U IFRS <span class="_ _1"></span>comprise <span class="_ _1"></span>all Intern<span class="_ _1"></span>ational <span class="_ _1"></span>Accounting <span class="_ _1"></span>Standards, Internation<span class="_ _1"></span>al Fina<span class="_ _1"></span>ncial Reporting <span class="_ _1"></span>Standards <span class="_ _1"></span>and <span class="_ _1"></span>related </div><div class="t m0 x9 h8 y1a6 ff1 fs4 fc0 sc0 ls0 ws0">Interpretations, <span class="_ _18"></span>excluding <span class="_ _c"></span>Standard<span class="_ _1"></span>s <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>Interpretations <span class="_ _c"></span>listed <span class="_ _c"></span>b<span class="_ _1"></span>elow, <span class="_ _c"></span>which <span class="_ _c"></span>are <span class="_ _c"></span>awaitin<span class="_ _1"></span>g <span class="_ _c"></span>approval <span class="_ _c"></span>by <span class="_ _18"></span>the<span class="_ _1"></span> Eu<span class="_ _1"></span>ropean </div><div class="t m0 x9 h8 y1a7 ff1 fs4 fc0 sc0 ls0 ws0">Union.<span class="fs2"> </span></div><div class="t m0 x9 h8 y1a8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y1a9 ff2 fs4 fc0 sc0 ls12 ws0">a)<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff2">New standards, interpr<span class="_ _1"></span>etations and amendments to e<span class="_ _1"></span>xisting standards effective in 2025<span class="_ _1"></span> </span></span></div><div class="t m0 x8c hb y1aa ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y1ab ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _25"> </span><span class="ffa">Amendments to<span class="_ _1"></span> IAS 21 “The Effects of Changes in For<span class="_ _1"></span>eign Exchange Rate<span class="_ _1"></span>s”<span class="ff2"> </span></span></span></div><div class="t m0 x9 h8 y1ac ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y1ad ff1 fs4 fc0 sc0 ls0 ws0">The am<span class="_ _1"></span>endment clar<span class="_ _1"></span>ifies <span class="_ _1"></span>how an<span class="_ _1"></span> entity<span class="_ _1"></span> sh<span class="_ _1"></span>ould ass<span class="_ _1"></span>ess whether <span class="_ _1"></span>a <span class="_ _1"></span>currency <span class="_ _1"></span>is exchan<span class="_ _1"></span>geable <span class="_ _1"></span>and <span class="_ _1"></span>how to <span class="_ _1"></span>determine <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y1ae ff1 fs4 fc0 sc0 ls0 ws0">exchange rat<span class="_ _1"></span>e in th<span class="_ _1"></span>e abs<span class="_ _1"></span>ence of exchan<span class="_ _1"></span>geability. It<span class="_ _1"></span> also <span class="_ _1"></span>requires dis<span class="_ _1"></span>closures th<span class="_ _1"></span>at enable <span class="_ _1"></span>users o<span class="_ _1"></span>f financial s<span class="_ _1"></span>tatements </div><div class="t m0 x9 h8 y1af ff1 fs4 fc0 sc0 ls0 ws0">to understan<span class="_ _1"></span>d the impact of a lack of cu<span class="_ _1"></span>rrency exchangeability.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y1b0 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y1b1 ff5 fs4 fc0 sc0 ls0 ws0">This amendment had<span class="_ _1"></span> no impact on the Group’s<span class="_ _1"></span> financial statements<span class="_ _1"></span><span class="ff1">. </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf wf h1e" ><div class="pc pcc wf h1e"><img class="bi x97 ye0 w34 h1f" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABX8AAAPyCAIAAACrTjudAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdabRd1XUn+v+ca62992luqwb1SIBANMaIRkaI1oBp3IDt2HFDnMRpKk4y4uQlNVJJ3ntVNWqMVxlJJfWSV+XEL2UndvJsE8c2JIDBGNuA6QyYRjICAUKoR81tT7P3XmvN+T6ceyUBrnLKsS1qjPUbd1ydc7TvOfvss76s/5lrTVJVAAD+bjteg+i1j8wf+9895gce8H2PeQ2nyAZ/q0IAQyDxNcdMZDkprIIBo2AFAAWCIgJqAEDCLBVD3QDkiAQJoADj0VLkNVoWS5vIc0z3dGK2oiLvq7oWz9TqDXGGSKg8lkaUlUaALCkjAsxgBSsYICACQgBgFQRYgSEYFVLw/NlOOv5xXMkfggKnDmHDQiRJkiRJkiRJkiTJTwwdSR8Wvuc/vG66S6+bM+v/+JgfeMD3PYaZX31OkVQAsApBCULQI08zmNT3aQiqDGEIaySIqipY2UYYMANU2L6abKovHpmxTqMM52akmYWJPbmfvfTC837rozdlOT/6xDOf+fzNL+zeZ9qj/SDdyM2xBd06THa6y5av6O/ZKWAYa1yhbGOMgxNjDQaRVTy5wBmpMiJBWMQSSEGQI++oNPmP47r9EJj5pre+6U8+9s409JMkSZIkSZIkSZKfGHvkVo9b/4yw4l98wD/jmMgu0qD6QQlK0Nf/fSN0ASipgpRYwVGVyIANCKok0Lo/6kOdFdZIiapq2GrchJUj7Wvefuml609bvXx8zHUVtOiyVZdu/L2nntt5z8Pf2/Lcrh2vdA9PQ7ndtGMT+w2ay0QhCgGpMhhMSqpGg0EklUDOszv6tpTnThwGNHiYrM78BK7bP4vEmvI07pMkSZIkSZIkSZLjkz5Uduh4ncRrvtVXysA5ABAfOQIAji5lgFMvZCLZCCtkQHbufzVCAzQC4GCH20MIM1R3VywZfvuVF7398vUnLWs30I/VwbadNf0pNNpDtmjb1sj6UzasP3XSY8uLvf/nr27f8uxLRbPVL+OkGSJmJYYSQgQQmQABFCoMUQzSEQYNlmIYwAAMMgAPziqK/o/fMn6oaogf5vNmiraRxn2SJEmSJEmSJElyfNIHIXvczoJfM69mIAKAyqB2AADYHHuE5zzCCFmwBRwGJ68BIlAFlEmzvD9xeOfJS0be9c6rr9j45vNOy1uAUWQgk49DKuRjUJau54ZaJl9ivIEL1jX/25+874V9+ItP3f7QI48jLFYBrIN1gEIJRy4UiQAsNaNWVSiEGJC5HRp0EFIQQN/n2jL9gDSCfywrLwI4qEnjPkmSJEmSJEmSJDk+6QP0f36TydcfQz/Uk7y6NMBoz0qtgBArjBLr/KqD+VUY6ikHGLBQM59WKELPxF5BZdvBES65ePVlb7ny3FNOXLMgzwEXNWcigcYMlKm2KFQwlnNWYVaM5qgj2gZ9wdlL9f/+3et37bvg1u8eePDRZ3fs3D3VrcUWnrIQg5IBGcCAmFBaqVRZiY2ygkUH+z4oAaQKaP19yg1+YJSgP47PWxB/JClGkiRJkiRJkiRJkvxQ6cMxuyTOxwT/jCkx/c8e8IOPseIzLZVYlIWMKBNzFCUJRZ4RxJdlOTyunS44wgBSk1WtZkdM3cTMmasW/ez737nh3FVDGRyQQxvwdlCSIAxYYgYgDMPF3OszLGAZGQQIQ+yBKE6WrbKrl531OzeetX8aX7r927d87b49E92SmzXnko+GSFCGQVQTojhnwcyqFCMjOvUEtRKJ4gQVb5DPm0Xo9R90kiRJkiRJkiRJkvxk0gfS8AY5JwUFdgqOMEpGQAp2jknCbLdrSIeHWv2ZSW40Gs1GXXZ9Z7qlwWq5omluvOKSm951ybLRrK6RAxawiBYBKlACGSgrcyQEOlqWQQTW+UYVJIN8xEABLLXo13HtsPn191284cyT/vEbD9//5HMHO71eLcY0xebCJnCTcudVEQKqGnluJBDIaIgEBr1xrq1RYUnpQ5IkSZIkSZIkSXKc0gej8Q1yToGcp0KJATO/dyNqFSC6hoP42TIWznPdkU63SfKmk1e85U2nrD9tyTlrT1yzsMExWt8vJJg4xBjECAQKoAiKYFGYCFYgkBAAkAEpgQarJaKDOqgOSjQoHmiAiBsZzFVnLz1/3Xue33v42Zf3fPPR7d99Zvvk7OQU2tGMqIg1ubhcuaVAJInqWYU0EOSNc21ZlZFWXiRJkiRJkiRJkiTHKX2QH01Hxx8BJaOczzWMoPktEsUDUIYh9mV/DAfbRXbZJeuvvmTjxW9e3GKYiMIIx0pjMJmFy+Ax1/OSB3s0eJAAQgh2ru5hEAoQgQkOsMe21QABCmQFgQEwI0NcmNti5YJTVyy48fKzD/TxzXs3f+GuB7cd7kx3fdk3sAW3x7USkAEZUYEKSFlm3yjpA6UxnyRJkiRJkiRJkhy/9EGJ3yjpAxRSgRiw87tRCKRG3SGOlmLB4exVi9737ndcf+naJmCiNiWyUWgEQ8hFtQI4e0yOAABu8FQEMRg0yuT5/57vjknQV18GkgZUwAwixFj7utloFkAlWJTjQ9e+6ZK3nPnlux/7/Jdv29+vXb6w0/UVN5Tm23DQoFHGG+baKhScxn2SJEmSJEmSJElyvNIH+0Y5J6msVCCKMEIMgKEOYWzUnrHmxLNOXbLxvHWXnDqaKXKBg1j02FcwBLLgLMB4cFRYnlAYQaZzdQ0wClaG8FymQfO/CYPcQYBIGDTtlMEKBeOgMICBWmNylkHfDQYaTADWDuvv/9S5H73mrAc3v/D41n3ffvqlrXsOVdT0nCtYwUpQfqNcW4Gm9CFJkiRJkiRJkiQ5bukD/Sj2IlQQjnzPr3Jkgo8jPTOhwgasmVbOly6WFlpFte3xTmRvh8BF0EbwEVqjETG7qxVnTmzHt64/5SPvue7MkxciwhIyCYOOliAGteHag1eBIFNkc6+V09xagwiKg3UcSlDmQeWDHYQQOrfNJM2lDDiaSRBBuvNvjgGAeFAdYWmuR6kyRzKLRuwNF531ro1n1sLf/M7Wz/zj/fds3lNmYz5fCG7ZbDz0pmH60FlIF1aY2QohWA4ZwUbXrG0GRGgF1JCKERlBASUIGASKrX/5B0RUK8c07pMkSZIkSZIkSZLjkz78SBBkEDrMRw10ZCp/lCFEqSN55MZkrGoMlQHKlGlZx9LRtJCHVivz7KJzTrvgzOWXnLV6zQnDbaNWoqowEYj++/tUzO2qKFwcnXQfzRSU5k9rEIkQGai+ug8ogUjnbjnQMXnEsTeIABioQYRGIEDVkb3mLevOO2fdlp2HNr/8ytcefPHZ7btn+7v7IkQFyAqPGHaxrj0RSDiLgAdmOfJcfKKipEIkyObiFRDSfg1JkiRJkiRJkiRJSh/mJuiq86saBtN7np/oH1PtLx5CsC1lF8hBFQjoT7GpUB5sUb3Q1W85bdUlF1183aVnL2mTBXyn0wgdA4YxMID3IWsezTsGu0JC5ifpc1FCBTt4cZ7/beYSkUGxg0a4uSyBvs/kfvA2mLMfFLhEggciIGCwRkthqbNDK4YvWbv4F6580659vU9962tPPL3thef3R1oceKEvrUeh8LBlbEQ4yaoyq4ISRZhILsxtt8mgY2pJkGoWkiRJkiRJkiRJkpQ+YNCyUo5EDwQd1Bco5ttPACZWkTKQATnAQQIMN9q5i7ULs6evWvj+Ky+48bINi0dzrb32qrzI8qYFdC5qACFrRjCO3hcC5OjdOeGYDhY0V1dw5JGjxQ6vKXt4jfh93uNr7hINmmXQoO5D48yMHRoZbRkgtGHGluX/x0dufHzby1+59dv3PbJjqjeZ52NsuMcmuhyGEStEJUCVhU0ko2TnoxKBRiBC9Uf+YSVJkiRJkiRJkiTJ/5Lpg4IUrABACtK59Qs0Fz0MlirEaK0EKWOoCCZz7KS3bknzrJPWve38K89ft2Zpy7aYSKMaJZtBRaMQm8g2EgtT0PmqBjBDCMJH8g2Qzt8YvDc+uq3ka7ZbJIYOjsdr110c+a3+6KqNYx8/eiPCeJjBWyQCVKTdJFKWoBSByKojistOWnnRb334xf2z9z324rM7X7n/yW17O2GmdGIbxFmE6bEqSHjQLIMAgUbSkGnppDIaZuziNF6TJEmSJEmSJEmSlD5AiOXIvo14/WRdAVipMhXVrvp6pOGWjDZ/51d/ZtNZzQbAIk0OFhAYjcpsiKCAGgSgH6AGDAgNdkQAQxigY6MDnd8YktBAePXZMeYqHeY2lyT1c9EIMeZCk8H5ypGtKA05vLqGAkeWlqgAUHAglvnaChAbi35AwxoDQJQM5WFuS4yzV7ROW3HODMJk561fvPuxf7z7ye27p4QalWtUhgELMnPpg3oQWNRJyKS28GmwJkmSJEmSJEmSJCl9GMzOLYQgAmdgCWWZtZq1rxADogDSaLdNv8zEN+BPWNj86bdf8aEbzmkyMoUBmDwhKNxg3n9kTcSgnKGwc6skBDDzRQ2vWzjBc1mBAtqbb1RhoKRKZBzAXsQHzTLjNMz9iWqI3ro8hEAQYxhQ+BLWGnp1mKKiIZC1GoOEYPLcQKUGGRgDnV+pYS3i4LyYGDBh8DIVS5zpTS9ojxUt9yvv3njFBed85gv3Pvn0czume0GKKErFkEYD4+A9EIWtty2NHCBpsCZJkiRJkiRJkiQpfZiLH8AWrKRqQhBW6U8XCMZAUWsMjbp88+krLjznlIvPWr1u1dLlbTX9GZsTSAEGG0EGmEGtAanMlz7MtdJQBaBEDMrncwc5mj6oUfBgH0gAFhEiIIBZRYSMhCgQYuMyDgpb9cllYBJV4zIflY2FRImBScEsdcm5OfrWjmYQSsYYYwBQqIYMAZBaRIlc5oPazKhSVCXiOkbrJEavIWamGHbjVNKQBRjnLSvO+51rJjtXP/jUs996Yucz217YsX/3REXeDZfRUWtYyVV9X7kxACSzabwmSZIkSZIkSZIkKX0ARGAJzFrOhtgbbxedqYMZi6NquOXefv2V777h0qVDGDNoACbCSGULg+BBBKJaM8+GVZwGgkDn97DUCA0gkGFEDyKYHKrznTIVSiCGYRA80KlR1VjSHo4ao4g1GdtBXwwQEEU1whhQMQRAhNTYCIhBFZEbw3M7PnomCz2yVaUO+l+qMQqUpc+yjAwJgtMKqszKAOqOcQXEANaxCwBZU6JP1jrblAjLDgqtQRbG9jvdAye07A0bV71r05ml4J4Hv/fZL9/15PbdvWzRZLcXpYnhpeAGqgik9CFJkiRJkiRJkiRJ6QNgLIMiSbSOHFM5tXdRAxR6608/6Rd+5v3nnz5OQAF0ymDYDGUE5ECuBgJEIMy1pTi6C0M8ssICAokggHPMNdHQ+R0jCcRgUwf0BWJBOfIcMzBkDYAKgEKDZo4MYJhosFsEOR8kEAioFEHgDPoK8bCEhnNEwoO1FMSDDTWF5ltr5HlgALCDxSYaYAEVsAIiZUBuFFwpvCCazGtsAKh0JJvfO4JBxEOtYcDPVN2iGGowrrn4zLdefOZff+Whv/nSXS5Q2W70XVlOzaA5knZ+SJIkSZIkSZIkSVL6AADqy4xhEKnuLB7Jzj9//WUXrFq7atlZa05oG9XgC6tAaORmstPf3VFxragmDhpG6CB1ECIdNMlQIp1v1BmEGcREMcYsN8sbQlCmwRqLuT6f3qGM2HVgdvuefTPd3qHSstaF0aVjw4vHRlYuGlnschV1Gi2LRj+lLee4W4ZDh7q2aAgbFYHE3DDFkFsebmYFEQBVEkIEouLgZBUl2izzOtgC00Rv23m+MCMTIxtRFW64g7PVTDktRSuSVXGsZqgAfK/ZaFV93ygAQMRWoZFlbW/N/umSgeFmnhn6xRs3fvDtG7e9tPeb3/nevd998dmZg750Eyb1vEiSJEmSJEmSJElS+gBkhrWcsY5vfMfVH37Pm9eMYxjIgUylQE22RtUtY0nZ8D/84x233PXgwbKo7JggG6y2yKSXaQUibzIAQkbAgxtR1BjjvVfV1atX3/pHH8WRRREEAQH49uNbbv7Hux//3oudQDbLX+4PtQqba93QsmVlxVj+3msuu+qSC1YuGEKsiQQWAfjGQ9/7L5/8lNii2yuZuZFnVuvZqYlNG879g9/7zSwjmU83BHjw0ac/+embd+/d7/KGF5CxtR052IlXbTz3tz/2nhUjxsIgYrZb/9lf3/ytBx/zrtWpwhBGDJWtrD+U9/7jv/2ttatWePGWm2VglzeeeX76z//2C7OGYn92QaG/8dEPrl1xQsthyWnL1q9e+hsfvvqxLbv/29987h92p+GaJEmSJEmSJEmS/C+ePii3oQL1rN4gWPEx1Ma5oEaIYYvoBTyBooWagByuhQiS2NDK+W4rdFcvP+HKN4++9dzTTz7p5IXjCwjBKFtiAEQMLYAC2XARDvbs6ObD4491T551KyFNSA10rY2gUiQyHEkGjeJL4yzIehgVBgxn0P6MxEWNHos9pBnVWLRnFg9s2/flr9/38DPPztSrSn+pHfWh2ovW8korI1WR2wj+3hTu/sKO0X96+Vfesf5fXbd+MXdHQ0fFbtpw9ufu23DP5r09tPN8OPb7CHVzOHvumXLpC51/s66fxUVQRNudNDM3f2fLbbvOjMX1Eg+jcRD1TNbLFmadq684ee2w5DUro7L63NTMzQ9OHeqeKw7RHazp5CYO5tP7Q77yk98d+u1V7RV+2lCnx+Of+PuHZg7svuDSjWao2cwLp/nf/dN9l28489IL1hmglROrXn3Wkqv+6OPbJqoHHtvyzUeffW7XwRcPlbG1eNZbtQXZTOuAGA1XDiWzqwUaVdnK4OJrNIgEIRUnakTTuE+SJEmSJEmSJEmOT/oA6Q9mqgwBEMiIzcnkPioiQIQs57hU+lK029ZytzOpVddpR3qvXHXp+l/6wE2nrRkeNyiAoCH6kGc5H9snguZbY5qi59VY0yyyjooW1gDS6wRfsWEhI2KgBHBetIKvowRYhgbE4KxRAxYvAd5mNawHbr9/93/4xGd4BBNliLGmfDSU06h6aNRGa8vS7XUgBiaj4dFDk6/8+V9+obfv5Y9/8G2rhguytk34P3/7pi2//scHSohGzVp11DIykf7XP//iL/7hu0dayHN4mB0Hw7fue85jLUwX6FtDIVBB8YzVy6644GzEQJYBVKDvPLn1cKfDxahYAwwBUFCn9EUr/9zNX/zwFb+5MOOWy7Y9v2ff7pd/9+Mf+MP/9Hd2dPnocHvLYw9+4k8+fvNn/2nTBevmGn8QAUTMyxYOv+/6i955/UUVcMcDe/74Lz5HIXZrjrCAabRaINMvLdRQVnBhRIAQoFEBUWEMPo3UuTNJkiRJkiRJkiT5SeOjOYRWViuDAIgCQlZMUcOCc2Q5XAY2DTNC3obpbvnK3qJ3aGlWnrey+Vf/8Tf/9HdvuuiU4cXGc+x6X7GiyAoGxRBe/5JCuXOWmWOotD+FiT3x0O6MagMRH8EZhEHW5q1INoLATBCQp1hJf0aqDmIFB8ragvaOaXzl7ocmg+3zkJg28gZJDd9buHRxHns2dBoIqDogccOjsVOiGOVFqz97yz0PPbcDZDudsmAsaePCN52cozIsQQmU1SFalx94Zc/Tz78yC0xJv4T93Bfv7/khMgaYhXSMKESHMv3Yz/90g6mwBvBRfCl49sXJYmSMMu7XNbgNFlW4RkvIHH7l8Hee3OOKAsbu2LHjg+97b8tgembmXTdc8QsfvCCKVjW894OGHnqkTIHICBzAAShx7UXLP/+Jf/3h6y9anpWt+uDytmblof7MBGBR1lr5CDO3TQUYREI2kpHBrplJkiRJkiRJkiRJ8pNlj0kfaoAjscAIscLAOvgAVjAhlJBgtTPK9XDBa1eOXbVx09qV7fXr1ixsIUM/gyeESC4aqwoVAcEYA+A1E95AmQBS9Vw1Pe64FrImopZAtm+aERaZA1MIHnWZ5460juV0YZTVI9SQMESlN6jU7uqG/+u//MNj2w/axWu6flazAnW0Otu2Vd6dPfOUtcOtfOfOnZlwV2O310ExCpHZGGyx7D9//oGL1p66YKwgwYjiI9ed/+DDT01EK5qhNY5qxoeZRmY/e9uLZ2w4rQ96ZtveL96xtcxOVleD+2xC7Fem7F939YaNp2XOQymSKYPJ+wEPP7GnIltxBTY+tqCzXvzQ0MKZMubjiz5z8y03nvPRJe2c1TeNEOCMueWWbz713Uevvfy8PMPwUAEd9PU4et0KoxJ1zNIwSxQMN82///lLf/Ed57+4a899jz772FNbn5/SCWa4hohSvwtj1BrIoLsGVCmSAUJad5EkSZIkSZIkSZIct/RByCggMJENYACCClFwGlDVjsLYSBszWzduOPd977hm01kLRwi9mXJhC1TXEELWhjJD2M7VUyhUda57xRwCBuUWEaetWHT5+lNmyhh8sAZkito0n9zbOTDj0SjQ78Jx1shjOb18wfBpZy5rSM9q6ayJMY6MjgZCz+PTX7jrnoeelPZpdU3gJkI53DQ8uf/n333FNVdeuHYpcmD3gfITf3vnA1te3NWrSxKQidqIZux7+/qfufXej3306paEIeMvOmXRh99+8aduf7LLLOxQtH1/ImP95pY9D+/tn7ms8eX7NnextE8WdgbWcGBXx5NPXPDB687nbr/VaJASKNaKO+7dt2eCZm2NXFGMalnk5mAEOl7FZMZmz+/a+djze847ZeXYyNDzW544ddmFeWauv+aK0abbv3dPDlRlYAbPLZKY+8eQGlZoNPCo60aRA250SfPUJWsvPW/t3ol3fvXRF26576mXd+6a6vZN0fCeg7LaAsSAAQHEiJ006JMkSZIkSZIkSZLjlj4EcgooeP4L94C6yo00tZY4O1LwmvHRn/vVn91w5mmLGnkGKYDWsEVdw2RgIAIEMAXvmdkYI1GICK8r9TcAhfD+d2668Z2byKBpECNgsH0K/+4v7/n6A1thHULFLldfmdi/5IJNv/nz5w4TbEQjQxnhaziHqos777630V4w7QOaFsrQeubQ7itOX/qzN1y4dAgOUODUxcWv/cyNxZfu+tQdj4OGAQeXwQz1+1P3fuepK6+64txVgFbtrHjvdVd86Z7vzgbp9bsoLFmrihnFl7567/DPXfv0tsnJHrJhgD0kar9ogc84adGpq80JnEsH1GCAK6nv+tYjVIzAdCHTUM+G2qauycyW0bRbvXJmUXt8667Dl59/yopVJ/7tH/7RVZdfmFtTOHzg/Rf/+9//TxOzkBhYQQSmo0lOBAwNGn0ocgP10Ggos2pbhtcsxIevPeWiDac8/J3nb73j7m0v723YPLpWTzRQJkwYfLIkoFT9kCRJkiRJkiRJkhyn9EFMjhgIalhVvJN+ge6KkeZ5p64+85Tlm9afuvbEUUcwUAfvNBhECGAzABEIQCRYUMZuMF82bL7vS5KG4cw0CBFgwEJgtFRz0ihMOWUaVqUiKyZWJOWQE+0cWG4xAjiOAKIxdQMAtj67vdeVKovGxUARdWTIsCk/eO05KxtoKyAlQg1brFuc/eoH3nb/d7dtneqKaUGAOsLmLx44ePs3Hzr75zblEih21p6w8I//4Fd+7Q+/0hOCesOmrJVcvO1b3zswXWx5obRDQ7VOIKvQcYXYy845/Q9+5apxmoL0yLYB8nDP7+9vfnFvPy4GMZwzoRoy9W98+J3/9f+7tePaIsrgvtoHtuz90A04cfmin3n/jf/vX3zy0o0XtE1NJb/nuks/99effe87r7Y0qD8ZXDIGVIgJysQAQwWqICXSnAfXG2MqC8bovOvW/vQlJz3x3O4t23Y+8OS2bXsnJ6q6HzOhLLA1pCo+jfskSZIkSZIkSZLk+KQPMIzKW4dM69CbWj6cvf/tV1x/yZlvWtm2gFE4ggoYxHAAQyNIQIgkHlwPqh9e/7W6vmrzAgVIPJPmNAgpPFBBtUEtD861dOoDmBGJlFQMhUyrJtDQCtIDGcs5IffQF7ZvL4qxVzqljHmU07AjRS0t6m84feWoFXiCKSF9kLRgV4/xOWuXb//Orr4YEAFKqlOVPvncS1PlJa3MkQltyKXrRq7feOoXvvHU9FQPY8ORC9hQxbF77nyGstGxxY2J/m5EcZwtH8n/4NffdvIIHCp4kBEwd6Xx8NNbDnSDth26NVRy7V9x0epfeseaL93WOLDPE5ui1ep0pp/c/srLUxgZjtdctumiiy665WsP/s1f/GWvM3P9VZd//Fc+0rCwOFKFwgBAUEBABENEwGBhBgGsAAMOMAgWHgGtRrbsvBOvOu/EX/7gJQ9t7X3y77702LMve9g6GGO1cDaN+yRJkiRJkiRJkuQ4pQ/9KWPISTXE1ZvOXvOvf/ld55w45BRcgxAzCyaCzM2EoQZsQEFJFXM9OXkwX1aaO+b7BRHH3BxsZyBQAUAqREyqpCBSBQOsTApWAg9yCvUgBRyAGjQxWyk32BJYASAGiLQbbny0heAhDgZghgixMHjR+IjFy6RBJYIUCpM39x2e7kXUVGTUJ6kyblx93rJb7vxWbDZ7/T4aLWhpuAUfi5Gm1z6iNmwzdKrzzl2xejGcekcOLkP0XZ9Thue2T0djhAJM5ghZmNh07poWsHzB0NaZ2lfe+8DWHe76R57cc86lSyT0G65xw/Wb3nHdpozhAAnI+OgCmCN47noxY9CHUxUEkIAJMABDIAECInVEgK0CLj69eca//Zk7H9x9/yOPP7F56/5OJbFO4z5JkiRJkiRJkiQ5PunD6Utba0868coNqy46++RlbTQFzVAzgY0yc4wiwkzz38PT4LdVRCBaqIUo1KiDuqNPT/NRw6tm0gYwMvjSngzBAIgwERBYgQlkQQpikHr4ACuDeTfmvu33QB+Y8Y2pPpl8SEOJYhglMbtFixYyo6p87nJBxs4ACKLKGB6yTEqiSgqAlBR0YHJmNmCW8jENLFUBuuKsle9/6/q//xEf9d8AACAASURBVMZ3+tkCeMBwWQY7MhRltn/4kG2N1RPdhcP2pveua6C2dS1ockZiQuR8ssSjT+9G5sRPk82yKIsKc8n6kaboeWesumf7s5zZ6HswWST391+5/aYNN420TKmgiBYpKyFKRkJRiQeXeq66QQGLSsEKFph4zAVmgBFokOZQBksAkYpDPUwkcNbipstXvPeSFc9v33jbtj3jtaRxnyRJkiRJkiRJkhyf9GF5w5974tjb1p+8rIUMKFBC69jrRiEeXkA2iyBGV0GAiTCDv2UYAwNR6KCcYa7hxesSh2MLHzIlhLlDrCMA6kEBCOyErFIOUrCFmhq15zwAIDP4CchroAZqbng0PalSBRGQC7GyLgtErtlGQEVFRmKgAlcDzhliCwFATFYpRpVIps8ogSpyg0HSH2H6Nx+7bstLLz9+CDMhJ2bLhl1UzGQNhzBkTPahn7r49JOyApOgYfUNdVVkr4Q77tm1c2+3ajBYjOSo8abTT1w1DBvL9Wed7P/hCbIZQWJVS9bY/crh3btfWbi8PRuL1shQgyiGuur383Zz/mICyoM1FwpAPRERsghS8GCXz8HWGowIDR5OOSOCBQhCKhkDGmKv7/LmiDPDq8b3tRZPbXs+jfskSZIkSZIkSZLk+KQPT7w09di222++7d6N608765SVG85asXapabRGHKwVidojBCELAARSBSLNTY1FQTpXmaDmyN4PdEzmcOx+EBwBw3qkMacFxTgXXXgnpRgXKQNnEIGq1dpBoUapBVhS5BoytsOtisy0y0ZKaSMWcNb3yv1TvX60/RgKpkhGIFDPAOB6dVRmYQNVtUQSc2uHM4xZDAEEo8hIakN1S+hPf+8XP/zvPvXcTIy1qtFKouPCstr+4V/6qSt//uq1C6kPeFUB90S1o3aPx+fu/nrl2qiMy+0IRV8dOP30VRE9T3bdqqVnLog7D09wa2ymIgVqat7+yEtnfOTiJmUaozDI2KLdFok0KHoABitTSBVASZaUmAadM8EqQBwsVBlEFYxaEElJ1Ao4ggI0ECZNY+uzU88998JDjz5+1/bypreehcvXpqGfJEmSJEmSJEmSHIf04bBdSo5nqrj1nudx59OLx/LLzl37C++5eMOaZhVgym67nUW0+j1viYrCQOrQLW3hFBSUyBhid+R7+tfSYyohKJCyPRJJkMjcSg4QaoOatY4YLL5QJ3VDejkAGKVCCUbRlFixXTSkuZ3q9oXz5ZKNoOxzO5uYqXftOXzi2hMArwLmaBB9RB3dy7sOdXxElsMUWnfYgqryjDVrF1oMYbCKxJLLELsj1q9b1HrnpefuuPWhHvKgNazzasnPnLd66H/74FkLHXJkgBUXidQQey1uf+C57+3f16GloHHtVNzojAxhzZqlHs1pxvgYNqxbcfCBzYdnO7BtNVKK+/Yzr/wqZS2gYcyRq8bmSK8QGRRBECkBkQqer3cwUCBCI6BQAAQxFCuXE2DLSB1hk2Gixp0P7f/8rfc8u2N/v1bYonbtwEUa90mSJEmSJEmSJMnxSR/g+6pK1mStFoKbrfp33fvolice/8DbL7v+ik1rl4wfDpAwPdxsGWi/mimMta0mlAjWeojCGLx6s0Q++uSvWoXBrz4HAVTnNqI0Qkah0ArCEG80Gg2DL/8BRIAJRAxgyaLFGRkJ3jQhGiBREIOvDhw4KGtP6NceplBBp1cW7UW5xe79h6MQOIMyeqXkiFX/3HPPtAYYVBAQQxXEsV+h2Tpx5ViM4rT2YkCAwiCOjw41HQBIBBtmNiqx6pbSanz9nnsrX4NquDJyKJkajbFHn5/q25e0y4322OHYlGJcQ5YPjfdnOwR5Zc+uQwcxtghmfqGKHo1rADAIgBlcvBwABm04BRrnlmaISlQYyzYXW0xXfrZftoZztbj/6YOfv/Weh59+4VA3muZCbrqoBohp0CdJkiRJkiRJkiTHLX3IbIgSVShKRsaqFnZk6KXO5J9+8f6/uvXBM05ZteH80zadbNaedNJIM8/zVg3SKJkalvkNCAJAQHb02V89l577bQZVDoM7IqBADJCLgOe8pKZRZKH0YBLvxBtRwmAng7mps2NWwZvPWDvazLpqZkKF3gSynCSGyF/95nfPXnvS6sXNGNHXnBrjzx/s3vnItq27Z2DGEQwQXauVSXfVCe23bjzDqkosyTgi6vfrRmHJUFQQGUQ4VCATSElh1EusFIgCx6xQr0TRGtd+6aWJpza/ZBoLYQGZRMN1ur2yNJ+7dTPduiWaPtREkwdtx4B+X9g4KM92pu+6485Tf/ba4IO1DBARAZC5/prQY7qDNKQ85nISiAXGg8gZYfiIWdU9HX5xx4FvP3rfw49vPTQ92w3OU0Nbzb5aXxNnGWk/DfokSZIkSZIkSZLkuKUPwXesy2EyAdQ4cY3ZXolsUQmZ7vf3bD788M7N/xC3rFm58torL7/2kjcvLKAwbOEUUqsxg0BBBx00AQbJXK/M+RnzfBjBx3zRH6GR5ksjItnImVUh1KxQJaW5HyjJkW0tSV3EwnZ2zcUXfv6O+3syW5thaG2UUIx97ZGtjeadm95y/rWbVjHw0v74Z5++4xuPbT2McbRG4RUaSUvtTd30kevWLrENiIEoRICi2UIoOSsMwbHRKDDzi0IIgFpDBFgGK4JEgSGyyPHAEzsCjYsdg3igp6SaQaioZLhhF3RlO0S4MSQ9jygQoqzRm5nuRL7tGw+87arL1i1rHL1MBFboqwMIANByrsEFEcgpZTXgLQLQCXhpr7/l3sfueOCJ6elZISuc9WWkF0nhyDrXGnHguqxsGvJJkiRJkiRJkiTJcUwfsiJnsmVVSyXIBFkBWMDAWh5uIYaZydkYx3ZNTG7d/tVHvrvrgzdc9eZ1Re0x5mCzCIpAgDAw6LgpUAYJgEEGQXOPvqYbhoAU0PnWnARiBYvmkRwRi2YCK3OPz/0hIbStheCqTRte3PXKPZt3R6MeqALgmsgX3P7wtm89sf2Wry7Ki+az23fuONQL+bjQEFwDVcdyXU8dWLti/PJN5w7aQ4AweH4AEpWZadAINMRgm4GcslONkTiCFKhqWBMNgQjBogd8b/uBSlt1aAIVrAf6rnDka4S605mk4UCWMpbSEbIG8mYMNTiveHjX7NRt335qzfsvfHUuIATYQYQDkiMLMcAgA3JCtgZmFEKY8vj6Azu/+JV/em7/7LTkZT+CCNYYW3AjtzZXNnW/D1EYl0Z8kiRJkiRJkiRJcjzTh7IGWUWWIzNEThWDzo2o+qIgw5TnNZ0F9fti/5YHX/r2U59cOGwuOe+UKy485ZxTVo41DIOsagEDQFSYCTqYOAuRAgpRo6rGKWG+MwYPvtxnggEo1pbER6ZsGGKVYifYvloPOPCgCIGhUE9CDTEXrBuRD1z70r7PbT00pVqY5mjlY02LulDp+YPPzwSZ8bGozZArRlEKfGmoasjMaMv/8nsvXjUGIyDUQASpACqwzgGqERRDTmGW2+AcMCAftS9EBDirTCLBE9uSsTfax7a95Gkk1C1kLTJM5cSC4ZCzZ1AxSuCuKJexWxftfRMTFIbVNNEYLsXsrfjv7tv6UzdeeFIGVTBAGlUDEaCRSZlYRciYWhtsjBAHYCZg33S897Fn7n9yx4s79+3YP1EG1WyoJsdDQ8wm1DFCoRTreq5wwzBQpxGfJEmSJEmSJEmSHM/0Aa7QQRYAqMTBPyS14UgKFiWgNAwYaA4zss/3Dh7u77z7iS9+9d5TVi54x9suu2TjBaeOgWkQKhgFoldCjKG2BFtYkIBAmGvbCQBqQAakot6Qa7EfMvVstJEaqAO38sK18tbwkcMN4BChHkqW0Ga78YyFH7vpHf/7f/7M8FDzcN2Hayts5Ax5Mb3/RQyNopFDyQehDC1bFtpzM/t+7UPX/fRVb3ZAzjCqmFvlASG4qBDf74lWZa79WSEAIIXEKAEaGHBMGgL5mhpWgDsf/M6ug6/40EJmUAWdnDhhgfuz3/v42lXNtkAEsevzpskb/OjznY/9/p92RLsS0ByPPdOjoa0H/RPby+XrirLESBN13+cFI9SIHgCsJWZAu9Z5YKbGoWl85a6HP/eVr8Zi9GDXwzXFLhDLYAMVUUhQ8GCFyuDshTUN9SRJkiRJkiRJkuSNkD4Mbs9NUwWqrJEhVpQgpEIkMDOAQAEVrzZoQ8Q6ZE++2Nn/9w99/cGd77ni/LdfdGK7ibqGRgwX1pF1LjcIoeowKWdufiuDQUrBgAVFC2LA+o7M7G/kYx6u1Cjdfqc8WHUWioB4sPsC5k+SAEglWc6XnX/SL990w6dvvk27ZIeXhmDhe8BIsWhhWXl0ZkGAMybWMnlo6vCuX/3ANb/0gYuzOFjJcKTxJyngIzIVNjw20hhr2fGWmww+QgEL8gV5Cx8VTEIqsHZQinHXXXdlJpqq08xG6n65ZMmiEdpz8nhzjNAyWmSUF64OkYDTlzRXj9odE9OBiOxISd4289CdeWnHLj19bbOJCPgYrLekxHlzsMuDgqva71EcmtI773n0zm/c9+yO/YtWrT041QvZiMmb4iOEAZrfdEMHXUJoLncQOrJ3BEwa9EmSJEmSJEmSJMnxSx8Gey/o3F6HpMJQUhGS+Wk/gw5BeRAUAE6R1dwg64Tqlyb8runJLc/d8umbcfLqVZdffMaGN58WC5gahQNHzl3bsEis2QSAFRAaBApOYrRGbQzL21hZ9E1uSi7LkbYaNxLsSQuyLFSwMJzNt9fIQE5CzDIqfVzWMh9777nXXHT6nfc/dfcDT+48MNURUG8i+n7bZWDD0Ex12Wi28aJ1F5974xXnnZoFyRAEGQNQBiBKkWAtyAs0AEBd5do5rTFVcR7IKsWG+CVtkrKiBoEItlDY3bsPdHe+srw1tnC46vuX3ZAxvem3nLXi1FFkgNGapJZITWNF4+oh964LT/vK3d8eNRxgQ5tyU3mqtm9+uLrqpIYzQbRot0MUZq4JlaAUPL9j6sFHnvr2rv7mZ549PNM1eYvHT9zTUcpHoByDQgCm+dBhkDvoXMpDCtVU+pAkSZIkSZIkSZIcR3RkZsrv/zQAQGiuw6MOooi59hQEAE4qJYpwCguyAMM6hDg4SqOnuhxtN1q5nTy4aySTD737mvded8HSBRgCHGChBC3QgxaRbJwvgdBQi1Qua8wGO1NjuAkvmPSIDqaHhewX5CVAws1AbAAjXtlhsGEkBNBe1c/ytgdP1th3qHrsqWdfeHHHdKfbqUKrPXzGmevWnbRq3YnNFmPEgUKdWeqVfVMMZwDFCoTAeR+oa4zbiqQDzidje7fHEqA0qBiBwUBRVitbhuC18siHPaCKXh9TCtfC/h6Gm2gArqsjljICc4/IBzPiq14jz+oQxeaHeyKO+wpnEPrIDXLtjzUbCgXghcCogQDct3nyzz996+bnd7VGF0/6uvZBTS4gJYcsh49QhSE2LL4mESJ+zQesJMfeNYKPXrXuk//q0jT0kyRJkiRJkiRJkuOQPrj3/dXRnphAJCgRBj8Y1DvQUNcLUWAOTJEJrECA1DABTgkKGdaygNRZplmczcP0omY8admCyy447eL1p562ekXmzJDOAo1ANgARMABLZFQiwrbVD5RjxjHV3OorF4RC+/Az4EzMsCfDgBXtKlmCQTRaE/rEESECDNsUcQIDNjVICWGQrSgySKYlaQQjRBFyME2nIPEAArs+gYGmlFRPwrieGZlmt7TuKee1MRUBQA5xocMEhQum0Q3IAxoRZQMle49agAyukKyIIEHU2jhMcWZUCqZY9azLo0LAymwRWYKlGEXIusp7YxuHO9WjW174+kPPPr9n8qmd0zMY6aMpwRg7TdaFqADB5vAehkEg8ayRNQqMksWgdch8gASiYz9vKyGlD0mSJEmSJEmSJMlxSx/max/+hY6UTszfr2tYm2VZjPH8889/3/vWf3gJhgs0AIJH7GN2Au1hcA7Ku9F6i4YiExEBORYgAiJwDNbBNg0CjeD55pEEfXUPT3r13R+3weWLxzxiANIA9XM/kFoWZQ4gD/QwKGtQBjV8zGFyBSaAacADn79r79/cfNv+qZ66pg5CHxXSSFBF9i8/W4Pqo1ed8clfviwN/SRJkiRJkiRJkuQnxv64XyBrNr33MUYReeSBBzZv3vy903HDdW/beM4SU7sWtBg5Ab6CBBCaliIMQUkjRKW2ZNkylEE4kikMFhfI3A0FHVuz8RNHKiBY0KDiYC56IQMAZKEWUDMfyGhUMkZFlTJFIxpXAyHiYB9fvvfFr339W8/s2JOPLMkbrTIoXreMIkmSJEmSJEmSJElS+vB9iIiGIMZkeR6Yvfeffaz/pc1fPvPExaevXnzluSsvPXvNgqzIERFqjn1LKl6RNQwTNKoKlKD/P3v3+mvZXd93/Ptba+29z5mxDTbmklLulJimhFBiiEiBtimoSaNKKGpTVW3ysH3Wf6NV2kdVpKZXiTRKArQVFUmTmAIhGCwDgWCuYzAX21Bs7BmPZ85l773Wrw/OjIG0VWjlj9FUr9eDozWaI+11fns9WW/9LmenY7TlbAeKNozLXDVXXcsS7eyg0FZ1tndCr/rTaw5y5lr2Ve1sz4Wxxt7GfbXepl7V26pXHbRt9WG/31c76H06mWvbhuO5P/j4lU/cd+GzX/jmJ+678K1LT+6Wtq/V1Sev7mvVp8Oqs503ru0iaedIAAAA1If/vf1+P6xW4zienp7Wyck8TXXbX7h8+eLHHtx/5pFvvvfDf3LL/vF/9Is/90s/f+et66kfHx+ueh/bvMxjtWq9Df366Q1TtXGpYa5aqsazSQbt2mmZVa1qOFtz8Uy/pbep2lh9uT4DY2m9D23aVy1VZz8PpmG/n7d9PazGbdXlVg9+5/RfvvP3P3DPp67MY60PNquphnNXT093bRzXh8O4nq9Pl2jVh1qaRxUAAAD14f9kGIZlnvuyHBwcjOfPz/N8cnKlWq/T3dWT+bjGvr71X/+XD374nj9+6xte+3d/9qeeO9W8r4Oz+9ptx7ONLftyNqVhaOte37OxRP++DRavL8q49gvjMzKCu2pztaEN66rqZ7VhGfqybtNcw3DWINo0r6aqunha9z1w+vVvXfzVX3/XgxeP53PPGw7OXzk5uXr50sHBdNNzXnC8XY6OTtvB+vo6EzMeAAAAUB/+zPrQe5umoffTk5NqrbW23j80bg63c5979fHg8dP9E231zS8ff+zBe//DXZ+587V/8W+88WV3vuqFt91cB9PqsC9TG4dhW9Wr5la7scZWZydx9Guv5+17d34c+jP71r6tOqlrG0Ku2tSW0+q7qqo2j20a29SrPVL1jW8++dFPXrjnk1/9zIVvPfLEyXY6fzTcuuzXy+XTGsd2y3O2u9OTK7s2TuO5W+Zl8WgCAACgPvygltaq97mqDdcmJty6PD6frKdhsxs2p32s1fm5tbnXSZ8vXtxd+NDn/9P7P/rS21ZveN1rfukX3vKaF6xXVZuaDtp+2e1a37V19d2+rw5b1dlEg1rOJhl8N0BE/6J5nqtqHMf9ft97H6Zp3drqbKrFsq+q/clu3Jzrw2bf6tLR7ktfefifv+/eL3zhgYuXdst483Y5rPWzTts4D63XUqt+dvBIHw/OOsq8nP0JAgQAAADqw/+r3qa5Db3GpYb/pRS0qqHWt3z50Sce+G93f/7CV3/+za97y50//tqXrJc+HaymVst+t5vGaVu1286rVuvVVGOvebkeIOJaa621qpqmqapWfak+706Ox9Wqxqnaus5vjqoe39YDDx//5999//t+/78/+ayXPfHEMqyeVcO53X41Tuv9UlVL1VzLXLVUa/V9B2o+NYFDgwAAAEB9+L93aXxOr3Eexl5Db2P1uZY+1K71ZerbVd/v+ma3uX1qy+e+eXz/b/zBr7/3Q6995Qvf8vpXvvUn73jx7TdP46Yty9GuNquxtVqWZVXDMPTrSzGWdv3wy4Tee2ut974sS++9qsb5Sht2q9VqP7fdMj1Z7RNffvQDn/zKH/7xhYceu/LoldPx8I7dceubc9Pq3Lyde/V5aFX7Vvuh78a+a9XnNs3D93aH5XvPuOjX15YAAACA+vAD2U7P/u5mDX2uPo99Hms39mXo+1ZL79WXtuu16wdHbbPdTxe/eOmP7vvgr/yb9779p1//C3/7b/6lVx0eTHVadbStg3EYx+r7eZra976kh/LDPM/TNJ3Nfdjv98uy1LCexs3SNpdq+NT9j/3TX/vNT33tsaPVrXXuttP5lhrm+fDmOj6q/X6/21er2lSNu9pvqy+tz61q6G25Ngfk+sEZvVf1dn3iQ2/Dd7sEAAAAqA9/tmWu6q0vVUvr186SnGu1b62Gw6o29Hldy9zGZVz3tro696N+0Nvhs1e3vOcjF37no1/80Ze/8K0/8YKffsOrf+zlL+pj7XttpnXVvq69oy9DjaEVC9M0LctytvXDNE3TNH318fljFx6+6+7P3vP5r3378vaoDpfVj+zHTZ3ua963tmxOd/OyWobq41JjX+Ztne5rmnq1Xq0vq6VXb+3aphX9bLVFb2dzH9pTR3o0h24CAACgPvzAH9lPq5ZWy7XZD22Ya1zauoaxalNtmuYnN/3qfhxP5l5trHHTx7F2x1c2N507uOnSlcc//cCjD99/93ve3X/slS/+mbf81Dve/ubhYLUZh7MX+FbVaxkye08uy1JVq9VqWZb777//wx/+8Ds/8sAnLt60bG7erm7tu9M6uLk2B7U9qqOLq027Zdxfvvho27xkGJf9ftfHPh5O7WC1P91Vjb1PvcaqoT8166F6q169t7MjRntVO1tIIj4AAABwo2r9+v4C67/zr26g+17NJ6tpbPN22R3d+ZpX/MN3vP31d9z+kpvq5uWJmh+vdlQnRyfn71yWWo+1P90Nra9W66VVr5qr5qrtUs8ezmZILHX2ot/GqmGuOp5raVVDLVXP3j1Y00G11dzPnbb11aqTqkdO6zff+8V3/9c/eOLy8X51bjusbpRxWy+7X37ba371H/9Vjz4AAADPmO/OfZhrvIHue7967tH2eDh41rDpH/rS4x//lXf+yG3n3nDHC9/2xh9902te9LzzQ7tpWc99NbShz9O6V++1HI3VqrWhhlWvg9aOa1VVYw1j1dCW1pd5tx2n4dzSa5x6b0u10/H23b7Gcbrahy9949G7P/3le+576Itfffibjx/31U3L5pZtv5GGbm7LYhoFAAAAP6z6sAzTjXTjm3PV1ktrS+81HV4+GC8//O0HLj/y3k8+dOum3vG33vZX3vTKn729hlYnp/PhulXN1fc1b2schqpalqrarW9v1xc8tGqt9b47rvFgGKpOryz7eXXu/EPjYRvqc189/Xf/8bc+ft/9T5y2k+Vg2Ny8P3z+dpmWNlT161tO3ACWeV7a4LkHAADgh1Mf6sZ6Kb38SK3XNW5qP9d+rmU8/PMvO37sf+xO2uUnt7/227/3W79z8z9583P//i/+3K2b9ZW5pj5t2tSqaj/XNNQ4VO+bqqoaqoZr2yqM07mb5+1uWfrq4FlD1bz0jzxw9NvvuutzX7pw8fLp6XJuPx3uh8Pddqm2agc3136p/XGNN8zQ9Vbd3AcAAAB+aPXhhnopfc7h6dHple22DdO6rw7mZb97/JG2n9vqYKrNbrd97NLxv3jfff/2g/f/5I/f8TN3vvyOV7z0hbetbt2spqphWVatt6rNcqmqqsZqq17rXRsunw5tMx31+vpDJ3/08c/ec++ffOTb9eSV416HbbylpnFp6/0ytM3Qa9V3vdpU06r6fMPUh+qO7gQAAOCHVh/asr2B7vuxJy+fv+XWw2m92y+7asNqvT/ZDgeH1ft2v2vDeqj2nfVt39ntv3Lvw+/6w8/dem7662987T94x1tf/eI6GIaDqqp63v5KVathU23at+FK1elB/cZd3/j37/m9Bx+5PK/P17A53S99Xk+bzVJtXmpYqg1tWq3n/X45OaqqGpc23DD1YVUn442zTgQAAID/3+rDQZ3cQPe9veX5x9WWuVWbqoZaWq03y9yrqrWxVfW2VB+qt6pp2Jy/ut/d9eGPffqT977u1a/85b/3tp942U1DVe2GWq3n7VCHh49cme/6xJff/bsf+uyDlx49nergWdtlWnZtPexqqppPqmqsatfOzDiael3ba7Ltz076vDG+7/3xus2eewAAAH449eE5/dINdN+Xx9uq+lNrRVrvQy2t+tB7q7lVb72Ol6tV89jnqbZT7TfjdnjyyufvffCffe7uV7zoBW9901/+a29647Ssv/K1Bz9w9/s/+bkHvv7IE8u46fv27Gm9LBf3yzCu1sN8WlVD72d7JrTqrZ99bm/Vz1YyLDfQ9z0enetHnnsAAACeSa33a7sAfPyxG+rGe1WroVdVtbNtI3u16kMt1ZfWlqo6GjbX/rfXUDW1WvXdaqhV7bZXLi277cmfe+kwVBvq6nEdH9d6XbXUaqip1TJXzbWa6qg/NVLf94lnhl5zq6XdQN93Pf98vejQkw8AAMAz+DZqCAAAAICn11NzHc60P/VvAAAAgKfXYAgAAACAKPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfcJECaQAAFv5JREFUAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACArOmpq9aa4QAAAACedq33fnZ14cIFwwEAAAA8vV71qldZeQEAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAEBW671fu2rNcAAAAABPu+/WBwAAAIAEKy8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAICs6amr1prhAAAAAJ52rfduFAAAAIAcKy8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyJqeumqtGQ4AAADgadd670YBAAAAyLHyAgAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AeB/tm+HNhADQRAEtdLnn/IYPHEAblZFVkcHtnQAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtH7/c3e2AAAAAAq3zQoAAABAx88LAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQUh8AAACAlvoAAAAAtNQHAAAAoKU+AAAAAC31AQAAAGipDwAAAEBLfQAAAABa6gMAAADQOhMAAAAA39r2fj7527v+dNVvgQAAAABJRU5ErkJggg=="/><div class="c x0 y1 w11 h1e"><div class="t m0 x98 h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x3d h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x3e h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x99 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9a h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">12<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6d h8 y1b2 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c h8 y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d hb y1b4 ff2 fs4 fc0 sc0 ls13 ws0">b)<span class="ff7 ls0">  <span class="ff2">New standar<span class="_ _1"></span>ds, interpretations and am<span class="_ _1"></span>endments, which are not yet effective and<span class="_ _1"></span> have not been applied early by the G<span class="_ _1"></span>roup<span class="_ _c"></span> </span></span></div><div class="t m0 x6d h8 y1b5 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1b6 w35 h33"><div class="t m0 x59 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Standards/Inter<span class="_ _0"></span>pretations </div></div><div class="c x9c y1b6 w35 h33"><div class="t m0 x12 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Effective date </div></div><div class="c x9d y1b6 w36 h33"><div class="t m0 x70 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Description of chan<span class="_ _0"></span>ges to the <span class="_ _0"></span>standard/inter<span class="_ _0"></span>pretation </div></div><div class="c x9e y1b6 w37 h33"><div class="t m0 x1f hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Possible impact on t<span class="_ _0"></span>he financi<span class="_ _0"></span>al statements </div></div><div class="c x6d y1b8 w35 h34"><div class="t m0 x58 h6 y1b9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h6 y1ba ff1 fs2 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 9 </div><div class="t m0 x58 h6 y1bb ff5 fs2 fc0 sc0 ls0 ws0">“Financial In<span class="_ _0"></span>struments” a<span class="_ _0"></span>nd </div><div class="t m0 x58 h6 y1bc ff5 fs2 fc0 sc0 ls0 ws0">IFRS 7 “Financial<span class="_ _0"></span> Instruments: </div><div class="t m0 x58 h6 y1bd ff5 fs2 fc0 sc0 ls0 ws0">Disclosu<span class="_ _0"></span>res” regarding </div><div class="t m0 x58 h6 y1be ff1 fs2 fc0 sc0 ls0 ws0">classificat<span class="_ _0"></span>ion and </div><div class="t m0 x58 h6 y1bf ff1 fs2 fc0 sc0 ls0 ws0">measurement of<span class="_ _0"></span> financ<span class="_ _0"></span>ial </div><div class="t m0 x58 h6 y1c0 ff1 fs2 fc0 sc0 ls0 ws0">instrument<span class="_ _0"></span>s </div><div class="t m0 x58 h6 y1c1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y1b8 w35 h34"><div class="t m0 x58 h6 y1c2 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h6 y1c3 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1c4 ff1 fs2 fc0 sc0 ls0 ws0">January 2026  </div><div class="t m0 x58 h6 y1c5 ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 y1c6 ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion  </div></div><div class="c x9d y1b8 w36 h34"><div class="t m0 x4b h6 y1c2 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFRS 9 int<span class="_ _0"></span>roduce<span class="_ _0"></span> a choice of acc<span class="_ _0"></span>ounting policy re<span class="_ _0"></span>garding the </div><div class="t m0 x4b h6 y1c3 ff1 fs2 fc0 sc0 ls0 ws0">timing of de<span class="_ _0"></span>recognition <span class="_ _0"></span>of a financial liab<span class="_ _0"></span>ility when pa<span class="_ _0"></span>yment is made v<span class="_ _0"></span>ia an </div><div class="t m0 x4b h6 y1c4 ff1 fs2 fc0 sc0 ls0 ws0">electroni<span class="_ _0"></span>c payment s<span class="_ _0"></span>ystem (if certai<span class="_ _0"></span>n conditions are met<span class="_ _0"></span>). </div><div class="t m0 x4b h6 y1c5 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFRS 9 re<span class="_ _0"></span>garding the SPPI test<span class="_ _0"></span> provide<span class="_ _0"></span> guidance to h<span class="_ _0"></span>elp assess </div><div class="t m0 x4b h6 y1c6 ff1 fs2 fc0 sc0 ls0 ws0">whether t<span class="_ _0"></span>he cash flo<span class="_ _0"></span>ws arising from a cont<span class="_ _0"></span>ract are co<span class="_ _0"></span>nsistent with a ba<span class="_ _0"></span>sic lending </div><div class="t m0 x4b h6 y1c7 ff1 fs2 fc0 sc0 ls0 ws0">arrangement. In addi<span class="_ _5"></span>tion, the amendments int<span class="_ _0"></span>roduce a cl<span class="_ _0"></span>earer definitio<span class="_ _0"></span>n of the </div><div class="t m0 x4b h6 y1c8 ff5 fs2 fc0 sc0 ls0 ws0">“non<span class="ff1">-recour<span class="_ _0"></span>se<span class="ff5">” feature.</span> </span></div><div class="t m0 x4b h6 y1c9 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFRS 9 al<span class="_ _0"></span>so provide add<span class="_ _0"></span>itional guida<span class="_ _0"></span>nce on t<span class="_ _0"></span>he characteristics </div><div class="t m0 x4b h6 y1ca ff1 fs2 fc0 sc0 ls0 ws0">of contract<span class="_ _0"></span>ually linked <span class="_ _0"></span>instruments. </div><div class="t m0 x9f h6 y1cb ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff1">regarding inv<span class="_ _0"></span>estments i<span class="_ _0"></span>n equity instruments <span class="_ _0"></span>designated <span class="_ _0"></span>as measured at<span class="_ _0"></span> </span></span></div><div class="t m0 xa0 h6 y1cc ff1 fs2 fc0 sc0 ls0 ws0">fair val<span class="_ _0"></span>ue through ot<span class="_ _0"></span>her comprehens<span class="_ _0"></span>ive income, </div><div class="t m0 x9f h6 y1cd ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff1">for each <span class="_ _0"></span>class of financial<span class="_ _0"></span> assets measured <span class="_ _0"></span>at amortized <span class="_ _0"></span>cost or at fai<span class="_ _0"></span>r </span></span></div><div class="t m0 xa0 h6 y1ce ff1 fs2 fc0 sc0 ls0 ws0">value thr<span class="_ _0"></span>ough other co<span class="_ _0"></span>mprehensive inco<span class="_ _0"></span>me, as well as f<span class="_ _0"></span>or financi<span class="_ _0"></span>al </div><div class="t m0 xa0 h6 y1cf ff1 fs2 fc0 sc0 ls0 ws0">liabiliti<span class="_ _0"></span>es measured <span class="_ _0"></span>at amortized cost. </div></div><div class="c x9e y1b8 w37 h34"><div class="t m0 x4b h6 y1c2 ff1 fs2 fc0 sc0 ls0 ws0">The changes are<span class="_ _0"></span> not expe<span class="_ _0"></span>cted to have a s<span class="_ _0"></span>ignificant </div><div class="t m0 x4b h6 y1c3 ff1 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group&apos;s fi<span class="_ _0"></span>nancial statements. </div></div><div class="c x6d y1d0 w35 h35"><div class="t m0 x58 h24 y1d1 ff4 fs2 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 9 </div><div class="t m0 x58 h24 y1d2 ffb fs2 fc0 sc0 ls0 ws0">“Financia<span class="_ _0"></span>l Instruments” <span class="_ _0"></span>and </div><div class="t m0 x58 h24 y1d3 ffb fs2 fc0 sc0 ls0 ws0">IFRS 7 “Finan<span class="_ _0"></span>cial Inst<span class="_ _0"></span>ruments: </div><div class="t m0 x58 h24 y1d4 ffb fs2 fc0 sc0 ls0 ws0">Disclosures” reg<span class="_ _0"></span>arding PPAs </div><div class="t m0 x58 h24 y1d5 ff4 fs2 fc0 sc0 ls0 ws0">(Contract<span class="_ _0"></span>s Referencing </div><div class="t m0 x58 h6 y1b7 ff4 fs2 fc0 sc0 ls0 ws0">Nature-depen<span class="_ _0"></span>dent Elect<span class="_ _0"></span>ricity) <span class="ff1"> </span></div></div><div class="c x9c y1d0 w35 h35"><div class="t m0 x58 h6 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">January 2026  </div><div class="t m0 x58 h6 y1d6 ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1d0 w36 h35"><div class="t m0 x4b h6 y1d7 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>amendments <span class="_ _5"></span>to IFRS <span class="_ _5"></span>9 incl<span class="_ _0"></span>ude <span class="_ _5"></span>information <span class="_ _0"></span>on <span class="_ _5"></span>which PPAs <span class="_ _5"></span>can be <span class="_ _5"></span>used for <span class="_ _5"></span>hedge </div><div class="t m0 x4b h6 y1d8 ff1 fs2 fc0 sc0 ls0 ws0">accounti<span class="_ _0"></span>ng and what spe<span class="_ _0"></span>cific terms are per<span class="_ _0"></span>mitted in such <span class="_ _0"></span>hedging relatio<span class="_ _0"></span>nships. </div><div class="t m0 x4b h6 y1d9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4b h6 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFRS 7 int<span class="_ _0"></span>roduce<span class="_ _0"></span> new disclosure r<span class="_ _0"></span>equirements f<span class="_ _0"></span>or PPAs as </div><div class="t m0 x4b h6 y1d5 ff1 fs2 fc0 sc0 ls0 ws0">defined <span class="_ _0"></span>in the amendments <span class="_ _0"></span>to IFRS 9. </div></div><div class="c x9e y1d0 w37 h35"><div class="t m0 x4b h6 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">The changes are<span class="_ _0"></span> not expe<span class="_ _0"></span>cted to have a s<span class="_ _0"></span>ignificant </div><div class="t m0 x4b h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group&apos;s fi<span class="_ _0"></span>nancial statements. </div></div><div class="c x6d y1da w35 h36"><div class="t m0 x58 h24 y1db ff4 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h24 y1dc ff4 fs2 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 1, IFRS 7, </div><div class="t m0 x58 h24 y1dd ff4 fs2 fc0 sc0 ls0 ws0">IFRS 9, IFRS 10, IAS 7<span class="_ _0"></span> </div><div class="t m0 x58 h6 y1de ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y1da w35 h36"><div class="t m0 x58 h6 y1d9 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1df ff1 fs2 fc0 sc0 ls0 ws0">January 2026  </div><div class="t m0 x58 h6 y1e0 ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 y1b7 ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1da w36 h36"><div class="t m0 x4b h6 y1d9 ff1 fs2 fc0 sc0 ls0 ws0">Annual Improvement<span class="_ _0"></span>s <span class="ff5">–</span> only<span class="_ _0"></span> formal/organizatio<span class="_ _0"></span>nal changes i<span class="_ _0"></span>n the standards. </div></div><div class="c x9e y1da w37 h36"><div class="t m0 x4b h6 y1d9 ff1 fs2 fc0 sc0 ls0 ws0">The changes are<span class="_ _0"></span> not expe<span class="_ _0"></span>cted to have a s<span class="_ _0"></span>ignificant </div><div class="t m0 x4b h6 y1df ff1 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group&apos;s fi<span class="_ _0"></span>nancial statements. </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf wf h1e" ><div class="pc pcd wf h1e"><img class="bi x97 ye0 w34 h1f" alt="" 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"/><div class="c x0 y1 w11 h1e"><div class="t m0 x98 h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span>TOYA S.A. CA<span class="_ _0"></span>PITAL GROUP </div><div class="t m0 x3d h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x3e h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x99 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9a h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">13<span class="ff3 fs5 ls0"> </span></div></div><div class="c x6d y1e1 w35 h33"><div class="t m0 x59 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Standards/Inter<span class="_ _0"></span>pretations </div></div><div class="c x9c y1e1 w35 h33"><div class="t m0 x12 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Effective date </div></div><div class="c x9d y1e1 w36 h33"><div class="t m0 x70 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Description of chan<span class="_ _0"></span>ges to the <span class="_ _0"></span>standard/inter<span class="_ _0"></span>pretation </div></div><div class="c x9e y1e1 w37 h33"><div class="t m0 x1f hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Possible impact on t<span class="_ _0"></span>he financi<span class="_ _0"></span>al statements </div></div><div class="c x6d y1e2 w35 h37"><div class="t m0 x58 h24 y1e3 ff4 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h24 y1e4 ff4 fs2 fc0 sc0 ls0 ws0">New IFRS 18 &quot;Present<span class="_ _0"></span>ation<span class="_ _0"></span> </div><div class="t m0 x58 h24 y1e5 ff4 fs2 fc0 sc0 ls0 ws0">and Di<span class="_ _0"></span>sclosures in Finan<span class="_ _0"></span>cial </div><div class="t m0 x58 h24 y1e6 ff4 fs2 fc0 sc0 ls0 ws0">Statemen<span class="_ _0"></span>ts&quot; </div><div class="t m0 x58 h6 y1e7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y1e2 w35 h37"><div class="t m0 x58 h6 y1e8 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1e9 ff1 fs2 fc0 sc0 ls0 ws0">January 2027  </div><div class="t m0 x58 h6 y1ea ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 y1eb ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1e2 w36 h37"><div class="t m0 x4b h6 y1e3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4b h6 y1e4 ff1 fs2 fc0 sc0 ls0 ws0">The new standard will replace IAS <span class="_ _1"></span>1 &quot;Presentation of Financial Statements&quot;. IFRS 18 </div><div class="t m0 x4b h6 y1e5 ff1 fs2 fc0 sc0 ls0 ws0">introduc<span class="_ _0"></span>es, among others: </div><div class="t m0 x9f h6 y1ec ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff1">a new struc<span class="_ _0"></span>ture of the p<span class="_ _0"></span>rofit and loss stat<span class="_ _0"></span>ement, </span></span></div><div class="t m0 x9f h6 y1ed ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff1">increase<span class="_ _0"></span>d requirement<span class="_ _0"></span>s for data aggregati<span class="_ _0"></span>on and disa<span class="_ _0"></span>ggregation, </span></span></div><div class="t m0 x9f h6 y1ee ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff1">require<span class="_ _0"></span>ments for disclo<span class="_ _0"></span>sure of <span class="ff4">management-defi<span class="_ _0"></span>ned perf<span class="_ _0"></span>ormance </span></span></span></div><div class="t m0 xa0 h6 y1ef ff4 fs2 fc0 sc0 ls0 ws0">measures.<span class="ff1"> </span></div></div><div class="c x9e y1e2 w37 h37"><div class="t m0 x72 h6 y1e8 ff1 fs2 fc0 sc0 ls0 ws0">The applicat<span class="_ _0"></span>ion of IFRS 18 wil<span class="_ _0"></span>l result in a </div><div class="t m0 x72 h6 y1e9 ff1 fs2 fc0 sc0 ls0 ws0">reclassifi<span class="_ _0"></span>cation of cer<span class="_ _0"></span>tain items of fi<span class="_ _0"></span>nance income </div><div class="t m0 x72 h6 y1f0 ff1 fs2 fc0 sc0 ls0 ws0">and financ<span class="_ _0"></span>e costs between <span class="_ _0"></span>the investing and </div><div class="t m0 x72 h6 y1f1 ff1 fs2 fc0 sc0 ls0 ws0">financing c<span class="_ _0"></span>ategories. In par<span class="_ _0"></span>ticular, this wil<span class="_ _0"></span>l apply to </div><div class="t m0 x72 h6 y1e7 ff1 fs2 fc0 sc0 ls0 ws0">interest i<span class="_ _0"></span>ncome from bank d<span class="_ _0"></span>eposits, which <span class="_ _0"></span>under </div><div class="t m0 x72 h6 y1f2 ff1 fs2 fc0 sc0 ls0 ws0">the new st<span class="_ _0"></span>ructure of the<span class="_ _0"></span> statement of pr<span class="_ _0"></span>ofit or loss </div><div class="t m0 x72 h6 y1f3 ff1 fs2 fc0 sc0 ls0 ws0">will be p<span class="_ _0"></span>resented within <span class="_ _0"></span>the investing cat<span class="_ _0"></span>egory, as </div><div class="t m0 x72 h6 y1f4 ff1 fs2 fc0 sc0 ls0 ws0">well as t<span class="_ _0"></span>o the prese<span class="_ _0"></span>ntation of forei<span class="_ _0"></span>gn exchange </div><div class="t m0 x72 h6 y1f5 ff1 fs2 fc0 sc0 ls0 ws0">difference<span class="_ _0"></span>s, which will be<span class="_ _0"></span> presented in the s<span class="_ _0"></span>ame </div><div class="t m0 x72 h6 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">category a<span class="_ _0"></span>s the item to<span class="_ _0"></span> which they are e<span class="_ _0"></span>conomical<span class="_ _0"></span>ly </div><div class="t m0 x72 h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">related. In<span class="_ _0"></span> addition, the<span class="_ _0"></span> Group plans to pre<span class="_ _0"></span>sent </div><div class="t m0 x72 h6 y1d3 ff1 fs2 fc0 sc0 ls0 ws0">management pe<span class="_ _0"></span>rformance me<span class="_ _0"></span>asures (MPMs)<span class="_ _0"></span> in the </div><div class="t m0 x72 h6 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. These<span class="_ _0"></span> changes will b<span class="_ _0"></span>e </div><div class="t m0 x72 h6 y1d5 ff1 fs2 fc0 sc0 ls0 ws0">presentatio<span class="_ _0"></span>n-related onl<span class="_ _0"></span>y and will not af<span class="_ _0"></span>fect the </div><div class="t m0 x72 h6 y1b7 ff5 fs2 fc0 sc0 ls0 ws0">Group’s to<span class="_ _0"></span>tal net profi<span class="_ _0"></span>t or its financial po<span class="_ _0"></span>sition.<span class="ff1"> </span></div></div><div class="c x6d y1f6 w35 h38"><div class="t m0 x58 h24 y1d8 ff4 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x58 h24 y1d9 ffb fs2 fc0 sc0 ls0 ws0">New IFRS 19 “Subsi<span class="_ _0"></span>diari<span class="_ _0"></span>es </div><div class="t m0 x58 h24 y1df ff4 fs2 fc0 sc0 ls0 ws0">withou<span class="_ _0"></span>t public accounta<span class="_ _0"></span>bility: </div><div class="t m0 x58 h24 y1f7 ffb fs2 fc0 sc0 ls0 ws0">Disclosures”<span class="ff4"> </span></div><div class="t m0 x58 h6 y1b7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y1f6 w35 h38"><div class="t m0 x58 h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1d3 ff1 fs2 fc0 sc0 ls0 ws0">January 2027  </div><div class="t m0 x58 h6 ye8 ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1f6 w36 h38"><div class="t m0 x4b h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">The standard <span class="_ _0"></span>applies to s<span class="_ _0"></span>ubsidiaries without<span class="_ _0"></span> public acco<span class="_ _0"></span>untability for whi<span class="_ _0"></span>ch their </div><div class="t m0 x4b h6 y1d3 ff1 fs2 fc0 sc0 ls0 ws0">parent pr<span class="_ _0"></span>epares consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements in acc<span class="_ _0"></span>ordance with <span class="_ _0"></span>IFRS. The </div><div class="t m0 x4b h6 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">new IFRS 19 exe<span class="_ _0"></span>mpts from t<span class="_ _0"></span>he disclosures r<span class="_ _0"></span>equired by othe<span class="_ _0"></span>r standards a<span class="_ _0"></span>nd </div><div class="t m0 x4b h6 y1d5 ff1 fs2 fc0 sc0 ls0 ws0">introduc<span class="_ _0"></span>es a new list in t<span class="_ _0"></span>heir place. </div></div><div class="c x9e y1f6 w37 h38"><div class="t m0 x72 h6 y1d2 ff5 fs2 fc0 sc0 ls0 ws0">The standard <span class="_ _0"></span>does not appl<span class="_ _0"></span>y to the Group’s </div><div class="t m0 x72 h6 y1d3 ff1 fs2 fc0 sc0 ls0 ws0">operati<span class="_ _0"></span>ons; therefore<span class="_ _0"></span>, it is not expec<span class="_ _0"></span>ted to have<span class="_ _0"></span> any </div><div class="t m0 x72 h6 y1d4 ff5 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group’s cons<span class="_ _0"></span>olidated financial<span class="_ _0"></span> </div><div class="t m0 x72 h6 y1d5 ff1 fs2 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x6d y1f8 w35 h39"><div class="t m0 x58 h6 y1f9 ff1 fs2 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 19 </div><div class="t m0 x58 h6 y1fa ff5 fs2 fc0 sc0 ls0 ws0">“Subsidiari<span class="_ _0"></span>es without Publ<span class="_ _0"></span>ic </div><div class="t m0 x58 h6 y1fb ff5 fs2 fc0 sc0 ls0 ws0">Accountabi<span class="_ _0"></span>lity: Disclosu<span class="_ _0"></span>res”<span class="ff1"> </span></div></div><div class="c x9c y1f8 w35 h39"><div class="t m0 x58 h6 y1f9 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1fa ff1 fs2 fc0 sc0 ls0 ws0">January 2027  </div><div class="t m0 x58 h6 y1fc ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 y1fd ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1f8 w36 h39"><div class="t m0 x4b h6 y1f9 ff1 fs2 fc0 sc0 ls0 ws0">IFRS 19 allows subs<span class="_ _0"></span>idiari<span class="_ _0"></span>es without publi<span class="_ _0"></span>c accountabi<span class="_ _0"></span>lity to apply IFR<span class="_ _0"></span>S with reduced </div><div class="t m0 x4b h6 y1fa ff1 fs2 fc0 sc0 ls0 ws0">disclosu<span class="_ _0"></span>re requirements. It<span class="_ _0"></span> limits disclosu<span class="_ _0"></span>re require<span class="_ _0"></span>ments relating to o<span class="_ _0"></span>ther </div><div class="t m0 x4b h6 y1fb ff1 fs2 fc0 sc0 ls0 ws0">standards a<span class="_ _0"></span>nd amendments i<span class="_ _0"></span>ssued up to Febr<span class="_ _0"></span>uary 2021. The ne<span class="_ _0"></span>wly issue<span class="_ _0"></span>d </div><div class="t m0 x4b h6 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">amendments to IFR<span class="_ _0"></span>S 19 allow subsi<span class="_ _0"></span>diaries <span class="_ _0"></span>to reduce disc<span class="_ _0"></span>losure require<span class="_ _0"></span>ments for </div><div class="t m0 x4b h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">standards a<span class="_ _0"></span>nd amendments pu<span class="_ _0"></span>blished in t<span class="_ _0"></span>he period fro<span class="_ _0"></span>m February 2021 to<span class="_ _0"></span> May </div><div class="t m0 x4b h6 y1fe ff1 fs2 fc0 sc0 ls0 ws0">2024, in partic<span class="_ _0"></span>ular: IFRS 18, amend<span class="_ _0"></span>ments <span class="_ _0"></span>to IAS 7 and IFRS 7, a<span class="_ _0"></span>mendments <span class="_ _0"></span>to IAS </div><div class="t m0 x4b h6 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">12, amendments t<span class="_ _0"></span>o IAS 21, and amen<span class="_ _5"></span>dments to IFRS 9 and IFRS 7. As a <span class="_ _0"></span>result o<span class="_ _0"></span>f </div><div class="t m0 x4b h6 y1e0 ff1 fs2 fc0 sc0 ls0 ws0">these amendment<span class="_ _0"></span>s, IFRS 19 refl<span class="_ _0"></span>ects changes to<span class="_ _0"></span> IFRS standards<span class="_ _0"></span> effecti<span class="_ _0"></span>ve until 1 </div><div class="t m0 x4b h6 y1b7 ff1 fs2 fc0 sc0 ls0 ws0">January 2027, i.e<span class="_ _0"></span>. until t<span class="_ _0"></span>he date from which <span class="_ _0"></span>IFRS 19 will bec<span class="_ _0"></span>ome applic<span class="_ _0"></span>able. </div></div><div class="c x9e y1f8 w37 h39"><div class="t m0 x72 h6 y1f9 ff5 fs2 fc0 sc0 ls0 ws0">The standard <span class="_ _0"></span>does not appl<span class="_ _0"></span>y to the Group’s </div><div class="t m0 x72 h6 y1fa ff1 fs2 fc0 sc0 ls0 ws0">operati<span class="_ _0"></span>ons; therefore<span class="_ _0"></span>, it is not expec<span class="_ _0"></span>ted to have<span class="_ _0"></span> any </div><div class="t m0 x72 h6 y1fb ff5 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group’s cons<span class="_ _0"></span>olidated financial<span class="_ _0"></span> </div><div class="t m0 x72 h6 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">statements. </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf wf h1e" ><div class="pc pce wf h1e"><img class="bi x97 ye0 w34 h1f" alt="" 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class="c x0 y1 w11 h1e"><div class="t m0 x98 h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span>TOYA S.A. CA<span class="_ _0"></span>PITAL GROUP </div><div class="t m0 x3d h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x3e h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x99 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9a h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">14<span class="ff3 fs5 ls0"> </span></div></div><div class="c x6d y1e1 w35 h33"><div class="t m0 x59 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Standards/Inter<span class="_ _0"></span>pretations </div></div><div class="c x9c y1e1 w35 h33"><div class="t m0 x12 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Effective date </div></div><div class="c x9d y1e1 w36 h33"><div class="t m0 x70 hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Description of chan<span class="_ _0"></span>ges to the <span class="_ _0"></span>standard/inter<span class="_ _0"></span>pretation </div></div><div class="c x9e y1e1 w37 h33"><div class="t m0 x1f hd y1b7 ff2 fs2 fc0 sc0 ls0 ws0">Possible impact on t<span class="_ _0"></span>he financi<span class="_ _0"></span>al statements </div></div><div class="c x6d y1ff w35 h3a"><div class="t m0 x58 h6 y1e9 ff5 fs2 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IAS 21 “The </div><div class="t m0 x58 h6 y1f0 ff1 fs2 fc0 sc0 ls0 ws0">Effects of Changes <span class="_ _0"></span>in Forei<span class="_ _0"></span>gn </div><div class="t m0 x58 h6 y200 ff5 fs2 fc0 sc0 ls0 ws0">Exchange Rates”<span class="ff1"> </span></div></div><div class="c x9c y1ff w35 h3a"><div class="t m0 x58 h6 y1e9 ff1 fs2 fc0 sc0 ls0 ws0">annual per<span class="_ _0"></span>iods beginning on <span class="_ _0"></span>1 </div><div class="t m0 x58 h6 y1f0 ff1 fs2 fc0 sc0 ls0 ws0">January 2027  </div><div class="t m0 x58 h6 y201 ff1 fs2 fc0 sc0 ls0 ws0">amendments endo<span class="_ _0"></span>rsed by t<span class="_ _0"></span>he </div><div class="t m0 x58 h6 y202 ff1 fs2 fc0 sc0 ls0 ws0">European Commiss<span class="_ _0"></span>ion </div></div><div class="c x9d y1ff w36 h3a"><div class="t m0 x4b h6 y1e9 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IAS 21 clar<span class="_ _0"></span>ify foreign cur<span class="_ _0"></span>rency transl<span class="_ _0"></span>ation principles <span class="_ _0"></span>in specific </div><div class="t m0 x4b h6 y1f0 ff1 fs2 fc0 sc0 ls0 ws0">situati<span class="_ _0"></span>ons. When an enti<span class="_ _0"></span>ty translates amounts <span class="_ _0"></span>from the f<span class="_ _0"></span>unctional curr<span class="_ _0"></span>ency of a </div><div class="t m0 x4b h6 y200 ff1 fs2 fc0 sc0 ls0 ws0">non-hyperinf<span class="_ _0"></span>lationary<span class="_ _0"></span> economy into the pre<span class="_ _0"></span>sentation c<span class="_ _0"></span>urrency of a </div><div class="t m0 x4b h6 y1e7 ff1 fs2 fc0 sc0 ls0 ws0">hyperinflat<span class="_ _0"></span>ionary eco<span class="_ _0"></span>nomy, it uses the cl<span class="_ _0"></span>osing rate as at<span class="_ _0"></span> the date of t<span class="_ _0"></span>he most </div><div class="t m0 x4b h6 y203 ff1 fs2 fc0 sc0 ls0 ws0">recent stat<span class="_ _0"></span>ement of fi<span class="_ _0"></span>nancial positio<span class="_ _0"></span>n, applying it al<span class="_ _0"></span>so to comparat<span class="_ _0"></span>ive information. </div><div class="t m0 x4b h6 y1f3 ff1 fs2 fc0 sc0 ls0 ws0">Conversel<span class="_ _0"></span>y, when the<span class="_ _0"></span> presentation curr<span class="_ _0"></span>ency ceases t<span class="_ _0"></span>o be the curre<span class="_ _0"></span>ncy of a </div><div class="t m0 x4b h6 y1f4 ff1 fs2 fc0 sc0 ls0 ws0">hyperinflat<span class="_ _0"></span>ionary eco<span class="_ _0"></span>nomy while the<span class="_ _0"></span> functional currenc<span class="_ _0"></span>y remains that o<span class="_ _0"></span>f a non-</div><div class="t m0 x4b h6 y204 ff1 fs2 fc0 sc0 ls0 ws0">hyperinflat<span class="_ _0"></span>ionary eco<span class="_ _0"></span>nomy, the enti<span class="_ _0"></span>ty applies the r<span class="_ _0"></span>equirements o<span class="_ _0"></span>f IAS 21 </div><div class="t m0 x4b h6 y205 ff1 fs2 fc0 sc0 ls0 ws0">prospectiv<span class="_ _0"></span>ely, without r<span class="_ _0"></span>estating compar<span class="_ _0"></span>ative infor<span class="_ _0"></span>mation. In additi<span class="_ _0"></span>on, it has been </div><div class="t m0 x4b h6 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">clarified <span class="_ _0"></span>that when bot<span class="_ _0"></span>h the functional and<span class="_ _0"></span> present<span class="_ _0"></span>ation currencies belong to<span class="_ _0"></span> a </div><div class="t m0 x4b h6 y1fe ff1 fs2 fc0 sc0 ls0 ws0">hyperinflat<span class="_ _0"></span>ionary eco<span class="_ _0"></span>nomy, an entity<span class="_ _0"></span> translating comparat<span class="_ _0"></span>ive informat<span class="_ _0"></span>ion of a </div><div class="t m0 x4b h6 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">foreign o<span class="_ _0"></span>peration in a no<span class="_ _0"></span>n-hyperinflationar<span class="_ _0"></span>y economy appli<span class="_ _0"></span>es a general pr<span class="_ _0"></span>ice index </div><div class="t m0 x4b h6 y1e0 ff1 fs2 fc0 sc0 ls0 ws0">in accor<span class="_ _0"></span>dance with IAS 29. The a<span class="_ _0"></span>mendments al<span class="_ _0"></span>so introduce<span class="_ _0"></span> additional disclo<span class="_ _0"></span>sure </div><div class="t m0 x4b h6 y1b7 ff1 fs2 fc0 sc0 ls0 ws0">require<span class="_ _0"></span>ments related to<span class="_ _0"></span> the above changes.<span class="_ _0"></span> </div></div><div class="c x9e y1ff w37 h3a"><div class="t m0 x4b h6 y1e9 ff1 fs2 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s are not<span class="_ _0"></span> expected to have a mat<span class="_ _0"></span>erial </div><div class="t m0 x4b h6 y1f0 ff5 fs2 fc0 sc0 ls0 ws0">impact on t<span class="_ _0"></span>he Group’s cons<span class="_ _0"></span>olidated financial<span class="_ _0"></span> </div><div class="t m0 x4b h6 y200 ff1 fs2 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x0 y1 w11 h1e"><div class="t m0 x6d h8 y206 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h8 y207 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _1"></span>date <span class="_ _c"></span>these <span class="_ _1"></span>consolidated <span class="_ _c"></span>financial <span class="_ _1"></span>s<span class="_ _1"></span>tatements <span class="_ _1"></span>were <span class="_ _1"></span>appro<span class="_ _1"></span>ved <span class="_ _1"></span>for <span class="_ _1"></span>publication<span class="_ _1"></span>, <span class="_ _1"></span>the <span class="_ _1"></span>Management <span class="_ _c"></span>Board <span class="_ _1"></span>had<span class="_ _1"></span> <span class="_ _1"></span>not <span class="_ _1"></span>yet <span class="_ _c"></span>comple<span class="_ _c"></span>ted <span class="_ _1"></span>its <span class="_ _c"></span>assessment <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _1"></span>impact <span class="_ _c"></span>of <span class="_ _1"></span>the </div><div class="t m0 x6d h8 y208 ff1 fs4 fc0 sc0 ls0 ws0">introduction <span class="_ _c"></span>of <span class="_ _1"></span>these <span class="_ _c"></span>standard<span class="_ _1"></span>s <span class="_ _1"></span>and <span class="_ _c"></span>amendments <span class="_ _c"></span>to <span class="_ _1"></span>these<span class="_ _1"></span> <span class="_ _1"></span>standar<span class="_ _1"></span>ds <span class="_ _1"></span>on <span class="_ _c"></span>the <span class="_ _1"></span>accoun<span class="_ _1"></span>ting <span class="_ _1"></span>policie<span class="_ _c"></span>s <span class="_ _1"></span>ap<span class="_ _1"></span>plied <span class="_ _1"></span>by <span class="_ _c"></span>the <span class="_ _c"></span>Group, <span class="_ _1"></span>with <span class="_ _c"></span>respect <span class="_ _c"></span>to <span class="_ _1"></span>the <span class="_ _c"></span>companies&apos; <span class="_ _c"></span>operations <span class="_ _c"></span>or <span class="_ _1"></span>th<span class="_ _1"></span>eir </div><div class="t m0 x6d h8 y209 ff1 fs4 fc0 sc0 ls0 ws0">financial results. The expect<span class="_ _1"></span>ed impact, bas<span class="_ _1"></span>ed on information known a<span class="_ _1"></span>s of the date these consolida<span class="_ _1"></span>ted financial statements wer<span class="_ _c"></span>e approved, is<span class="_ _1"></span> presented in the table ab<span class="_ _1"></span>ove. </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">15<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y20a ff2 fs5 fc2 sc0 ls11 ws0">3.3.<span class="ff7 ls0">  <span class="ff2">Conso<span class="_ _1"></span>lidation </span></span></div><div class="t m0 x9 hb y20b ff2 fs4 fc0 sc0 ls0 ws0">Subsidiaries </div><div class="t m0 x9 h8 y20c ff1 fs4 fc0 sc0 ls0 ws0">Subsidiaries <span class="_ _1"></span>comprise <span class="_ _1"></span>all <span class="_ _1"></span>entities with <span class="_ _1"></span>respect <span class="_ _1"></span>to <span class="_ _1"></span>which <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>is au<span class="_ _1"></span>thorised <span class="_ _1"></span>to govern <span class="_ _1"></span>the <span class="_ _1"></span>financial <span class="_ _1"></span>and <span class="_ _1"></span>operating </div><div class="t m0 x9 h8 y20d ff1 fs4 fc0 sc0 ls0 ws0">policies, <span class="_ _1"></span>which gen<span class="_ _1"></span>erally <span class="_ _1"></span>accompanies <span class="_ _1"></span>the <span class="_ _1"></span>control <span class="_ _1"></span>of the <span class="_ _1"></span>m<span class="_ _1"></span>ajority <span class="_ _1"></span>of<span class="_ _1"></span> the <span class="_ _1"></span>overall <span class="_ _1"></span>voting <span class="_ _1"></span>rights <span class="_ _1"></span>in <span class="_ _1"></span>their d<span class="_ _1"></span>ecision-making<span class="_ _1"></span> </div><div class="t m0 x9 h8 y20e ff1 fs4 fc0 sc0 ls0 ws0">bodies. The existen<span class="_ _1"></span>ce and effect of<span class="_ _1"></span> potential voting righ<span class="_ _1"></span>ts that a<span class="_ _1"></span>re currently exercisab<span class="_ _1"></span>le or convertible ar<span class="_ _1"></span>e considered </div><div class="t m0 x9 h8 y20f ff1 fs4 fc0 sc0 ls0 ws0">when assessing whether the Group controls another entity. Subsidiaries are fully consolida<span class="_ _1"></span>ted from <span class="_ _0"></span>the date on which </div><div class="t m0 x9 h8 y210 ff1 fs4 fc0 sc0 ls0 ws0">the control is tra<span class="_ _1"></span>nsferred to the Group. They are no longer <span class="_ _1"></span>consolidated on<span class="_ _1"></span>ce the control ceases.<span class="_ _1"></span> </div><div class="t m0 x54 h8 y211 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y212 ff1 fs4 fc0 sc0 ls0 ws0">Acquisition of s<span class="_ _1"></span>ubsidiaries by the Group is a<span class="_ _1"></span>ccounted for using the acquis<span class="_ _1"></span>ition method. <span class="_ _1"></span> </div><div class="t m0 x54 h8 y213 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y118 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _18"></span>cost <span class="_ _d"></span>of <span class="_ _18"></span>an <span class="_ _18"></span>acquis<span class="_ _1"></span>ition <span class="_ _18"></span>is <span class="_ _18"></span>measured <span class="_ _18"></span>as<span class="_ _1"></span> <span class="_ _18"></span>the <span class="_ _18"></span>fair <span class="_ _18"></span>v<span class="_ _1"></span>alue <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>assets<span class="_ _1"></span> <span class="_ _18"></span>transferred, <span class="_ _18"></span>finan<span class="_ _1"></span>cial <span class="_ _18"></span>instruments <span class="_ _d"></span>issued <span class="_ _18"></span>and </div><div class="t m0 x9 h8 y214 ff1 fs4 fc0 sc0 ls0 ws0">liabilities <span class="_ _23"> </span>incurred  or <span class="_ _1b"> </span>ass<span class="_ _1"></span>umed <span class="_ _1b"> </span>at<span class="_ _1"></span> <span class="_ _1b"> </span>th<span class="_ _1"></span>e <span class="_ _1b"> </span>d<span class="_ _1"></span>ate <span class="_ _1b"> </span>of  exchange, <span class="_ _1b"> </span>plus<span class="_ _1"></span> <span class="_ _1b"> </span>liab<span class="_ _1"></span>ilities <span class="_ _23"> </span>resulting <span class="_ _23"> </span>from <span class="_ _1b"> </span>a<span class="_ _c"></span> contingent  consideration </div><div class="t m0 x9 h8 y215 ff1 fs4 fc0 sc0 ls0 ws0">arrangement. Acquisition-r<span class="_ _1"></span>elated costs are recognised in t<span class="_ _0"></span>he consolidated profit or los<span class="_ _0"></span>s as incurred. Identifiable assets<span class="_ _0"></span> </div><div class="t m0 x9 h8 y216 ff1 fs4 fc0 sc0 ls0 ws0">acquired and liab<span class="_ _1"></span>ilities and contingent liab<span class="_ _1"></span>ilities assumed in a<span class="_ _1"></span> bus<span class="_ _1"></span>iness combination a<span class="_ _1"></span>re m<span class="_ _0"></span>easured initially at t<span class="_ _1"></span>heir fair </div><div class="t m0 x9 h8 y217 ff1 fs4 fc0 sc0 ls0 ws0">values <span class="_ _1"></span>at <span class="_ _1"></span>the <span class="_ _1"></span>acquisition <span class="_ _1"></span>date. <span class="_ _1"></span>Fo<span class="_ _1"></span>r <span class="_ _1"></span>each <span class="_ _1"></span>acquisition, <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>recognises <span class="_ _1"></span>non<span class="_ _1"></span>-controlling <span class="_ _1"></span>interests <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>acquiree <span class="_ _1"></span>at </div><div class="t m0 x9 h8 y218 ff1 fs4 fc0 sc0 ls0 ws0">their fair value or at t<span class="_ _1"></span>he non-<span class="ff5">controllin<span class="_ _1"></span>g interest’s proportionate s<span class="_ _1"></span>hare of the acquiree’s net as<span class="_ _1"></span>sets.</span> </div><div class="t m0 x9 h8 y219 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y21a ff1 fs4 fc0 sc0 ls0 ws0">Any excess of the <span class="_ _0"></span>consideration trans<span class="_ _1"></span>ferred, the <span class="_ _0"></span>value of non-contro<span class="_ _1"></span>lling interests in the <span class="_ _0"></span>acquiree and the fair value of </div><div class="t m0 x9 h8 y21b ff1 fs4 fc0 sc0 ls0 ws0">any <span class="_ _5"></span>p<span class="_ _1"></span>reviously <span class="_ _5"></span>held e<span class="_ _0"></span>quity <span class="_ _5"></span>in<span class="_ _1"></span>terest <span class="_ _5"></span>in <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>acquiree as <span class="_ _5"></span>at <span class="_ _5"></span>the acquisition <span class="_ _5"></span>date over <span class="_ _5"></span>the <span class="_ _5"></span>fair <span class="_ _0"></span>value <span class="_ _5"></span>of <span class="_ _5"></span>n<span class="_ _1"></span>et <span class="_ _5"></span>identif<span class="_ _1"></span>iable <span class="_ _5"></span>assets<span class="_ _c"></span> </div><div class="t m0 x9 h8 y21c ff1 fs4 fc0 sc0 ls0 ws0">acquired is <span class="_ _5"></span>recorded as <span class="_ _5"></span>goodw<span class="_ _1"></span>ill. <span class="_ _5"></span>If that <span class="_ _5"></span>amount is <span class="_ _5"></span>lower than <span class="_ _0"></span>the <span class="_ _5"></span>fair value <span class="_ _5"></span>of net <span class="_ _5"></span>ass<span class="_ _1"></span>ets <span class="_ _5"></span>of the <span class="_ _5"></span>acquiree, the <span class="_ _5"></span>difference </div><div class="t m0 x9 h8 y21d ff1 fs4 fc0 sc0 ls0 ws0">is recognised directly in co<span class="_ _1"></span>nsolidated profit or los<span class="_ _1"></span>s. </div><div class="t m0 x9 h8 yab ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y21e ff1 fs4 fc0 sc0 ls0 ws0">Revenue <span class="_ _d"></span>and <span class="_ _d"></span>costs, <span class="_ _d"> </span>b<span class="_ _1"></span>alances <span class="_ _d"></span>and <span class="_ _d"></span>unrealised <span class="_ _d"> </span>gains <span class="_ _d"> </span>on<span class="_ _1"></span> <span class="_ _d"></span>transactions <span class="_ _d"> </span>between <span class="_ _d"></span>the <span class="_ _d"> </span>Grou<span class="_ _1"></span>p <span class="_ _d"></span>companies <span class="_ _d"> </span>are <span class="_ _d"> </span>eliminat<span class="_ _1"></span>ed. </div><div class="t m0 x9 h8 y21f ff1 fs4 fc0 sc0 ls0 ws0">Where <span class="_ _18"></span>n<span class="_ _1"></span>ecessary, <span class="_ _d"></span>the <span class="_ _18"></span>accounting <span class="_ _d"></span>policies <span class="_ _d"></span>of <span class="_ _18"></span>subs<span class="_ _1"></span>idiaries <span class="_ _18"></span>were <span class="_ _d"></span>changed <span class="_ _18"></span>to<span class="_ _1"></span> <span class="_ _18"></span>ensure <span class="_ _d"></span>consistency <span class="_ _d"></span>with <span class="_ _d"></span>the <span class="_ _18"></span>accounting </div><div class="t m0 x9 h8 y220 ff1 fs4 fc0 sc0 ls0 ws0">policies applied by<span class="_ _1"></span> the Group. </div><div class="t m0 x9 h17 y221 ff2 fs5 fc2 sc0 ls11 ws0">3.4.<span class="ff7 ls0">  <span class="ff2">Segment r<span class="_ _1"></span>eporting </span></span></div><div class="t m0 x9 h8 y222 ff1 fs4 fc0 sc0 ls0 ws0">Information <span class="_ _c"></span>on <span class="_ _c"></span>operating <span class="_ _c"></span>segments <span class="_ _c"></span>is <span class="_ _c"></span>presented <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>same <span class="_ _1"></span>b<span class="_ _1"></span>asis <span class="_ _c"></span>as <span class="_ _c"></span>that <span class="_ _c"></span>used <span class="_ _c"></span>for <span class="_ _c"></span>internal <span class="_ _1"></span>reportin<span class="_ _1"></span>g <span class="_ _1"></span>to <span class="_ _c"></span>the<span class="_ _c"></span> Pa<span class="_ _1"></span>rent </div><div class="t m0 x9 h8 y223 ff1 fs4 fc0 sc0 ls0 ws0">Company&apos;s <span class="_ _1"></span>Management Boa<span class="_ _1"></span>rd, which <span class="_ _1"></span>is respon<span class="_ _1"></span>sible for the <span class="_ _1"></span>allocation of <span class="_ _1"></span>resources and<span class="_ _1"></span> assess<span class="_ _1"></span>ment of the <span class="_ _1"></span>segments&apos; </div><div class="t m0 x9 h8 y4e ff1 fs4 fc0 sc0 ls0 ws0">results. <span class="_ _1"></span>Amounts <span class="_ _1"></span>presented <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>internal <span class="_ _1"></span>reporting p<span class="_ _1"></span>rocess are <span class="_ _1"></span>measured <span class="_ _1"></span>using th<span class="_ _1"></span>e same <span class="_ _1"></span>policies as<span class="_ _1"></span> th<span class="_ _1"></span>ose followed </div><div class="t m0 x9 h8 y224 ff1 fs4 fc0 sc0 ls0 ws0">in these consolida<span class="_ _1"></span>ted financial statements p<span class="_ _1"></span>repared in accordance with the E<span class="_ _1"></span>U IFRS.<span class="_ _1"></span> </div><div class="t m0 x9 h17 y225 ff2 fs5 fc2 sc0 ls11 ws0">3.5.<span class="ff7 ls0">  <span class="ff2">Valuation of items denominated in foreign currencies </span></span></div><div class="t m0 x9 hb y226 ff2 fs4 fc0 sc0 ls0 ws0">Functional cur<span class="_ _1"></span>rency </div><div class="t m0 x9 h8 y227 ff1 fs4 fc0 sc0 ls0 ws0">Items included in the financial statements of individual Group companies are measured in the currency of<span class="_ _1"></span> the<span class="_ _1"></span> primary </div><div class="t m0 x9 h8 y228 ff5 fs4 fc0 sc0 ls0 ws0">economic environment in<span class="_ _1"></span> which a given compan<span class="_ _1"></span>y operates (the “function<span class="_ _1"></span>al currency”). <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y229 ff1 fs4 fc0 sc0 ls0 ws0">The consolidated finan<span class="_ _1"></span>cial statements are pr<span class="_ _1"></span>esented in the Polis<span class="_ _1"></span>h zloty, which is t<span class="_ _1"></span>he functional currency of the Par<span class="_ _1"></span>ent </div><div class="t m0 x9 h8 y22a ff1 fs4 fc0 sc0 ls0 ws0">Company <span class="_ _d"> </span>an<span class="_ _1"></span>d <span class="_ _d"></span>the <span class="_ _d"> </span>presenta<span class="_ _1"></span>tion <span class="_ _d"></span>currency <span class="_ _d"> </span>of <span class="_ _d"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>Group. <span class="_ _d"> </span>Amounts<span class="_ _1"></span> <span class="_ _d"></span>are <span class="_ _d"> </span>expressed <span class="_ _1b"> </span>in <span class="_ _d"> </span>PLN <span class="_ _1b"> </span>thousand,<span class="_ _1"></span> <span class="_ _d"></span>unless <span class="_ _d"> </span>specified </div><div class="t m0 x9 h8 y22b ff1 fs4 fc0 sc0 ls0 ws0">otherwise. </div><div class="t m0 x9 h8 y22c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y22d ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y1ac ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y22e ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y22f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y230 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">16<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 hb y233 ff2 fs4 fc0 sc0 ls0 ws0">Transactions and b<span class="_ _1"></span>alances </div><div class="t m0 x9 h8 y234 ff1 fs4 fc0 sc0 ls0 ws0">Transactions expressed <span class="_ _5"></span>in foreign <span class="_ _5"></span>currencies are <span class="_ _5"></span>translated into <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>functional currency <span class="_ _5"></span>according to <span class="_ _5"></span>the<span class="_ _1"></span> <span class="_ _1"></span>exchange <span class="_ _5"></span>rate </div><div class="t m0 x9 h8 y235 ff1 fs4 fc0 sc0 ls0 ws0">applicable <span class="_ _1"></span>o<span class="_ _1"></span>n <span class="_ _1"></span>the <span class="_ _1"></span>trans<span class="_ _1"></span>action <span class="_ _1"></span>date. <span class="_ _1"></span>Any <span class="_ _c"></span>currency <span class="_ _1"></span>exchan<span class="_ _1"></span>ge gain<span class="_ _1"></span>s <span class="_ _1"></span>or <span class="_ _c"></span>losses <span class="_ _1"></span>arising <span class="_ _c"></span>on <span class="_ _1"></span>settlement <span class="_ _1"></span>of <span class="_ _c"></span>such <span class="_ _1"></span>trans<span class="_ _1"></span>actions </div><div class="t m0 x9 h8 y236 ff1 fs4 fc0 sc0 ls0 ws0">or on accountin<span class="_ _1"></span>g measurement of monetary<span class="_ _1"></span> assets and lia<span class="_ _1"></span>bilities denominated in foreign <span class="_ _1"></span>currencies are recognised in </div><div class="t m0 x9 h8 y237 ff1 fs4 fc0 sc0 ls0 ws0">profit or loss a<span class="_ _1"></span>nd presented on net bas<span class="_ _1"></span>is in other operating income or expenses<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y238 ff1 fs4 fc0 sc0 ls0 ws0">Monetary assets and liabilities expressed in foreign currencies are translated as at t<span class="_ _0"></span>he reporting period end date <span class="_ _0"></span>using </div><div class="t m0 x9 h8 y239 ff1 fs4 fc0 sc0 ls0 ws0">the average market rate ef<span class="_ _1"></span>fective for the given currency for<span class="_ _1"></span> that date.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y23a ff1 fs4 fc0 sc0 ls0 ws0">Non-monetary <span class="_ _d"></span>assets <span class="_ _18"></span>an<span class="_ _1"></span>d <span class="_ _18"></span>liabilities <span class="_ _18"></span>carried <span class="_ _d"></span>at <span class="_ _18"></span>histo<span class="_ _1"></span>rical <span class="_ _18"></span>cost <span class="_ _d"></span>in <span class="_ _18"></span>a <span class="_ _18"></span>foreign <span class="_ _d"></span>currency <span class="_ _18"></span>are <span class="_ _d"></span>translated <span class="_ _18"></span>us<span class="_ _1"></span>ing <span class="_ _18"></span>the<span class="_ _1"></span> av<span class="_ _1"></span>erage </div><div class="t m0 x9 h8 y23b ff1 fs4 fc0 sc0 ls0 ws0">market rate effective for <span class="_ _5"></span>th<span class="_ _1"></span>e transaction date. Non-monetary<span class="_ _1"></span> items <span class="_ _0"></span>of the statement of <span class="_ _5"></span>fi<span class="_ _1"></span>nancial position expressed in </div><div class="t m0 x9 h8 y23c ff1 fs4 fc0 sc0 ls0 ws0">foreign currencies<span class="_ _1"></span> which <span class="_ _1"></span>are carried at <span class="_ _1"></span>fair values <span class="_ _1"></span>are translated usin<span class="_ _1"></span>g the average market <span class="_ _1"></span>exchange rate <span class="_ _1"></span>effective for </div><div class="t m0 x9 h8 y23d ff1 fs4 fc0 sc0 ls0 ws0">the fair value measure<span class="_ _1"></span>ment date.  </div><div class="t m0 x9 hb y23e ff2 fs4 fc0 sc0 ls0 ws0">Translation of the G<span class="_ _1"></span>roup companies&apos; data <span class="_ _1"></span> </div><div class="t m0 x9 h8 y23f ff1 fs4 fc0 sc0 ls0 ws0">Financial results and items of the statement of<span class="_ _0"></span> financial position of all e<span class="_ _0"></span>ntities, none of which conducts operations in a<span class="_ _0"></span> </div><div class="t m0 x9 h8 y240 ff1 fs4 fc0 sc0 ls0 ws0">hyperinflationary <span class="_ _1"></span>economy, <span class="_ _1"></span>whos<span class="_ _1"></span>e functional <span class="_ _1"></span>currenci<span class="_ _1"></span>es dif<span class="_ _1"></span>fer from<span class="_ _1"></span> the <span class="_ _1"></span>currency<span class="_ _1"></span> of<span class="_ _c"></span> presentatio<span class="_ _1"></span>n, are <span class="_ _1"></span>trans<span class="_ _1"></span>lated into<span class="_ _1"></span> </div><div class="t m0 x9 h8 y241 ff1 fs4 fc0 sc0 ls0 ws0">the presentation<span class="_ _1"></span> currency in the following mann<span class="_ _1"></span>er: </div><div class="t m0 x54 h8 y242 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">in each presented s<span class="_ _1"></span>tatement of financial position, a<span class="_ _1"></span>ssets and liabilities are translat<span class="_ _1"></span>ed using the average market </span></span></div><div class="t m0 xa1 h8 y243 ff1 fs4 fc0 sc0 ls0 ws0">exchange rate quoted b<span class="_ _1"></span>y the National Bank <span class="_ _1"></span>of Poland for the last day<span class="_ _1"></span> in the reporting period;<span class="_ _1"></span> </div><div class="t m0 x54 h8 y244 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">revenue <span class="_ _1a"> </span>and<span class="_ _1"></span> <span class="_ _1a"> </span>expenses <span class="_ _1a"> </span>ar<span class="_ _1"></span>e <span class="_ _1a"> </span>translated <span class="_ _29"> </span>using <span class="_ _1a"> </span>exchange <span class="_ _29"> </span>rate <span class="_ _1a"> </span>determined <span class="_ _29"> </span>as <span class="_ _29"> </span>the <span class="_ _1a"> </span>arithmetic <span class="_ _1a"> </span>av<span class="_ _1"></span>erage<span class="_ _1"></span> </span></span></div><div class="t m0 xa1 h8 y245 ff1 fs4 fc0 sc0 ls0 ws0">of the average market exchan<span class="_ _1"></span>ge rates effective for th<span class="_ _1"></span>e last day in each mon<span class="_ _1"></span>th of the financial year; and<span class="_ _c"></span> </div><div class="t m0 x54 h8 y246 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">any <span class="_ _1b"> </span>currency<span class="_ _1"></span> <span class="_ _1b"> </span>exchange <span class="_ _1b"> </span>differences <span class="_ _23"> </span>resulting <span class="_ _1b"> </span>from <span class="_ _1b"> </span>su<span class="_ _1"></span>ch <span class="_ _1b"> </span>trans<span class="_ _1"></span>lation <span class="_ _1b"> </span>are <span class="_ _1b"> </span>recognised <span class="_ _23"> </span>in <span class="_ _1b"> </span>other <span class="_ _1b"> </span>comprehens<span class="_ _1"></span>ive </span></span></div><div class="t m0 xa1 h8 y247 ff1 fs4 fc0 sc0 ls0 ws0">income. </div><div class="t m0 x9 h8 y248 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y249 ff1 fs4 fc0 sc0 ls0 ws0">Goodwill and fair v<span class="_ _1"></span>alue adjustments a<span class="_ _1"></span>rising from the a<span class="_ _1"></span>cquisition of a <span class="_ _1"></span>foreign entity are t<span class="_ _1"></span>reated as assets a<span class="_ _1"></span>nd liabilities </div><div class="t m0 x9 h8 y24a ff1 fs4 fc0 sc0 ls0 ws0">of the foreign entity a<span class="_ _1"></span>nd translated at the closing rate o<span class="_ _1"></span>n the final day of the reporting p<span class="_ _1"></span>eriod.<span class="_ _1"></span> </div><div class="t m0 x9 h17 y24b ff2 fs5 fc2 sc0 ls11 ws0">3.6.<span class="ff7 ls0">  <span class="ff2">Prop<span class="_ _1"></span>erty, plant and<span class="_ _0"></span> equipment </span></span></div><div class="t m0 x9 h8 y24c ff1 fs4 fc0 sc0 ls0 ws0">Property, <span class="_ _5"></span>p<span class="_ _1"></span>lant <span class="_ _5"></span>and <span class="_ _5"></span>equipment <span class="_ _0"></span>are <span class="_ _5"></span>stated <span class="_ _5"></span>at<span class="_ _1"></span> <span class="_ _5"></span>acquisition <span class="_ _5"></span>or <span class="_ _0"></span>production <span class="_ _5"></span>cost <span class="_ _0"></span>less <span class="_ _5"></span>accumulated <span class="_ _5"></span>d<span class="_ _1"></span>epreciation <span class="_ _5"></span>and <span class="_ _5"></span>poten<span class="_ _1"></span>tial </div><div class="t m0 x9 h8 y24d ff1 fs4 fc0 sc0 ls0 ws0">accumulated impairment.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y24e ff1 fs4 fc0 sc0 ls0 ws0">Acquisition cost comprises the price <span class="_ _5"></span>for which a given asset was purchased, public <span class="_ _0"></span>charges (in the ca<span class="_ _0"></span>se of imports) and </div><div class="t m0 x9 h8 y24f ff1 fs4 fc0 sc0 ls0 ws0">expenditure <span class="_ _1"></span>directly <span class="_ _c"></span>attributable <span class="_ _c"></span>to <span class="_ _1"></span>the <span class="_ _c"></span>acquisition <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>asset <span class="_ _1"></span>and <span class="_ _c"></span>its <span class="_ _1"></span>adaptation <span class="_ _c"></span>for <span class="_ _1"></span>its <span class="_ _1"></span>intended <span class="_ _c"></span>use, <span class="_ _1"></span>includin<span class="_ _1"></span>g <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y250 ff1 fs4 fc0 sc0 ls0 ws0">costs <span class="_ _1b"> </span>of <span class="_ _d"> </span>tra<span class="_ _1"></span>nsport, <span class="_ _1b"> </span>loading <span class="_ _1b"> </span>and <span class="_ _d"> </span>u<span class="_ _1"></span>nloading. <span class="_ _d"> </span>Rebates, <span class="_ _1b"> </span>discounts <span class="_ _1b"> </span>as <span class="_ _1b"> </span>well <span class="_ _d"> </span>as <span class="_ _1b"> </span>oth<span class="_ _1"></span>er <span class="_ _d"></span>similar <span class="_ _d"> </span>con<span class="_ _1"></span>cessions <span class="_ _d"> </span>an<span class="_ _1"></span>d <span class="_ _d"> </span>recoveries </div><div class="t m0 x9 h8 y251 ff1 fs4 fc0 sc0 ls0 ws0">decrease the asset acq<span class="_ _1"></span>uisition cost.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y252 ff1 fs4 fc0 sc0 ls0 ws0">Production cost of a tangible f<span class="_ _5"></span>ixed asset or a tangible fixed <span class="_ _0"></span>asset under construction includes all the expenses<span class="_ _1"></span> incurred </div><div class="t m0 x9 h8 y131 ff1 fs4 fc0 sc0 ls0 ws0">by the <span class="_ _5"></span>Grou<span class="_ _1"></span>p <span class="_ _0"></span>during its <span class="_ _5"></span>con<span class="_ _1"></span>struction, assem<span class="_ _0"></span>bly, adaptation <span class="_ _0"></span>or im<span class="_ _0"></span>provement, incurred <span class="_ _0"></span>until the <span class="_ _5"></span>d<span class="_ _1"></span>ate <span class="_ _0"></span>on which <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>as<span class="_ _1"></span>set </div><div class="t m0 x9 h8 y253 ff1 fs4 fc0 sc0 ls0 ws0">became available <span class="_ _1"></span>for use, including any<span class="_ _1"></span> non-deductible VAT an<span class="_ _1"></span>d excise duties. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y254 ff1 fs4 fc0 sc0 ls0 ws0">Any subsequent <span class="_ _1"></span>expenditure on replacement of parts<span class="_ _1"></span> of items of property<span class="_ _1"></span>, plant and equipment is ca<span class="_ _1"></span>pitalised if it can </div><div class="t m0 x9 h8 y255 ff1 fs4 fc0 sc0 ls0 ws0">be <span class="_ _18"></span>measured <span class="_ _18"></span>reliably <span class="_ _d"></span>and <span class="_ _18"></span>it <span class="_ _18"></span>is <span class="_ _18"></span>pro<span class="_ _1"></span>bable <span class="_ _18"></span>that <span class="_ _18"></span>the <span class="_ _18"></span>Group <span class="_ _18"></span>wi<span class="_ _1"></span>ll <span class="_ _c"></span>d<span class="_ _1"></span>erive <span class="_ _18"></span>economic <span class="_ _18"></span>benefits<span class="_ _1"></span> <span class="_ _c"></span>as<span class="_ _1"></span>sociated <span class="_ _18"></span>with <span class="_ _18"></span>the <span class="_ _18"></span>replac<span class="_ _1"></span>ed </div><div class="t m0 x9 h8 y256 ff1 fs4 fc0 sc0 ls0 ws0">items. Repair and mainte<span class="_ _1"></span>nance costs<span class="_ _1"></span> are charged to profit or los<span class="_ _1"></span>s as incurred. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y257 ff1 fs4 fc0 sc0 ls0 ws0">Except <span class="_ _18"></span>for <span class="_ _c"></span>land <span class="_ _18"></span>and <span class="_ _18"></span>tangible <span class="_ _c"></span>non<span class="_ _1"></span>-current <span class="_ _18"></span>assets <span class="_ _18"></span>under <span class="_ _18"></span>construction, <span class="_ _18"></span>all <span class="_ _c"></span>items <span class="_ _18"></span>of <span class="_ _c"></span>pro<span class="_ _1"></span>perty, <span class="_ _c"></span>plant <span class="_ _18"></span>and <span class="_ _c"></span>equipment <span class="_ _18"></span>are </div><div class="t m0 x9 h8 y258 ff1 fs4 fc0 sc0 ls0 ws0">depreciated <span class="_ _1"></span>over th<span class="_ _1"></span>eir esti<span class="_ _1"></span>mated us<span class="_ _1"></span>eful lives <span class="_ _1"></span>using <span class="_ _1"></span>the <span class="_ _1"></span>straight<span class="_ _1"></span>-line m<span class="_ _1"></span>ethod, <span class="_ _1"></span>taking <span class="_ _1"></span>into <span class="_ _1"></span>account th<span class="_ _1"></span>e residu<span class="_ _1"></span>al valu<span class="_ _1"></span>e, if </div><div class="t m0 x9 h8 y259 ff1 fs4 fc0 sc0 ls0 ws0">material. The following grou<span class="_ _1"></span>ps are depreciated u<span class="_ _1"></span>sing the following depreciation r<span class="_ _1"></span>ates: <span class="_ _1"></span> </div><div class="t m0 xa2 h8 y25a ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Buildings and s<span class="_ _1"></span>tructures <span class="_ _2a"> </span> <span class="_ _f"> </span>from 10 to 40 years;<span class="_ _1"></span> </span></span></div><div class="t m0 xa2 h8 y25b ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Plant and equ<span class="_ _1"></span>ipment <span class="_ _8"></span> <span class="_ _f"> </span> <span class="_ _f"> </span>from 2 to 10 years<span class="_ _1"></span>; </span></span></div><div class="t m0 xa2 h8 y25c ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Vehicles <span class="_ _2b"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>from 2 to 10 years;<span class="_ _1"></span> </span></span></div><div class="t m0 xa2 h8 y25d ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Other tangible fixed as<span class="_ _1"></span>sets <span class="_ _2c"> </span> <span class="_ _f"> </span>from 2 to 20 years.<span class="_ _1"></span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">17<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y25e ff1 fs4 fc0 sc0 ls0 ws0">Leasehold improvements<span class="_ _1"></span> (in relation to rented s<span class="_ _1"></span>pace) are depreciated over a p<span class="_ _1"></span>eriod which is<span class="_ _1"></span> linked to the duration of </div><div class="t m0 x9 h8 y25f ff1 fs4 fc0 sc0 ls0 ws0">the rental agreement.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y260 ff1 fs4 fc0 sc0 ls0 ws0">Correctness <span class="_ _23"> </span>of <span class="_ _1b"> </span>the <span class="_ _23"> </span>applied <span class="_ _23"> </span>useful <span class="_ _23"> </span>lives, <span class="_ _1b"> </span>depreciation<span class="_ _1"></span> <span class="_ _1b"> </span>met<span class="_ _1"></span>hods <span class="_ _23"> </span>and <span class="_ _1b"> </span>resid<span class="_ _1"></span>ual <span class="_ _1b"> </span>values  (e<span class="_ _0"></span>xcept <span class="_ _1b"> </span>wher<span class="_ _1"></span>e <span class="_ _1b"> </span>insignificant)  is </div><div class="t m0 x9 h8 y261 ff1 fs4 fc0 sc0 ls0 ws0">reviewed <span class="_ _1"></span>by <span class="_ _c"></span>the <span class="_ _1"></span>Grou<span class="_ _1"></span>p <span class="_ _1"></span>on <span class="_ _1"></span>an <span class="_ _1"></span>annu<span class="_ _1"></span>al <span class="_ _1"></span>basis. <span class="_ _1"></span>Any <span class="_ _c"></span>changes <span class="_ _1"></span>are <span class="_ _1"></span>pres<span class="_ _1"></span>ented <span class="_ _1"></span>as <span class="_ _c"></span>changes <span class="_ _1"></span>in <span class="_ _c"></span>accounting <span class="_ _1"></span>estimates <span class="_ _c"></span>and <span class="_ _1"></span>their </div><div class="t m0 x9 h8 y262 ff1 fs4 fc0 sc0 ls0 ws0">effect is taken to pro<span class="_ _1"></span>fit or loss in th<span class="_ _1"></span>e period when the estimate chan<span class="_ _1"></span>ges and in subs<span class="_ _1"></span>equent periods.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y263 ff1 fs4 fc0 sc0 ls0 ws0">Significant components<span class="_ _1"></span> of property, plan<span class="_ _1"></span>t and equipment are depreciated b<span class="_ _1"></span>ased on their estimated useful lives.<span class="_ _c"></span> </div><div class="t m0 x9 h8 y264 ff1 fs4 fc0 sc0 ls0 ws0">Any <span class="_ _c"></span>gains <span class="_ _18"></span>or <span class="_ _c"></span>loss<span class="_ _1"></span>es <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>dispos<span class="_ _1"></span>al <span class="_ _c"></span>or <span class="_ _c"></span>liquidat<span class="_ _1"></span>ion <span class="_ _c"></span>of <span class="_ _c"></span>items <span class="_ _c"></span>of <span class="_ _c"></span>pro<span class="_ _1"></span>perty, <span class="_ _c"></span>plant <span class="_ _18"></span>and <span class="_ _c"></span>equipment <span class="_ _c"></span>are <span class="_ _c"></span>d<span class="_ _1"></span>etermined <span class="_ _c"></span>as <span class="_ _18"></span>the </div><div class="t m0 x9 h8 y265 ff1 fs4 fc0 sc0 ls0 ws0">difference between the reven<span class="_ _1"></span>ue from the sale and t<span class="_ _1"></span>he carrying amount of the items, a<span class="_ _1"></span>nd recognised in profit or los<span class="_ _1"></span>s. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y266 ff1 fs4 fc0 sc0 ls0 ws0">Tangible <span class="_ _1b"> </span>fixed <span class="_ _1b"> </span>as<span class="_ _1"></span>sets <span class="_ _1b"> </span>under <span class="_ _1b"> </span>constru<span class="_ _1"></span>ction <span class="_ _1b"> </span>are <span class="_ _1b"> </span>stated <span class="_ _1b"> </span>at<span class="_ _1"></span> <span class="_ _1b"> </span>cost <span class="_ _1b"> </span>or <span class="_ _1b"> </span>at <span class="_ _1b"> </span>th<span class="_ _1"></span>e <span class="_ _d"> </span>amou<span class="_ _1"></span>nt <span class="_ _d"> </span>of <span class="_ _23"> </span>the <span class="_ _d"> </span>aggregate <span class="_ _1b"> </span>expens<span class="_ _1"></span>es <span class="_ _1b"> </span>directly </div><div class="t m0 x9 h8 y267 ff1 fs4 fc0 sc0 ls0 ws0">associated <span class="_ _1"></span>with <span class="_ _1"></span>their <span class="_ _1"></span>production, <span class="_ _1"></span>less <span class="_ _1"></span>impairment. <span class="_ _1"></span>The cos<span class="_ _1"></span>t <span class="_ _1"></span>of bo<span class="_ _1"></span>rrowings con<span class="_ _1"></span>tracted to<span class="_ _1"></span> <span class="_ _1"></span>finance tan<span class="_ _1"></span>gible <span class="_ _1"></span>fixed as<span class="_ _1"></span>sets </div><div class="t m0 x9 h8 y268 ff1 fs4 fc0 sc0 ls0 ws0">under constru<span class="_ _1"></span>ction increases their valu<span class="_ _1"></span>e. </div><div class="t m0 x9 h8 y269 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h17 y26a ff2 fs5 fc2 sc0 ls11 ws0">3.7.<span class="ff7 ls0">  <span class="ff2">Leas<span class="ls14">es</span> </span></span></div><div class="t m0 x6d h17 y26b ff2 fs5 fc2 sc0 ls15 ws0">a)<span class="ff7 ls0"> <span class="_ _1a"> </span><span class="ff2">Right-<span class="ls16">of</span>-use assets  </span></span></div><div class="t m0 x9 h8 y26c ff1 fs4 fc0 sc0 ls0 ws0">The Group recognizes right-<span class="ls17">of</span>-use assets<span class="_ _1"></span> on the <span class="_ _0"></span>lease commencement date (i.e. on the day when the underlying asset </div><div class="t m0 x9 h8 y26d ff1 fs4 fc0 sc0 ls0 ws0">is av<span class="_ _1"></span>ailable for use). <span class="_ _1"></span>Right-<span class="ls17">of</span>-use as<span class="_ _1"></span>sets are measured <span class="_ _1"></span>at cost, <span class="_ _1"></span>less total depreciation<span class="_ _1"></span> and impairm<span class="_ _1"></span>ent losses, <span class="_ _1"></span>adjusted </div><div class="t m0 x9 h8 y26e ff1 fs4 fc0 sc0 ls0 ws0">for <span class="_ _5"></span>an<span class="_ _1"></span>y <span class="_ _5"></span>revalu<span class="_ _1"></span>ation of <span class="_ _5"></span>lease liabilities. <span class="_ _5"></span>The cost <span class="_ _0"></span>of <span class="_ _5"></span>r<span class="_ _1"></span>ight-<span class="ls17">of</span>-use assets <span class="_ _5"></span>includ<span class="_ _1"></span>es <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>amount of <span class="_ _5"></span>leas<span class="_ _1"></span>e <span class="_ _5"></span>liab<span class="_ _1"></span>ilities <span class="_ _5"></span>r<span class="_ _1"></span>ecognized, </div><div class="t m0 x9 h8 y26f ff1 fs4 fc0 sc0 ls0 ws0">initial direct costs incurred a<span class="_ _0"></span>nd any le<span class="_ _0"></span>ase payments paid on<span class="_ _0"></span> or <span class="_ _0"></span>before the le<span class="_ _0"></span>ase start date, <span class="_ _5"></span>less any incentives received. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y270 ff1 fs4 fc0 sc0 ls0 ws0">Unless the Group is sufficiently certain that it will <span class="_ _0"></span>obtain the ownership title to the leased asset at the end of the <span class="_ _0"></span>lease </div><div class="t m0 x9 h8 y271 ff1 fs4 fc0 sc0 ls0 ws0">period, <span class="_ _c"></span>the <span class="_ _c"></span>recognized <span class="_ _c"></span>right-<span class="ls17">of</span>-use <span class="_ _c"></span>ass<span class="_ _1"></span>ets <span class="_ _1"></span>are <span class="_ _c"></span>amortized <span class="_ _c"></span>us<span class="_ _1"></span>ing <span class="_ _1"></span>the <span class="_ _c"></span>stra<span class="_ _1"></span>ight-line <span class="_ _c"></span>method, <span class="_ _c"></span>over <span class="_ _c"></span>the <span class="_ _c"></span>shorter <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>two </div><div class="t m0 x9 h8 y272 ff1 fs4 fc0 sc0 ls0 ws0">periods: estimated u<span class="_ _1"></span>seful life of the leased as<span class="_ _1"></span>set or lease period. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y273 ff1 fs4 fc0 sc0 ls0 ws0">Right-<span class="ls17">of</span>-use ass<span class="_ _1"></span>ets are subject to impairment.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y274 ff1 fs4 fc0 sc0 ls0 ws0">Right-<span class="ls17">of</span>-use ass<span class="_ _1"></span>ets are presented in the sta<span class="_ _1"></span>tement of financial position<span class="_ _1"></span> as a separate line item. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y275 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h17 y276 ff2 fs5 fc2 sc0 ls11 ws0">b)<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">L<span class="_ _0"></span>ease liability </span></span></div><div class="t m0 x9 h8 y277 ff1 fs4 fc0 sc0 ls0 ws0">At <span class="_ _1"></span>the lease <span class="_ _1"></span>com<span class="_ _1"></span>mencement <span class="_ _1"></span>date, <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>measures <span class="_ _1"></span>the <span class="_ _1"></span>lease <span class="_ _1"></span>liabilities at<span class="_ _1"></span> the <span class="_ _1"></span>amou<span class="_ _1"></span>nt <span class="_ _1"></span>of th<span class="_ _1"></span>e current <span class="_ _1"></span>value <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y278 ff1 fs4 fc0 sc0 ls0 ws0">future <span class="_ _c"></span>lease <span class="_ _c"></span>pay<span class="_ _1"></span>ments, <span class="_ _c"></span>remainin<span class="_ _1"></span>g <span class="_ _c"></span>to <span class="_ _c"></span>be <span class="_ _c"></span>paid <span class="_ _18"></span>on <span class="_ _c"></span>that<span class="_ _1"></span> <span class="_ _c"></span>date. <span class="_ _c"></span>Lease <span class="_ _c"></span>pay<span class="_ _1"></span>ment <span class="_ _c"></span>include<span class="_ _1"></span> <span class="_ _18"></span>fixed <span class="_ _18"></span>fees <span class="_ _c"></span>(essentially <span class="_ _18"></span>fixed <span class="_ _c"></span>lease </div><div class="t m0 x9 h8 yba ff1 fs4 fc0 sc0 ls0 ws0">payments) <span class="_ _1"></span>less an<span class="_ _1"></span>y lease <span class="_ _1"></span>incentives <span class="_ _1"></span>due, v<span class="_ _1"></span>ariable fees <span class="_ _1"></span>that depend<span class="_ _1"></span> on <span class="_ _1"></span>the <span class="_ _1"></span>index or <span class="_ _1"></span>rate, and<span class="_ _1"></span> amoun<span class="_ _1"></span>ts expected <span class="_ _1"></span>to be </div><div class="t m0 x9 h8 y279 ff1 fs4 fc0 sc0 ls0 ws0">paid under <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>gu<span class="_ _1"></span>aranteed re<span class="_ _0"></span>sidual value. <span class="_ _0"></span>Lease <span class="_ _5"></span>p<span class="_ _1"></span>ayments in<span class="_ _0"></span>clude also <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>price of <span class="_ _0"></span>the call <span class="_ _5"></span>option (if it can <span class="_ _5"></span>be assumed<span class="_ _0"></span> </div><div class="t m0 x9 h8 y27a ff1 fs4 fc0 sc0 ls0 ws0">with <span class="_ _c"></span>sufficient <span class="_ _1"></span>certain<span class="_ _1"></span>ty <span class="_ _1"></span>th<span class="_ _1"></span>at <span class="_ _1"></span>the <span class="_ _c"></span>Group <span class="_ _c"></span>will <span class="_ _1"></span>exercise <span class="_ _c"></span>it) <span class="_ _c"></span>and <span class="_ _c"></span>the <span class="_ _1"></span>pay<span class="_ _1"></span>ment <span class="_ _1"></span>of <span class="_ _c"></span>fines <span class="_ _c"></span>for <span class="_ _1"></span>termination<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>lease <span class="_ _c"></span>(if <span class="_ _1"></span>th<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y27b ff1 fs4 fc0 sc0 ls0 ws0">lease <span class="_ _1"></span>provides <span class="_ _1"></span>for th<span class="_ _1"></span>e option <span class="_ _1"></span>of <span class="_ _1"></span>terminating th<span class="_ _1"></span>e lease <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Group). Varia<span class="_ _1"></span>ble lease <span class="_ _1"></span>pay<span class="_ _1"></span>ments th<span class="_ _1"></span>at do<span class="_ _1"></span> not <span class="_ _1"></span>depend <span class="_ _1"></span>on </div><div class="t m0 x9 h8 y27c ff1 fs4 fc0 sc0 ls0 ws0">an index <span class="_ _0"></span>or rate <span class="_ _5"></span>are recognized as <span class="_ _0"></span>costs in<span class="_ _0"></span> the <span class="_ _5"></span>period in whic<span class="_ _0"></span>h the <span class="_ _5"></span>event or condition <span class="_ _5"></span>giving rise <span class="_ _0"></span>to the <span class="_ _5"></span>p<span class="_ _1"></span>ayment <span class="_ _0"></span>occurs.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y27d ff1 fs4 fc0 sc0 ls0 ws0">When <span class="_ _1b"> </span>calculating <span class="_ _1b"> </span>the <span class="_ _1b"> </span>current <span class="_ _1b"> </span>v<span class="_ _1"></span>alue <span class="_ _d"> </span>of <span class="_ _1b"> </span>future <span class="_ _1b"> </span>lease <span class="_ _1b"> </span>payments<span class="_ _1"></span>, <span class="_ _d"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>Group <span class="_ _1b"> </span>uses <span class="_ _1b"> </span>th<span class="_ _1"></span>e <span class="_ _d"> </span>lessee&apos;s <span class="_ _d"> </span>margina<span class="_ _1"></span>l <span class="_ _d"> </span>interes<span class="_ _1"></span>t <span class="_ _d"> </span>rate </div><div class="t m0 x9 h8 y27e ff1 fs4 fc0 sc0 ls0 ws0">determined <span class="_ _c"></span>on <span class="_ _18"></span>the <span class="_ _c"></span>day <span class="_ _c"></span>the <span class="_ _18"></span>lease <span class="_ _c"></span>starts. <span class="_ _c"></span>After <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>s<span class="_ _1"></span>tart <span class="_ _c"></span>date, <span class="_ _c"></span>the <span class="_ _c"></span>amoun<span class="_ _1"></span>t <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>lease <span class="_ _c"></span>liab<span class="_ _1"></span>ility <span class="_ _c"></span>is <span class="_ _c"></span>increased <span class="_ _18"></span>to <span class="_ _c"></span>reflect </div><div class="t m0 x9 h8 y27f ff1 fs4 fc0 sc0 ls0 ws0">interest <span class="_ _1"></span>and <span class="_ _1"></span>reduced <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>the <span class="_ _1"></span>lease <span class="_ _1"></span>payments <span class="_ _1"></span>mad<span class="_ _1"></span>e. <span class="_ _1"></span>In <span class="_ _1"></span>addition, <span class="_ _1"></span>the <span class="_ _1"></span>carry<span class="_ _1"></span>ing <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>lease <span class="_ _1"></span>liabilities <span class="_ _1"></span>is <span class="_ _1"></span>remeasured </div><div class="t m0 x9 h8 y280 ff1 fs4 fc0 sc0 ls0 ws0">in the event of a chan<span class="_ _1"></span>ge in the lease period or a ch<span class="_ _1"></span>ange in the principal fixed lease pay<span class="_ _1"></span>ments.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y281 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y282 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">18<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6d h17 y283 ff2 fs5 fc2 sc0 ls16 ws0">c)<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Short-term lease and lease of low-value assets </span></span></div><div class="t m0 x9 h8 y284 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Group <span class="_ _c"></span>applies <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>exemption<span class="_ _1"></span> <span class="_ _1"></span>from <span class="_ _1"></span>recognizin<span class="_ _1"></span>g <span class="_ _1"></span>short<span class="_ _1"></span>-term <span class="_ _1"></span>l<span class="_ _1"></span>eases <span class="_ _1"></span>to <span class="_ _c"></span>its <span class="_ _1"></span>s<span class="_ _1"></span>hort-term <span class="_ _1"></span>lease <span class="_ _c"></span>contracts <span class="_ _c"></span>(i.e. <span class="_ _1"></span>contracts<span class="_ _1"></span> </div><div class="t m0 x9 h8 y285 ff1 fs4 fc0 sc0 ls0 ws0">for which lease period is 12 months or less from <span class="_ _0"></span>the commencement date and does not contain purchase option). The </div><div class="t m0 x9 h8 y286 ff1 fs4 fc0 sc0 ls0 ws0">Group <span class="_ _c"></span>also <span class="_ _18"></span>applies <span class="_ _c"></span>an<span class="_ _1"></span> <span class="_ _c"></span>exemption <span class="_ _18"></span>regarding <span class="_ _c"></span>the <span class="_ _c"></span>r<span class="_ _1"></span>ecognition <span class="_ _c"></span>of <span class="_ _18"></span>leases <span class="_ _c"></span>of <span class="_ _c"></span>lo<span class="_ _1"></span>w-valu<span class="_ _1"></span>e <span class="_ _c"></span>assets <span class="_ _18"></span>in <span class="_ _c"></span>relation <span class="_ _c"></span>to<span class="_ _1"></span> <span class="_ _c"></span>its <span class="_ _c"></span>low<span class="_ _1"></span>-value </div><div class="t m0 x9 h8 y287 ff1 fs4 fc0 sc0 ls0 ws0">leases. Lease <span class="_ _5"></span>p<span class="_ _1"></span>ayments for <span class="_ _5"></span>sh<span class="_ _1"></span>ort-term leases and <span class="_ _0"></span>leases of <span class="_ _5"></span>l<span class="_ _1"></span>ow-value assets are <span class="_ _5"></span>recogn<span class="_ _1"></span>ized as <span class="_ _0"></span>costs, using <span class="_ _0"></span>the straight-</div><div class="t m0 x9 h8 y288 ff1 fs4 fc0 sc0 ls0 ws0">line method, over the du<span class="_ _1"></span>ration of the lease <span class="_ _1"></span>contract. </div><div class="t m0 x9 h17 y289 ff2 fs5 fc2 sc0 ls11 ws0">3.8.<span class="ff7 ls0">  <span class="ff2">Intangible assets </span></span></div><div class="t m0 x9 h8 y28a ff1 fs4 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _1"></span>ets are stated at acquisition or <span class="_ _1"></span>production cost less accumulated amortis<span class="_ _1"></span>ation and impairment.<span class="_ _c"></span> </div><div class="t m0 x9 h8 y28b ff1 fs4 fc0 sc0 ls0 ws0">Any <span class="_ _18"></span>subsequent <span class="_ _18"></span>expenditure <span class="_ _18"></span>on <span class="_ _c"></span>existin<span class="_ _1"></span>g <span class="_ _c"></span>intangible <span class="_ _18"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>is <span class="_ _c"></span>cap<span class="_ _1"></span>italised <span class="_ _c"></span>on<span class="_ _1"></span>ly <span class="_ _c"></span>when <span class="_ _18"></span>it <span class="_ _c"></span>increas<span class="_ _1"></span>es <span class="_ _c"></span>the <span class="_ _18"></span>future <span class="_ _18"></span>economic </div><div class="t m0 x9 h8 y28c ff1 fs4 fc0 sc0 ls0 ws0">benefits to be generat<span class="_ _1"></span>ed by the asset. Other expenditu<span class="_ _1"></span>res are taken to profit or los<span class="_ _1"></span>s as incurred. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y28d ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>period<span class="_ _1"></span> <span class="_ _5"></span>and method <span class="_ _5"></span>of amortisation <span class="_ _0"></span>of <span class="_ _5"></span>inta<span class="_ _1"></span>ngible <span class="_ _5"></span>assets are <span class="_ _5"></span>reviewed <span class="_ _0"></span>at <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>end of <span class="_ _5"></span>each f<span class="_ _0"></span>inancial year. <span class="_ _5"></span>Any cha<span class="_ _0"></span>nges </div><div class="t m0 x9 h8 y28e ff1 fs4 fc0 sc0 ls0 ws0">are <span class="_ _1"></span>recognised <span class="_ _1"></span>as <span class="_ _1"></span>chan<span class="_ _1"></span>ges <span class="_ _1"></span>in acco<span class="_ _1"></span>unting <span class="_ _1"></span>estimates, <span class="_ _1"></span>and <span class="_ _1"></span>their <span class="_ _1"></span>effect <span class="_ _1"></span>is <span class="_ _1"></span>charged <span class="_ _1"></span>to <span class="_ _1"></span>pro<span class="_ _1"></span>fit <span class="_ _1"></span>or <span class="_ _1"></span>loss <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>period <span class="_ _1"></span>in <span class="_ _1"></span>which </div><div class="t m0 x9 h8 y28f ff1 fs4 fc0 sc0 ls0 ws0">the amortisation <span class="_ _1"></span>rates are changed an<span class="_ _1"></span>d in subsequent periods.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y290 ff1 fs4 fc0 sc0 ls0 ws0">Amortisation <span class="_ _1b"> </span>is <span class="_ _1b"> </span>calculated <span class="_ _1b"> </span>over <span class="_ _1b"> </span>the <span class="_ _1b"> </span>estimated <span class="_ _1b"> </span>useful <span class="_ _1b"> </span>life <span class="_ _1b"> </span>of <span class="_ _1b"> </span>intangible <span class="_ _1b"> </span>assets, <span class="_ _1b"> </span>usin<span class="_ _1"></span>g <span class="_ _d"></span>the <span class="_ _23"> </span>straight-line <span class="_ _1b"> </span>method. <span class="_ _1b"> </span>The </div><div class="t m0 x9 h8 y291 ff1 fs4 fc0 sc0 ls0 ws0">amortisation rates<span class="_ _1"></span> applied to intangible assets<span class="_ _1"></span> are as follows:<span class="_ _1"></span> </div><div class="t m0 x6d h8 y21d ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Trademarks <span class="_ _13"> </span> <span class="_ _f"> </span> <span class="_ _f"> </span>10 years; </span></span></div><div class="t m0 x6d h8 y292 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">Licences and software<span class="_ _1"></span> <span class="_ _2e"> </span> <span class="_ _f"> </span>from 1 to 20 years.<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h17 y293 ff2 fs5 fc2 sc0 ls11 ws0">3.9.<span class="ff7 ls0">  <span class="ff2">Goo<span class="_ _1"></span>dwill </span></span></div><div class="t m0 x9 h8 y4b ff1 fs4 fc0 sc0 ls0 ws0">Goodwill <span class="_ _18"></span>is <span class="_ _d"></span>not <span class="_ _18"></span>amortised, <span class="_ _d"></span>but <span class="_ _18"></span>it <span class="_ _18"></span>is <span class="_ _18"></span>tested <span class="_ _d"></span>for <span class="_ _18"></span>impairment <span class="_ _18"></span>ann<span class="_ _1"></span>ually <span class="_ _18"></span>or <span class="_ _18"></span>more <span class="_ _18"></span>frequently <span class="_ _d"></span>if <span class="_ _18"></span>there <span class="_ _18"></span>is <span class="_ _18"></span>an<span class="_ _1"></span>y <span class="_ _18"></span>indication <span class="_ _18"></span>of </div><div class="t m0 x9 h8 y294 ff1 fs4 fc0 sc0 ls0 ws0">impairment.  </div><div class="t m0 x9 h8 y295 ff1 fs4 fc0 sc0 ls0 ws0">As at <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _0"></span>acquisition date, the <span class="_ _0"></span>acquired goodwill is <span class="_ _5"></span>allocat<span class="_ _1"></span>ed to <span class="_ _5"></span>each of the <span class="_ _0"></span>cash<span class="_ _1"></span>-generatin<span class="_ _1"></span>g <span class="_ _0"></span>units that w<span class="_ _0"></span>ill benefit f<span class="_ _0"></span>rom </div><div class="t m0 x9 h8 y296 ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>sy<span class="_ _1"></span>nergies <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _c"></span>business <span class="_ _1"></span>combination<span class="_ _1"></span>, <span class="_ _1"></span>not <span class="_ _c"></span>larger <span class="_ _1"></span>than<span class="_ _1"></span> <span class="_ _1"></span>an <span class="_ _1"></span>operating <span class="_ _c"></span>segment. <span class="_ _1"></span>The<span class="_ _c"></span> accountin<span class="_ _1"></span>g <span class="_ _1"></span>policies <span class="_ _1"></span>ap<span class="_ _1"></span>plicable </div><div class="t m0 x9 h8 y297 ff1 fs4 fc0 sc0 ls0 ws0">to <span class="_ _18"></span>goodwill <span class="_ _18"></span>impairm<span class="_ _1"></span>ent <span class="_ _c"></span>tes<span class="_ _1"></span>ting <span class="_ _18"></span>are <span class="_ _18"></span>presented <span class="_ _18"></span>in <span class="_ _d"></span>note <span class="_ _18"></span><span class="ls3">11</span>. <span class="_ _18"></span>Goodwill <span class="_ _18"></span>is <span class="_ _18"></span>expressed <span class="_ _18"></span>in<span class="_ _1"></span> <span class="_ _c"></span>fun<span class="_ _1"></span>ctional <span class="_ _18"></span>currency <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>cash<span class="_ _1"></span>-</div><div class="t m0 x9 h8 y298 ff1 fs4 fc0 sc0 ls0 ws0">generating <span class="_ _1"></span>unit <span class="_ _1"></span>and <span class="_ _c"></span>is <span class="_ _1"></span>translated <span class="_ _1"></span>into <span class="_ _1"></span>the <span class="_ _1"></span>functional <span class="_ _c"></span>currency <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Parent <span class="_ _1"></span>Company <span class="_ _18"></span>according <span class="_ _1"></span>to <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>exchange <span class="_ _1"></span>rate </div><div class="t m0 x9 h8 y299 ff1 fs4 fc0 sc0 ls0 ws0">effective at the reporting peri<span class="_ _1"></span>od end date<span class="_ _1"></span>. </div><div class="t m0 x9 h17 y29a ff2 fs5 fc2 sc0 ls0 ws0">3.10.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Impairment of non-financial non-current assets </span></span></div><div class="t m0 x9 h8 y29b ff1 fs4 fc0 sc0 ls0 ws0">As at <span class="_ _1"></span>the end of each<span class="_ _1"></span> reporting period, <span class="_ _1"></span>the Group <span class="_ _1"></span>assesses whether there is <span class="_ _1"></span>any evidence <span class="_ _1"></span>that any <span class="_ _1"></span>of its non<span class="_ _c"></span>-financial </div><div class="t m0 x9 h8 y29c ff1 fs4 fc0 sc0 ls0 ws0">non-current <span class="_ _d"></span>assets <span class="_ _18"></span>may<span class="_ _1"></span> <span class="_ _18"></span>be <span class="_ _18"></span>impaired. <span class="_ _d"></span>If <span class="_ _18"></span>the <span class="_ _d"></span>Group <span class="_ _18"></span>finds<span class="_ _1"></span> <span class="_ _18"></span>that <span class="_ _d"></span>there <span class="_ _18"></span>is <span class="_ _18"></span>su<span class="_ _1"></span>ch <span class="_ _18"></span>evidence, <span class="_ _18"></span>o<span class="_ _1"></span>r <span class="_ _18"></span>if <span class="_ _18"></span>the <span class="_ _d"></span>Group <span class="_ _18"></span>is<span class="_ _1"></span> <span class="_ _18"></span>required <span class="_ _18"></span>to<span class="_ _1"></span> </div><div class="t m0 x9 h8 y29d ff1 fs4 fc0 sc0 ls0 ws0">perform an<span class="_ _1"></span>nual <span class="_ _1"></span>impairment <span class="_ _1"></span>tests<span class="_ _1"></span> (in <span class="_ _1"></span>the <span class="_ _1"></span>case <span class="_ _1"></span>of goodwill), <span class="_ _1"></span>th<span class="_ _1"></span>e Group <span class="_ _1"></span>estimates <span class="_ _1"></span>the <span class="_ _1"></span>recoverable <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>the giv<span class="_ _1"></span>en </div><div class="t m0 x9 h8 y29e ff1 fs4 fc0 sc0 ls0 ws0">asset or cas<span class="_ _1"></span>h-generating unit to which th<span class="_ _1"></span>e asset belongs. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y29f ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _18"></span>recoverable<span class="_ _1"></span> <span class="_ _18"></span>amount <span class="_ _d"></span>of <span class="_ _18"></span>an<span class="_ _1"></span> <span class="_ _18"></span>asset <span class="_ _d"></span>or <span class="_ _18"></span>cash<span class="_ _1"></span>-<span class="ff5">generating <span class="_ _18"></span>u<span class="_ _1"></span>nit <span class="_ _18"></span>(“CG<span class="_ _1"></span>U”) <span class="_ _18"></span>is <span class="_ _d"></span>equal <span class="_ _18"></span>to <span class="_ _d"></span>the <span class="_ _18"></span>high<span class="_ _1"></span>er <span class="_ _18"></span>of <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>asset’s<span class="_ _c"></span></span> <span class="_ _18"></span>or <span class="_ _d"></span>cash-</div><div class="t m0 x9 h8 y2a0 ff5 fs4 fc0 sc0 ls0 ws0">generating <span class="_ _5"></span>u<span class="_ _1"></span>nit’s <span class="_ _0"></span>fair <span class="_ _5"></span>v<span class="_ _1"></span>alue <span class="_ _5"></span>less costs <span class="_ _5"></span>to <span class="_ _5"></span>d<span class="_ _1"></span>ispose <span class="_ _5"></span>or<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span>its <span class="_ _5"></span>valu<span class="_ _1"></span>e <span class="_ _5"></span>in <span class="_ _0"></span>use. <span class="_ _0"></span>The <span class="_ _5"></span>recoverable amount <span class="_ _5"></span>is determined <span class="_ _5"></span>for individual </span></div><div class="t m0 x9 h8 y2a1 ff1 fs4 fc0 sc0 ls0 ws0">assets unless <span class="_ _5"></span>a <span class="_ _5"></span>given asset <span class="_ _5"></span>does not<span class="_ _0"></span> <span class="_ _5"></span>generate separate <span class="_ _5"></span>cash i<span class="_ _0"></span>nflows <span class="_ _5"></span>largely independent <span class="_ _0"></span>from <span class="_ _5"></span>thos<span class="_ _1"></span>e <span class="_ _5"></span>generated by <span class="_ _5"></span>other </div><div class="t m0 x9 h8 y2a2 ff1 fs4 fc0 sc0 ls0 ws0">assets <span class="_ _1"></span>or ass<span class="_ _1"></span>et group<span class="_ _1"></span>s. If <span class="_ _1"></span>the carrying <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>an as<span class="_ _1"></span>set <span class="_ _1"></span>is<span class="_ _0"></span> h<span class="_ _1"></span>igher <span class="_ _1"></span>than<span class="_ _1"></span> its <span class="_ _1"></span>recoverable <span class="_ _1"></span>amount, <span class="_ _1"></span>the ass<span class="_ _1"></span>et is <span class="_ _1"></span>impaired </div><div class="t m0 x9 h8 y2a3 ff1 fs4 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>an <span class="_ _c"></span>impairment <span class="_ _1"></span>los<span class="_ _1"></span>s <span class="_ _1"></span>is <span class="_ _c"></span>recognised <span class="_ _c"></span>up <span class="_ _c"></span>to <span class="_ _1"></span>the <span class="_ _c"></span>establish<span class="_ _1"></span>ed <span class="_ _1"></span>recoverable <span class="_ _c"></span>amount. <span class="_ _c"></span>The <span class="_ _c"></span>impairment <span class="_ _1"></span>los<span class="_ _1"></span>s <span class="_ _c"></span>is <span class="_ _1"></span>allocated <span class="_ _c"></span>in </div><div class="t m0 x9 h8 y2a4 ff1 fs4 fc0 sc0 ls0 ws0">the following <span class="_ _5"></span>o<span class="_ _1"></span>rder: first, <span class="_ _5"></span>th<span class="_ _1"></span>e carrying <span class="_ _5"></span>amou<span class="_ _1"></span>nt of goodwill is <span class="_ _0"></span>reduced, and <span class="_ _0"></span>then the <span class="_ _5"></span>car<span class="_ _1"></span>rying amounts of <span class="_ _0"></span>other assets of </div><div class="t m0 x9 h8 y2a5 ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _1b"> </span>cash<span class="_ _1"></span>-generating <span class="_ _d"> </span>u<span class="_ _1"></span>nit <span class="_ _1b"> </span>are <span class="_ _1b"> </span>redu<span class="_ _1"></span>ced <span class="_ _d"> </span>p<span class="_ _1"></span>ro <span class="_ _1b"> </span>rata. <span class="_ _1b"> </span>Impairme<span class="_ _1"></span>nt <span class="_ _1b"> </span>losses <span class="_ _23"> </span>related <span class="_ _1b"> </span>to <span class="_ _1b"> </span>assets <span class="_ _23"> </span>are <span class="_ _d"> </span>disclos<span class="_ _1"></span>ed <span class="_ _1b"> </span>under <span class="_ _1b"> </span>the <span class="_ _23"> </span>cost </div><div class="t m0 x9 h8 y2a6 ff1 fs4 fc0 sc0 ls0 ws0">categories correspo<span class="_ _1"></span>nding to the function of the as<span class="_ _1"></span>set with respect to which impair<span class="_ _1"></span>ment has been identified. <span class="_ _c"></span> </div></div><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:554.400000px;bottom:672.580000px;width:14.630000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">19<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _1b"> </span>at <span class="_ _1b"> </span>the <span class="_ _1b"> </span>end <span class="_ _1b"> </span>of <span class="_ _d"> </span>each<span class="_ _1"></span> <span class="_ _d"> </span>repor<span class="_ _1"></span>ting <span class="_ _d"> </span>period, <span class="_ _1b"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>Group <span class="_ _1b"> </span>ass<span class="_ _1"></span>esses <span class="_ _d"> </span>whether <span class="_ _1b"> </span>there <span class="_ _1b"> </span>is <span class="_ _1b"> </span>evidence <span class="_ _1b"> </span>that <span class="_ _1b"> </span>an<span class="_ _1"></span>y <span class="_ _d"> </span>impairment <span class="_ _1b"> </span>loss<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">recognised in the previous periods with re<span class="_ _0"></span>spect to a given <span class="_ _5"></span>ass<span class="_ _1"></span>et (other <span class="_ _0"></span>than goodwill) or CGU <span class="_ _0"></span>is no longer necessary or<span class="_ _0"></span> </div><div class="t m0 x9 h8 y2a8 ff1 fs4 fc0 sc0 ls0 ws0">should b<span class="_ _1"></span>e reduced. If such <span class="_ _1"></span>evidence exists, the Group measures<span class="_ _1"></span> the recoverable amount of th<span class="_ _1"></span>e given asset or CGU<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x9 h17 y2a9 ff2 fs5 fc2 sc0 ls0 ws0">3.11.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Borrowing costs </span></span></div><div class="t m0 x9 h8 y3d ff1 fs4 fc0 sc0 ls0 ws0">Borrowing costs<span class="_ _1"></span> that <span class="_ _1"></span>are directly <span class="_ _1"></span>attributable to <span class="_ _1"></span>acquisition or pro<span class="_ _1"></span>duction of <span class="_ _1"></span>assets which take <span class="_ _1"></span>a subs<span class="_ _1"></span>tantial period <span class="_ _1"></span>of<span class="_ _0"></span> </div><div class="t m0 x9 h3b y2aa ff1 fs4 fc0 sc0 ls0 ws0">time <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _1"></span>beco<span class="_ _1"></span>me <span class="_ _1"></span>availab<span class="_ _1"></span>le <span class="_ _1"></span>for <span class="_ _c"></span>their <span class="_ _c"></span>intended <span class="_ _c"></span>us<span class="_ _1"></span>e, <span class="_ _1"></span>are <span class="_ _c"></span>capitalised <span class="_ _c"></span>(<span class="_ _1"></span><span class="fs7">unless <span class="_ _c"></span>immaterial)</span> <span class="_ _1"></span>as <span class="_ _c"></span>part <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>cost <span class="_ _c"></span>of <span class="_ _c"></span>tangible </div><div class="t m0 x9 h8 y2ab ff1 fs4 fc0 sc0 ls0 ws0">non-current as<span class="_ _1"></span>sets or intangible assets<span class="_ _1"></span>, as appropriate, until su<span class="_ _1"></span>ch assets become available for their inten<span class="_ _1"></span>ded use<span class="_ _1"></span>. </div><div class="t m0 x9 h17 y2ac ff2 fs5 fc2 sc0 ls0 ws0">3.12.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Financial assets </span></span></div><div class="t m0 x9 h8 y2ad ff1 fs4 fc0 sc0 ls0 ws0">Upon <span class="_ _1"></span>initial <span class="_ _1"></span>recognition, <span class="_ _1"></span>finan<span class="_ _1"></span>cial <span class="_ _1"></span>assets<span class="_ _1"></span> <span class="_ _1"></span>are <span class="_ _1"></span>measured <span class="_ _1"></span>at <span class="_ _1"></span>fair <span class="_ _1"></span>valu<span class="_ _1"></span>e o<span class="_ _1"></span>f th<span class="_ _1"></span>e <span class="_ _1"></span>consideration <span class="_ _1"></span>given <span class="_ _1"></span>plus<span class="_ _1"></span> <span class="_ _1"></span>transaction <span class="_ _1"></span>costs, </div><div class="t m0 x9 h8 y2ae ff1 fs4 fc0 sc0 ls0 ws0">with the <span class="_ _1"></span>exception of<span class="_ _1"></span> finan<span class="_ _1"></span>cial assets <span class="_ _1"></span>at fair <span class="_ _1"></span>value thro<span class="_ _1"></span>ugh profit or <span class="_ _1"></span>loss <span class="_ _1"></span>in the cas<span class="_ _1"></span>e of wh<span class="_ _1"></span>ich the tra<span class="_ _1"></span>nsaction cos<span class="_ _1"></span>ts are </div><div class="t m0 x9 h8 y2af ff1 fs4 fc0 sc0 ls0 ws0">charged to profit or loss<span class="_ _1"></span>. Purchases and sales of financial instruments a<span class="_ _1"></span>re recognised as at the date of the trans<span class="_ _1"></span>action.<span class="_ _1"></span><span class="ff3 fs7"> </span></div><div class="t m0 x9 h8 y2b0 ff1 fs4 fc0 sc0 ls0 ws0">Trade receivable <span class="_ _0"></span>without a <span class="_ _0"></span>significant financing element <span class="_ _0"></span>is initially me<span class="_ _0"></span>asured at the <span class="_ _5"></span>trans<span class="_ _1"></span>action price <span class="_ _0"></span>at the <span class="_ _5"></span>dat<span class="_ _1"></span>e of<span class="_ _0"></span> the </div><div class="t m0 x9 h8 y2b1 ff1 fs4 fc0 sc0 ls0 ws0">transaction. </div><div class="t m0 x9 h8 y2b2 ff1 fs4 fc0 sc0 ls0 ws0">Financial <span class="_ _1"></span>assets <span class="_ _1"></span>are <span class="_ _1"></span>derecognised <span class="_ _1"></span>when <span class="_ _1"></span>the <span class="_ _1"></span>rights <span class="_ _1"></span>to <span class="_ _1"></span>receive <span class="_ _1"></span>cash <span class="_ _1"></span>flows <span class="_ _1"></span>from <span class="_ _1"></span>these <span class="_ _1"></span>assets <span class="_ _1"></span>have <span class="_ _1"></span>expired <span class="_ _1"></span>or <span class="_ _1"></span>have <span class="_ _1"></span>been </div><div class="t m0 x9 h8 y2b3 ff1 fs4 fc0 sc0 ls0 ws0">transferred <span class="_ _18"></span>and <span class="_ _18"></span>s<span class="_ _1"></span>ubstantially <span class="_ _18"></span>all <span class="_ _18"></span>risks <span class="_ _18"></span>and<span class="_ _1"></span> <span class="_ _c"></span>rewards<span class="_ _1"></span> <span class="_ _c"></span>inciden<span class="_ _1"></span>tal <span class="_ _c"></span>to <span class="_ _18"></span>ownersh<span class="_ _1"></span>ip <span class="_ _18"></span>of <span class="_ _18"></span>such <span class="_ _18"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>hav<span class="_ _1"></span>e <span class="_ _c"></span>been <span class="_ _18"></span>tran<span class="_ _1"></span>sferred. <span class="_ _c"></span>If<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2b4 ff1 fs4 fc0 sc0 ls0 ws0">there <span class="_ _1"></span>has <span class="_ _1"></span>been <span class="_ _1"></span>no <span class="_ _1"></span>tra<span class="_ _1"></span>nsfer <span class="_ _1"></span>of <span class="_ _1"></span>s<span class="_ _1"></span>ubstantially <span class="_ _1"></span>all <span class="_ _1"></span>the <span class="_ _1"></span>risks<span class="_ _1"></span> <span class="_ _1"></span>and rewards<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>asset, <span class="_ _1"></span>the<span class="_ _1"></span> as<span class="_ _1"></span>set is<span class="_ _1"></span> <span class="_ _1"></span>derecognised <span class="_ _1"></span>when <span class="_ _1"></span>the<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2b5 ff1 fs4 fc0 sc0 ls0 ws0">Group loses con<span class="_ _1"></span>trol over the asset. </div><div class="t m0 x9 h8 y2b6 ff1 fs4 fc0 sc0 ls0 ws0">The Group classifies its fin<span class="_ _1"></span>ancial assets<span class="_ _1"></span> to the following categories: <span class="_ _1"></span> </div><div class="t m0 x21 h8 y2b7 ff1 fs4 fc0 sc0 ls18 ws0">a)<span class="ff9 ls0"> <span class="_ _30"> </span><span class="ff1">measured at amortized cos<span class="_ _1"></span>t;  </span></span></div><div class="t m0 x21 h8 y2b8 ff1 fs4 fc0 sc0 ls19 ws0">b)<span class="ff9 ls0"> <span class="_ _13"> </span><span class="ff1">measured ad fair value th<span class="_ _1"></span>rough profit or loss<span class="_ _1"></span>;  </span></span></div><div class="t m0 x21 h8 y127 ff1 fs4 fc0 sc0 ls1a ws0">c)<span class="ff9 ls0"> <span class="_ _2a"> </span><span class="ff1">measured a<span class="_ _1"></span>t fair value through o<span class="_ _1"></span>ther comprehensive income. <span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y2b9 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y2ba ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>classification depends on the Group&apos;s business model <span class="_ _0"></span>objective for <span class="_ _0"></span>its financial <span class="_ _0"></span>assets as we<span class="_ _0"></span>ll as <span class="_ _5"></span>th<span class="_ _1"></span>e characteristics </div><div class="t m0 x9 h8 y2bb ff1 fs4 fc0 sc0 ls17 ws0">of<span class="ls0"> contractual <span class="_ _c"></span>cash <span class="_ _c"></span>flow <span class="_ _c"></span>from <span class="_ _c"></span>those <span class="_ _c"></span>instru<span class="_ _1"></span>ments. <span class="_ _1"></span>For <span class="_ _c"></span>financial <span class="_ _c"></span>ass<span class="_ _1"></span>ets, <span class="_ _1"></span>reclass<span class="_ _1"></span>ification <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _1"></span>performed, <span class="_ _c"></span>if <span class="_ _c"></span>and <span class="_ _c"></span>only <span class="_ _c"></span>if <span class="_ _c"></span>the </span></div><div class="t m0 x9 h8 y2bc ff1 fs4 fc0 sc0 ls0 ws0">entity&apos;s bus<span class="_ _1"></span>iness model objective for its finan<span class="_ _1"></span>cial assets has changed<span class="_ _1"></span>. </div><div class="t m0 x21 h8 y2bd ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 h8 y2be ff1 fs4 fc0 sc0 ls18 ws0">a)<span class="ff9 ls0"> <span class="_ _30"> </span><span class="ff1">Financial assets<span class="_ _1"></span> measured at amortized cost<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y2bf ff1 fs4 fc0 sc0 ls0 ws0">Financial assets held <span class="_ _5"></span>to receive <span class="_ _5"></span>con<span class="_ _1"></span>tractual cash <span class="_ _0"></span>flows, which <span class="_ _5"></span>includ<span class="_ _1"></span>e <span class="_ _5"></span>o<span class="_ _1"></span>nly re<span class="_ _0"></span>payment of <span class="_ _5"></span>principal amount and i<span class="_ _5"></span>n<span class="_ _1"></span>terest, </div><div class="t m0 x9 h8 y2c0 ff1 fs4 fc0 sc0 ls0 ws0">are <span class="_ _5"></span>measu<span class="_ _1"></span>red <span class="_ _5"></span>at <span class="_ _5"></span>amortis<span class="_ _1"></span>ed <span class="_ _5"></span>cost. T<span class="_ _0"></span>he <span class="_ _5"></span>Group <span class="_ _0"></span>classifies <span class="_ _0"></span>trade <span class="_ _5"></span>r<span class="_ _1"></span>eceivables <span class="_ _5"></span>and <span class="_ _0"></span>cash <span class="_ _5"></span>an<span class="_ _1"></span>d <span class="_ _5"></span>cash e<span class="_ _0"></span>quivalents into <span class="_ _5"></span>this <span class="_ _5"></span>category </div><div class="t m0 x9 h8 y2c1 ff1 fs4 fc0 sc0 ls0 ws0">of <span class="_ _1"></span>financial <span class="_ _1"></span>ass<span class="_ _1"></span>ets. <span class="_ _1"></span>Interest <span class="_ _1"></span>revenu<span class="_ _1"></span>e (for <span class="_ _1"></span>r<span class="_ _1"></span>eceivables <span class="_ _1"></span>with <span class="_ _1"></span>a <span class="_ _c"></span>deadline<span class="_ _1"></span> for <span class="_ _1"></span>repayment<span class="_ _1"></span> <span class="ls17">of</span> over <span class="_ _1"></span>one year) <span class="_ _1"></span>are <span class="_ _1"></span>dete<span class="_ _1"></span>rmined </div><div class="t m0 x9 h8 y2c2 ff5 fs4 fc0 sc0 ls0 ws0">using <span class="_ _c"></span>effective <span class="_ _c"></span>interest <span class="_ _18"></span>rate <span class="_ _c"></span>method <span class="_ _c"></span>and<span class="_ _1"></span> <span class="_ _c"></span>recognized <span class="_ _c"></span>as <span class="_ _c"></span>“interest <span class="_ _c"></span>income” <span class="_ _c"></span>in<span class="_ _1"></span> <span class="_ _c"></span>statement <span class="_ _c"></span>of <span class="_ _c"></span>pro<span class="_ _1"></span>fit <span class="_ _1"></span>o<span class="_ _1"></span>r <span class="_ _c"></span>loss. <span class="_ _c"></span>Impairment </div><div class="t m0 x9 h8 y2c3 ff1 fs4 fc0 sc0 ls0 ws0">losses on trade receivables are <span class="_ _0"></span>recognised in line with the accounting policy described in note <span class="_ _0"></span>3.13 and are re<span class="_ _0"></span>cognized </div><div class="t m0 x9 h8 y2c4 ff1 fs4 fc0 sc0 ls0 ws0">in cost of sales<span class="_ _1"></span>. </div><div class="t m0 x9 h8 y2c5 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>of <span class="_ _c"></span>31 <span class="_ _1"></span>December <span class="_ _c"></span>2025 <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>2024 <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Group <span class="_ _c"></span>did <span class="_ _1"></span>n<span class="_ _1"></span>ot <span class="_ _c"></span>hold<span class="_ _1"></span> <span class="_ _1"></span>any <span class="_ _1"></span>assets <span class="_ _c"></span>qualified <span class="_ _1"></span>within<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>rema<span class="_ _1"></span>ining <span class="_ _1"></span>two <span class="_ _1"></span>cat<span class="_ _1"></span>egories, </div><div class="t m0 x9 h8 y2c6 ff1 fs4 fc0 sc0 ls0 ws0">i.e. <span class="_ _18"></span>(b) <span class="_ _18"></span> <span class="_ _18"></span>measured <span class="_ _18"></span>at<span class="_ _1"></span> <span class="_ _c"></span>fair <span class="_ _18"></span>v<span class="_ _1"></span>alue <span class="_ _c"></span>throu<span class="_ _1"></span>gh <span class="_ _18"></span>profit <span class="_ _18"></span>or <span class="_ _18"></span>loss, <span class="_ _18"></span>and <span class="_ _c"></span>(c) <span class="_ _18"></span>measu<span class="_ _1"></span>red <span class="_ _c"></span>at <span class="_ _d"></span>fair <span class="_ _c"></span>valu<span class="_ _1"></span>e <span class="_ _c"></span>thro<span class="_ _1"></span>ugh <span class="_ _18"></span>other <span class="_ _18"></span>comprehensive </div><div class="t m0 x9 h8 y2c7 ff1 fs4 fc0 sc0 ls0 ws0">income. </div><div class="t m0 x9 h16 y2c8 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h16 y2c9 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">20<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y283 ff2 fs5 fc2 sc0 ls0 ws0">3.13.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Impairment of financial assets </span></span></div><div class="t m0 x9 h8 y284 ff1 fs4 fc0 sc0 ls0 ws0">The Group performs in<span class="_ _1"></span>dividual and grou<span class="_ _1"></span>p analysis of impairment of trade receivables.<span class="_ _c"></span> </div><div class="t m0 x9 h8 y2ca ff1 fs4 fc0 sc0 ls0 ws0">Receivables <span class="_ _18"></span>are <span class="_ _18"></span>analysed <span class="_ _18"></span>in<span class="_ _1"></span>dividually <span class="_ _18"></span>when <span class="_ _18"></span>there <span class="_ _c"></span>is<span class="_ _1"></span> <span class="_ _c"></span>an <span class="_ _18"></span>objective <span class="_ _18"></span>evidence<span class="_ _1"></span> <span class="_ _18"></span>of <span class="_ _18"></span>impair<span class="_ _1"></span>ment <span class="_ _18"></span>that <span class="_ _18"></span>may <span class="_ _18"></span>have <span class="_ _18"></span>a <span class="_ _18"></span>negative </div><div class="t m0 x9 h8 y2cb ff1 fs4 fc0 sc0 ls0 ws0">effect <span class="_ _c"></span>on <span class="_ _18"></span>the <span class="_ _18"></span>amount <span class="_ _18"></span>of <span class="_ _18"></span>future <span class="_ _18"></span>cash <span class="_ _18"></span>flows. <span class="_ _c"></span>Signi<span class="_ _1"></span>ficant <span class="_ _c"></span>objective <span class="_ _18"></span>condition<span class="_ _1"></span>s <span class="_ _c"></span>includ<span class="_ _1"></span>e, <span class="_ _c"></span>for <span class="_ _18"></span>example, <span class="_ _c"></span>takin<span class="_ _1"></span>g <span class="_ _c"></span>legal <span class="_ _18"></span>action<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2cc ff1 fs4 fc0 sc0 ls0 ws0">against a d<span class="_ _1"></span>ebtor, serious financial problems of the debto<span class="_ _1"></span>r, significant overdue pay<span class="_ _1"></span>ments.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2cd ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 yf ff1 fs4 fc0 sc0 ls0 ws0">In the <span class="_ _1"></span>case of <span class="_ _1"></span>short-term tra<span class="_ _1"></span>de receivab<span class="_ _1"></span>les analys<span class="_ _1"></span>ed in grou<span class="_ _1"></span>ps, which <span class="_ _1"></span>do n<span class="_ _1"></span>ot have a <span class="_ _1"></span>significant finan<span class="_ _1"></span>cing element, th<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y2ce ff1 fs4 fc0 sc0 ls0 ws0">Group <span class="_ _18"></span>applies <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>simpli<span class="_ _1"></span>fied <span class="_ _18"></span>approach<span class="_ _1"></span> <span class="_ _c"></span>required <span class="_ _18"></span>in<span class="_ _1"></span> <span class="_ _c"></span>IFRS<span class="_ _1"></span> <span class="_ _18"></span>9 <span class="_ _18"></span>and <span class="_ _18"></span>measu<span class="_ _1"></span>res <span class="_ _18"></span>impairment <span class="_ _18"></span>los<span class="_ _1"></span>ses <span class="_ _18"></span>in <span class="_ _18"></span>the <span class="_ _18"></span>amount <span class="_ _d"></span>of <span class="_ _c"></span>credit<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2cf ff1 fs4 fc0 sc0 ls0 ws0">losses <span class="_ _5"></span>expected <span class="_ _5"></span>throu<span class="_ _1"></span>ghout <span class="_ _5"></span>the <span class="_ _5"></span>lifetime <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>the <span class="_ _5"></span>receivable <span class="_ _5"></span>fro<span class="_ _1"></span>m <span class="_ _5"></span>its <span class="_ _5"></span>initial <span class="_ _5"></span>recognition. The <span class="_ _5"></span>Group <span class="_ _5"></span>utilizes <span class="_ _5"></span>p<span class="_ _1"></span>rovision <span class="_ _5"></span>matrix </div><div class="t m0 x9 h8 y2d0 ff1 fs4 fc0 sc0 ls0 ws0">where a fixed provis<span class="_ _1"></span>ion rate applies dependin<span class="_ _1"></span>g on the number of days<span class="_ _1"></span> that a trade receivable is outs<span class="_ _1"></span>tanding<span class="_ _1"></span><span class="ls4">. </span> </div><div class="t m0 x9 h6 y2d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y2d2 ff1 fs4 fc0 sc0 ls0 ws0">For <span class="_ _1"></span>the <span class="_ _1"></span>purpos<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _1"></span>estimation <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>expected <span class="_ _1"></span>credit <span class="_ _1"></span>los<span class="_ _1"></span>ses, <span class="_ _1"></span>trade <span class="_ _1"></span>receivab<span class="_ _1"></span>les <span class="_ _1"></span>are <span class="_ _1"></span>grouped <span class="_ _1"></span>on <span class="_ _c"></span>the <span class="_ _1"></span>basis <span class="_ _1"></span>of <span class="_ _1"></span>credit <span class="_ _1"></span>risk </div><div class="t m0 x9 h8 y2d3 ff1 fs4 fc0 sc0 ls0 ws0">characteristics <span class="_ _31"> </span>(separate <span class="_ _16"> </span>gro<span class="_ _1"></span>ups <span class="_ _16"> </span>were <span class="_ _16"> </span>det<span class="_ _1"></span>ermined <span class="_ _16"> </span>for <span class="_ _31"> </span>certain<span class="_ _1"></span> <span class="_ _16"> </span>distribution<span class="_ _1"></span> <span class="_ _16"> </span>channels <span class="_ _21"> </span><span class="ff5">–</span> <span class="_ _16"> </span>receivables<span class="_ _1"></span> <span class="_ _16"> </span>from <span class="_ _31"> </span>export </div><div class="t m0 x9 h8 y2d4 ff1 fs4 fc0 sc0 ls0 ws0">customers, <span class="_ _d"></span>network <span class="_ _d"></span>customers, <span class="_ _d"></span>wholesale <span class="_ _18"></span>custo<span class="_ _1"></span>mers <span class="_ _d"></span>and <span class="_ _18"></span>indiv<span class="_ _1"></span>idual <span class="_ _d"></span>customers). <span class="_ _18"></span>For <span class="_ _d"></span>each <span class="_ _d"></span>Group <span class="_ _18"></span>entit<span class="_ _1"></span>y, <span class="_ _18"></span>customers </div><div class="t m0 x9 h8 y2d5 ff1 fs4 fc0 sc0 ls0 ws0">credit non-performance analysis was <span class="_ _5"></span>performed for <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>las<span class="_ _1"></span>t <span class="_ _5"></span>3 years, to <span class="_ _5"></span>determine the <span class="_ _0"></span>general <span class="_ _0"></span>non<span class="_ _1"></span>-performance ratios. </div><div class="t m0 x9 h8 y2d6 ff1 fs4 fc0 sc0 ls0 ws0">These ratios are determined f<span class="_ _1"></span>or the following ranges:<span class="_ _1"></span> </div><div class="t m0 x54 h6 y28f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa3 h8 y2d7 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">not yet due; </span></span></div><div class="t m0 xa3 h8 y2d8 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">past due u<span class="_ _1"></span>nder 30 days;  </span></span></div><div class="t m0 xa3 h8 y2d9 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">past due from 30 to<span class="_ _1"></span> 60 days; </span></span></div><div class="t m0 xa3 h8 y2da ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">past due from 60 to<span class="_ _1"></span> 90 days;  </span></span></div><div class="t m0 xa3 h8 y2db ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">past due o<span class="_ _1"></span>ver 90 days.  </span></span></div><div class="t m0 x54 h6 y2dc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y2dd ff1 fs4 fc0 sc0 ls0 ws0">Historical <span class="_ _d"></span>data <span class="_ _d"></span>on <span class="_ _d"> </span>receivables <span class="_ _d"> </span>referred <span class="_ _d"></span>to <span class="_ _d"></span>court <span class="_ _d"></span>and <span class="_ _1b"> </span>written <span class="_ _d"></span>down <span class="_ _d"> </span>as <span class="_ _d"> </span>well <span class="_ _d"></span>as <span class="_ _d"> </span>information <span class="_ _d"> </span>ab<span class="_ _1"></span>out <span class="_ _18"></span>share <span class="_ _d"> </span>of <span class="_ _d"> </span>amounts </div><div class="t m0 x9 h8 y124 ff1 fs4 fc0 sc0 ls0 ws0">received in each <span class="_ _0"></span>time range indicated above, are used <span class="_ _0"></span>in determ<span class="_ _0"></span>ination of non<span class="_ _1"></span>-performance ratio for e<span class="_ _0"></span>ach time range. </div><div class="t m0 x9 h8 y2de ff1 fs4 fc0 sc0 ls0 ws0">Other factors, su<span class="_ _1"></span>ch as insurance of receivable or exp<span class="_ _1"></span>ected impact of future events,<span class="_ _1"></span> are also<span class="_ _1"></span> <span class="_ _1"></span>taken into consideration.<span class="_ _1"></span> </div><div class="t m0 x54 h8 y2df ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y2e0 ff1 fs4 fc0 sc0 ls0 ws0">Impairment <span class="_ _d"> </span>writ<span class="_ _1"></span>e-down <span class="_ _1b"> </span>is <span class="_ _1b"> </span>estimated <span class="_ _1b"> </span>considering <span class="_ _1b"> </span>non<span class="_ _1"></span>-performance <span class="_ _1b"> </span>ratios, <span class="_ _1b"> </span>adjusted <span class="_ _1b"> </span>for <span class="_ _1b"> </span>expected <span class="_ _1b"> </span>impact <span class="_ _d"> </span>o<span class="_ _1"></span>f <span class="_ _d"></span>future </div><div class="t m0 x9 h8 y2e1 ff1 fs4 fc0 sc0 ls0 ws0">events <span class="_ _18"></span>and <span class="_ _18"></span>b<span class="_ _1"></span>ased <span class="_ _18"></span>on <span class="_ _18"></span>balance <span class="_ _18"></span>of <span class="_ _18"></span>ou<span class="_ _1"></span>tstanding <span class="_ _18"></span>receivables <span class="_ _18"></span>a<span class="_ _1"></span>s <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>balance <span class="_ _18"></span>sh<span class="_ _1"></span>eet <span class="_ _18"></span>date, <span class="_ _18"></span>for <span class="_ _18"></span>each <span class="_ _18"></span>o<span class="_ _1"></span>f <span class="_ _18"></span>the <span class="_ _18"></span>time <span class="_ _18"></span>ran<span class="_ _1"></span>ges </div><div class="t m0 x9 h8 y2e2 ff1 fs4 fc0 sc0 ls0 ws0">indicated abov<span class="_ _1"></span>e. </div><div class="t m0 x9 h17 y2e3 ff2 fs5 fc2 sc0 ls0 ws0">3.14.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Inventory </span></span></div><div class="t m0 x9 h8 y2e4 ff1 fs4 fc0 sc0 ls0 ws0">Inventory includ<span class="_ _1"></span>es goods for resale and as<span class="_ _1"></span>sets <span class="_ _1"></span>for expected returns. </div><div class="t m0 x9 h8 y2e5 ff1 fs4 fc0 sc0 ls0 ws0">Goods for resale are m<span class="_ _1"></span>easured at the cos<span class="_ _1"></span>ts of acquisition not higher t<span class="_ _1"></span>han net realisable value. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y2e6 ff1 fs4 fc0 sc0 ls0 ws0">Net <span class="_ _c"></span>realisable <span class="_ _c"></span>v<span class="_ _1"></span>alue <span class="_ _c"></span>is <span class="_ _c"></span>equ<span class="_ _1"></span>al <span class="_ _c"></span>to <span class="_ _c"></span>the <span class="_ _c"></span>estimated <span class="_ _18"></span>selling <span class="_ _c"></span>p<span class="_ _1"></span>rice <span class="_ _c"></span>of <span class="_ _c"></span>an<span class="_ _1"></span> <span class="_ _c"></span>item <span class="_ _c"></span>of <span class="_ _c"></span>in<span class="_ _1"></span>ventory <span class="_ _c"></span>less <span class="_ _c"></span>an<span class="_ _1"></span>y <span class="_ _c"></span>costs <span class="_ _18"></span>of<span class="_ _c"></span> completion <span class="_ _c"></span>and </div><div class="t m0 x9 h8 y2e7 ff1 fs4 fc0 sc0 ls0 ws0">costs necessar<span class="_ _1"></span>y to make the sale.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2e8 ff1 fs4 fc0 sc0 ls0 ws0">Inventory <span class="_ _d"></span>decrease <span class="_ _d"></span>is <span class="_ _18"></span>measu<span class="_ _1"></span>re<span class="_ _0"></span>d <span class="_ _d"></span>based <span class="_ _d"></span>on <span class="_ _18"></span>average <span class="_ _d"></span>prices, <span class="_ _d"></span>i.e. <span class="_ _18"></span>determined <span class="_ _d"></span>as <span class="_ _d"></span>weighted <span class="_ _d"></span>average <span class="_ _18"></span>p<span class="_ _1"></span>rices <span class="_ _18"></span>of<span class="_ _c"></span> individ<span class="_ _1"></span>ual </div><div class="t m0 x9 h8 y27b ff1 fs4 fc0 sc0 ls0 ws0">goods for resale.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2e9 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>as<span class="_ _1"></span>sets <span class="_ _c"></span>for <span class="_ _1"></span>expected <span class="_ _c"></span>returns, <span class="_ _c"></span>(i.e. <span class="_ _1"></span>v<span class="_ _1"></span>alue <span class="_ _1"></span>of <span class="_ _c"></span>goods <span class="_ _c"></span>which <span class="_ _c"></span>are <span class="_ _1"></span>expected <span class="_ _c"></span>to <span class="_ _c"></span>be <span class="_ _c"></span>returned <span class="_ _c"></span>by <span class="_ _c"></span>customers <span class="_ _c"></span>in <span class="_ _1"></span>acco<span class="_ _1"></span>rdance </div><div class="t m0 x9 h8 y2ea ff1 fs4 fc0 sc0 ls0 ws0">with <span class="_ _18"></span>the <span class="_ _18"></span>right <span class="_ _18"></span>provided <span class="_ _18"></span>to <span class="_ _18"></span>customers <span class="_ _18"></span>in <span class="_ _18"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> <span class="_ _18"></span>agreement <span class="_ _18"></span>or <span class="_ _18"></span>und<span class="_ _1"></span>er <span class="_ _c"></span>the <span class="_ _18"></span>binding <span class="_ _18"></span>laws <span class="_ _18"></span>and <span class="_ _18"></span>regulations <span class="_ _1b"> </span>- <span class="_ _18"></span>pleas<span class="_ _1"></span>e <span class="_ _c"></span>refer <span class="_ _18"></span>to </div><div class="t m0 x9 h8 y27e ff1 fs4 fc0 sc0 ls0 ws0">revenue <span class="_ _23"> </span>recognition <span class="_ _23"> </span>policy  in <span class="_ _1b"> </span>n<span class="_ _1"></span>ote <span class="_ _1b"> </span>3.23)  are <span class="_ _1b"> </span>estimated<span class="_ _1"></span> <span class="_ _1b"> </span>based  on <span class="_ _1b"> </span>his<span class="_ _1"></span>torical <span class="_ _1b"> </span>dat<span class="_ _1"></span>a, <span class="_ _1b"> </span>including  ratio <span class="_ _1b"> </span>of  returns <span class="_ _1b"> </span>from </div><div class="t m0 x9 h8 y27f ff1 fs4 fc0 sc0 ls0 ws0">customers <span class="_ _18"></span>to <span class="_ _c"></span>revenu<span class="_ _1"></span>e <span class="_ _c"></span>from <span class="_ _c"></span>sales <span class="_ _18"></span>for <span class="_ _18"></span>the <span class="_ _c"></span>period<span class="_ _1"></span> <span class="_ _c"></span>of <span class="_ _18"></span>last <span class="_ _c"></span>3 <span class="_ _c"></span>years. <span class="_ _18"></span>Estimated <span class="_ _18"></span>value <span class="_ _18"></span>of <span class="_ _c"></span>these <span class="_ _18"></span>assets <span class="_ _18"></span>offsets <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>costs <span class="_ _18"></span>of </div><div class="t m0 x9 h8 y2eb ff1 fs4 fc0 sc0 ls0 ws0">goods sold<span class="_ _1"></span>.   </div><div class="t m0 x9 h8 y2ec ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>amoun<span class="_ _1"></span>t <span class="_ _5"></span>of an <span class="_ _5"></span>impairm<span class="_ _1"></span>ent loss <span class="_ _5"></span>is calculated <span class="_ _5"></span>bas<span class="_ _1"></span>ed <span class="_ _5"></span>on<span class="_ _1"></span> <span class="_ _5"></span>rotation of <span class="_ _5"></span>individual items <span class="_ _5"></span>of goods <span class="_ _0"></span>for <span class="_ _5"></span>resale and <span class="_ _5"></span>it depends </div><div class="t m0 x9 h8 y2ed ff1 fs4 fc0 sc0 ls0 ws0">on th<span class="_ _1"></span>e ratio of inv<span class="_ _1"></span>entory level and th<span class="_ _1"></span>e quantity of <span class="_ _1"></span>goods sold o<span class="_ _1"></span>ver the last 12 <span class="_ _1"></span>months. Items <span class="_ _1"></span>for which inv<span class="_ _1"></span>entory level </div><div class="t m0 x9 h8 y162 ff1 fs4 fc0 sc0 ls0 ws0">exceeds <span class="_ _1"></span>s<span class="_ _1"></span>ales <span class="_ _1"></span>expected <span class="_ _c"></span>for <span class="_ _1"></span>the <span class="_ _1"></span>2-years <span class="_ _c"></span>period <span class="_ _c"></span>are <span class="_ _1"></span>written <span class="_ _1"></span>off, <span class="_ _1"></span>bu<span class="_ _1"></span>t <span class="_ _1"></span>the <span class="_ _1"></span>impairment <span class="_ _1"></span>write<span class="_ _1"></span>-off <span class="_ _c"></span>never <span class="_ _1"></span>amounts<span class="_ _1"></span> <span class="_ _1"></span>to <span class="_ _1"></span>100%. </div><div class="t m0 x9 h8 y2ee ff1 fs4 fc0 sc0 ls0 ws0">Inventory impairment <span class="_ _5"></span>is recognised <span class="_ _5"></span>in relation <span class="_ _5"></span>to goods <span class="_ _0"></span>which <span class="_ _5"></span>ar<span class="_ _1"></span>e <span class="_ _5"></span>in the <span class="_ _5"></span>permanent offer <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>the Group <span class="_ _5"></span>due to <span class="_ _5"></span>the need </div><div class="t m0 x9 h8 y2ef ff1 fs4 fc0 sc0 ls0 ws0">to obtain reliable his<span class="_ _1"></span>torical data in t<span class="_ _1"></span>erms of actual dat<span class="_ _1"></span>a over a longer <span class="_ _1"></span>period of time. New prod<span class="_ _1"></span>ucts are excluded from </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">21<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _c"></span>calculat<span class="_ _1"></span>ion <span class="_ _c"></span>of <span class="_ _18"></span>impairment <span class="_ _c"></span>los<span class="_ _1"></span>s, <span class="_ _c"></span>due <span class="_ _c"></span>to<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _c"></span>period<span class="_ _1"></span> <span class="_ _c"></span>required <span class="_ _c"></span>to <span class="_ _18"></span>place <span class="_ _18"></span>the <span class="_ _c"></span>new <span class="_ _18"></span>product <span class="_ _c"></span>on<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _c"></span>market <span class="_ _18"></span>and <span class="_ _18"></span>lack <span class="_ _c"></span>of </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">sufficient historical dat<span class="_ _1"></span>a for further analysis. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y25f ff1 fs4 fc0 sc0 ls0 ws0">Impairment losses on<span class="_ _1"></span> inventory are recognised in cost <span class="_ _1"></span>of sales. </div><div class="t m0 x9 h17 y2f0 ff2 fs5 fc2 sc0 ls0 ws0">3.15.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Cash and cash equivalents </span></span></div><div class="t m0 x9 h8 y2f1 ff1 fs4 fc0 sc0 ls0 ws0">Cash an<span class="_ _1"></span>d cash <span class="_ _1"></span>equivalents <span class="_ _1"></span>disclosed in <span class="_ _1"></span>the state<span class="_ _1"></span>ment of <span class="_ _1"></span>financial p<span class="_ _1"></span>osition includ<span class="_ _1"></span>e cash <span class="_ _1"></span>at bank <span class="_ _1"></span>and <span class="_ _1"></span>in hand <span class="_ _1"></span>as well <span class="_ _1"></span>as </div><div class="t m0 x9 h8 y3e ff1 fs4 fc0 sc0 ls0 ws0">highly <span class="_ _18"></span>liquid <span class="_ _18"></span>cu<span class="_ _1"></span>rrent <span class="_ _18"></span>financial <span class="_ _18"></span>assets <span class="_ _d"></span>whose <span class="_ _c"></span>origina<span class="_ _1"></span>l <span class="_ _c"></span>maturity<span class="_ _1"></span> <span class="_ _c"></span>d<span class="_ _1"></span>oes <span class="_ _18"></span>not <span class="_ _18"></span>exceed <span class="_ _18"></span>three <span class="_ _d"></span>month<span class="_ _1"></span>s, <span class="_ _18"></span>and <span class="_ _18"></span>which <span class="_ _18"></span>are <span class="_ _18"></span>readily </div><div class="t m0 x9 h8 y2f2 ff1 fs4 fc0 sc0 ls0 ws0">convertible into s<span class="_ _1"></span>pecific cash amounts and<span class="_ _1"></span> subject to insignificant risk of fluctu<span class="_ _1"></span>ation in fair value<span class="_ _1"></span>. </div><div class="t m0 x9 h17 y2f3 ff2 fs5 fc2 sc0 ls0 ws0">3.16.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Equity </span></span></div><div class="t m0 x9 h8 y2f4 ff1 fs4 fc0 sc0 ls0 ws0">Equity is <span class="_ _5"></span>disclosed in <span class="_ _5"></span>the acco<span class="_ _0"></span>unting re<span class="_ _0"></span>cords divided <span class="_ _5"></span>into categories, <span class="_ _5"></span>in <span class="_ _0"></span>accordance with <span class="_ _5"></span>the rules <span class="_ _5"></span>set forth <span class="_ _5"></span>in applicable </div><div class="t m0 x9 h8 y2f5 ff1 fs4 fc0 sc0 ls0 ws0">laws and the p<span class="_ _1"></span>rovisions of the Company&apos;s Articles of Ass<span class="_ _1"></span>ociation.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y2f6 ff1 fs4 fc0 sc0 ls0 ws0">The particular categories o<span class="_ _1"></span>f equity are<span class="_ _1"></span>: </div><div class="t m0 x54 h8 yd6 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">share cap<span class="_ _1"></span>ital of th<span class="_ _1"></span>e Company <span class="_ _1"></span><span class="ff5">–</span> stated <span class="_ _1"></span>at its p<span class="_ _1"></span>ar value <span class="_ _1"></span>as specified in th<span class="_ _1"></span>e Company&apos;s <span class="_ _1"></span>Articles of<span class="_ _1"></span> Association<span class="_ _1"></span> and </span></span></div><div class="t m0 xa1 h8 y2f7 ff1 fs4 fc0 sc0 ls0 ws0">entered in the court register,<span class="_ _1"></span> </div><div class="t m0 x54 h8 y2f8 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">share <span class="_ _18"></span>premium <span class="_ _c"></span>is<span class="_ _1"></span> <span class="_ _c"></span>stated <span class="_ _18"></span>in <span class="_ _18"></span>the <span class="_ _18"></span>proceeds <span class="_ _18"></span>from <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>issue <span class="_ _18"></span>of <span class="_ _18"></span>shares <span class="_ _18"></span>in <span class="_ _18"></span>the <span class="_ _18"></span>amount <span class="_ _18"></span>exceeding <span class="_ _18"></span>the <span class="_ _18"></span>par <span class="_ _c"></span>v<span class="_ _1"></span>alue <span class="_ _c"></span>of </span></span></div><div class="t m0 xa1 h8 yab ff1 fs4 fc0 sc0 ls0 ws0">shares, less t<span class="_ _1"></span>ransactions costs associated<span class="_ _1"></span> with the public share issu<span class="_ _1"></span>e, </div><div class="t m0 x54 h8 y2f9 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">own shares, </span></span></div><div class="t m0 x54 h8 y2fa ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff5">reserve capital for buyback of <span class="_ _5"></span>own shar<span class="_ _1"></span>es is <span class="_ _5"></span>created bas<span class="_ _1"></span>ed o<span class="_ _0"></span>n the resolution of Ge<span class="_ _0"></span>neral Shareholders’ Meeting,<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x54 h8 y2fb ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">foreign operations currency<span class="_ _1"></span> translation differences,<span class="_ _1"></span> </span></span></div><div class="t m0 x54 h8 y2fc ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">other capitals in<span class="_ _1"></span>clude actuarial profits<span class="_ _1"></span> and losses arising from th<span class="_ _1"></span>e actuarial valuation o<span class="_ _1"></span>f provisions for <span class="_ _1"></span>pensions </span></span></div><div class="t m0 xa1 h8 y2fd ff1 fs4 fc0 sc0 ls0 ws0">and related benefits,<span class="_ _1"></span> </div><div class="t m0 x54 h8 y2fe ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">retained <span class="_ _c"></span>earnin<span class="_ _1"></span>gs <span class="_ _c"></span><span class="ff5">–</span> <span class="_ _18"></span>compris<span class="_ _1"></span>ing <span class="_ _18"></span>profit/(loss) <span class="_ _18"></span>distribution<span class="_ _1"></span>s, <span class="_ _c"></span>undistrib<span class="_ _1"></span>uted <span class="_ _c"></span>profit/(los<span class="_ _1"></span>s), <span class="_ _c"></span>and <span class="_ _18"></span>net <span class="_ _18"></span>profit/(loss) <span class="_ _18"></span>for </span></span></div><div class="t m0 xa1 h8 y2ff ff1 fs4 fc0 sc0 ls0 ws0">the reporting period to<span class="_ _1"></span> which given financial statements<span class="_ _1"></span> relate.<span class="_ _1"></span> </div><div class="t m0 x54 h8 y300 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y301 ff1 fs4 fc0 sc0 ls0 ws0">Transaction cos<span class="_ _1"></span>t related to the public share iss<span class="_ _1"></span>ue is taken to equity and reduces t<span class="_ _1"></span>he share premium account as at <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y302 ff1 fs4 fc0 sc0 ls0 ws0">share issue d<span class="_ _1"></span>ate. </div><div class="t m0 x9 h17 y303 ff2 fs5 fc2 sc0 ls0 ws0">3.17.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Bank loan liabilities </span></span></div><div class="t m0 x9 h8 y304 ff1 fs4 fc0 sc0 ls0 ws0">Bank <span class="_ _d"> </span>loan<span class="_ _1"></span>s <span class="_ _d"></span>are <span class="_ _d"> </span>initially <span class="_ _1b"> </span>recognised <span class="_ _1b"> </span>at <span class="_ _d"> </span>fair <span class="_ _1b"> </span>value <span class="_ _d"> </span>less<span class="_ _1"></span> <span class="_ _d"></span>transaction<span class="_ _1"></span> <span class="_ _d"></span>cost. <span class="_ _d"> </span>Following <span class="_ _1b"> </span>initial <span class="_ _1b"> </span>recognition, <span class="_ _1b"> </span>bank <span class="_ _1b"> </span>loans <span class="_ _1b"> </span>are </div><div class="t m0 x9 h8 y305 ff1 fs4 fc0 sc0 ls0 ws0">measured at amortized cos<span class="_ _1"></span>t, using the effective interest <span class="_ _1"></span>method<span class="_ _1"></span>. </div><div class="t m0 x9 h17 y17e ff2 fs5 fc2 sc0 ls0 ws0">3.18.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Trade and other payables </span></span></div><div class="t m0 x9 h8 y306 ff1 fs4 fc0 sc0 ls0 ws0">Trade payab<span class="_ _1"></span>les are <span class="_ _1"></span>initially recogn<span class="_ _1"></span>ised at <span class="_ _1"></span>fair value,<span class="_ _1"></span> and <span class="_ _1"></span>subsequently, <span class="_ _1"></span>where the <span class="_ _1"></span>discount <span class="_ _1"></span>effect is <span class="_ _1"></span>material, <span class="_ _1"></span>they are </div><div class="t m0 x9 h8 y307 ff1 fs4 fc0 sc0 ls0 ws0">measured at amortised co<span class="_ _1"></span>st using the effective interest <span class="_ _1"></span>method.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y308 ff1 fs4 fc0 sc0 ls0 ws0">Other liabilities in<span class="_ _1"></span>clude liabilities arising fro<span class="_ _1"></span>m returns of <span class="_ _1"></span>goods from customers <span class="_ _1"></span>(in accordance with t<span class="_ _1"></span>he right provid<span class="_ _1"></span>ed </div><div class="t m0 x9 h8 y309 ff1 fs4 fc0 sc0 ls0 ws0">to cus<span class="_ _1"></span>tomers in th<span class="_ _1"></span>e agreement or <span class="_ _1"></span>under th<span class="_ _1"></span>e existing laws <span class="_ _1"></span>and regulations<span class="_ _1"></span> <span class="_ _1"></span>- <span class="_ _1"></span>please refer to <span class="_ _1"></span>revenue recognition <span class="_ _1"></span>policy </div><div class="t m0 x9 h8 y30a ff1 fs4 fc0 sc0 ls0 ws0">in note <span class="_ _1"></span>3.23). Value <span class="_ _1"></span>of these <span class="_ _1"></span>liabilities is <span class="_ _1"></span>estimated based <span class="_ _1"></span>on historical <span class="_ _1"></span>data, including ratio <span class="_ _1"></span>of returns <span class="_ _1"></span>from customers </div><div class="t m0 x9 h8 y30b ff1 fs4 fc0 sc0 ls0 ws0">to <span class="_ _1"></span>revenue <span class="_ _c"></span>from <span class="_ _1"></span>sales <span class="_ _c"></span>for <span class="_ _1"></span>the <span class="_ _1"></span>period<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _1"></span>last <span class="_ _c"></span>3 <span class="_ _1"></span>years. <span class="_ _1"></span>At <span class="_ _c"></span>the <span class="_ _1"></span>same <span class="_ _1"></span>time, <span class="_ _1"></span>the <span class="_ _c"></span>Group <span class="_ _1"></span>recognizes<span class="_ _1"></span> <span class="_ _1"></span>in <span class="_ _1"></span>inv<span class="_ _1"></span>entories <span class="_ _1"></span>the <span class="_ _1"></span>asset </div><div class="t m0 x9 h8 y30c ff1 fs4 fc0 sc0 ls0 ws0">for goods which th<span class="_ _1"></span>e customers a<span class="_ _1"></span>re expected to return, with<span class="_ _1"></span> the offsetting entry to cos<span class="_ _1"></span>t of goods sold (see note 3.14).<span class="_ _c"></span> </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">22<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">Based <span class="_ _1b"> </span>on <span class="_ _23"> </span>the <span class="_ _1b"> </span>provisions <span class="_ _1b"> </span>of <span class="_ _23"> </span>the <span class="_ _d"> </span>Euro<span class="_ _1"></span>pean <span class="_ _1b"> </span>Parliament <span class="_ _1b"> </span>and <span class="_ _23"> </span>applicable <span class="_ _1b"> </span>laws, <span class="_ _1b"> </span>e.g. <span class="_ _23"> </span>on <span class="_ _1b"> </span>waste <span class="_ _1b"> </span>electrical <span class="_ _1b"> </span>and<span class="_ _1"></span> <span class="_ _d"> </span>electroni<span class="_ _1"></span>c </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">equipment <span class="_ _c"></span>Th<span class="_ _1"></span>e <span class="_ _c"></span>Company<span class="_ _1"></span>, <span class="_ _c"></span>as <span class="_ _18"></span>an <span class="_ _18"></span>entity <span class="_ _18"></span>that <span class="_ _18"></span>places <span class="_ _18"></span>electrical <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>electronic <span class="_ _18"></span>equipment, <span class="_ _18"></span>batteries <span class="_ _18"></span>and <span class="_ _18"></span>accumulators<span class="_ _1"></span>, </div><div class="t m0 x9 h8 y2a8 ff1 fs4 fc0 sc0 ls0 ws0">packaging <span class="_ _18"></span>and <span class="_ _18"></span>products,<span class="_ _1"></span> <span class="_ _c"></span>i.e. <span class="_ _c"></span>o<span class="_ _1"></span>ils <span class="_ _18"></span>or <span class="_ _18"></span>tires, <span class="_ _c"></span>on<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _18"></span>market, <span class="_ _c"></span>i<span class="_ _1"></span>s <span class="_ _c"></span>s<span class="_ _1"></span>ubject <span class="_ _c"></span>to <span class="_ _18"></span>the <span class="_ _18"></span>extended <span class="_ _c"></span>p<span class="_ _1"></span>roducer <span class="_ _c"></span>respo<span class="_ _1"></span>nsibility <span class="_ _c"></span>s<span class="_ _1"></span>ystem, </div><div class="t m0 x9 h8 y30d ff1 fs4 fc0 sc0 ls0 ws0">under <span class="_ _d"> </span>which <span class="_ _1b"> </span>the <span class="_ _d"> </span>prod<span class="_ _1"></span>ucer&apos;s <span class="_ _d"> </span>respon<span class="_ _1"></span>sibility <span class="_ _d"> </span>for <span class="_ _d"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>product <span class="_ _d"> </span>applies <span class="_ _1b"> </span>at <span class="_ _d"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>stage <span class="_ _d"> </span>of <span class="_ _d"> </span>th<span class="_ _1"></span>e <span class="_ _d"></span>product&apos;s <span class="_ _1b"> </span>life <span class="_ _d"></span>cycle <span class="_ _d"> </span>when <span class="_ _1b"> </span>it </div><div class="t m0 x9 h8 y30e ff1 fs4 fc0 sc0 ls0 ws0">becomes <span class="_ _c"></span>waste. <span class="_ _d"></span>The <span class="_ _c"></span>Parent <span class="_ _18"></span>Entity <span class="_ _18"></span>is <span class="_ _18"></span>obliged <span class="_ _c"></span>to <span class="_ _18"></span>finance<span class="_ _1"></span> <span class="_ _c"></span>a <span class="_ _18"></span>system <span class="_ _18"></span>for <span class="_ _c"></span>collecting <span class="_ _18"></span>and <span class="_ _18"></span>recycling <span class="_ _18"></span>waste <span class="_ _18"></span>generated <span class="_ _18"></span>from </div><div class="t m0 x9 h8 y113 ff1 fs4 fc0 sc0 ls0 ws0">products <span class="_ _18"></span>and <span class="_ _18"></span>packaging <span class="_ _18"></span>introduced <span class="_ _18"></span>by <span class="_ _c"></span>it. <span class="_ _18"></span>These <span class="_ _18"></span>obligations <span class="_ _18"></span>are <span class="_ _18"></span>fulfilled <span class="_ _c"></span>by <span class="_ _18"></span>concludin<span class="_ _1"></span>g <span class="_ _c"></span>an <span class="_ _18"></span>agreement <span class="_ _18"></span>with <span class="_ _c"></span>Recov<span class="_ _1"></span>ery </div><div class="t m0 x9 h8 y30f ff1 fs4 fc0 sc0 ls0 ws0">Organizations. <span class="_ _c"></span>Costs <span class="_ _1"></span>arising <span class="_ _1"></span>from <span class="_ _1"></span>these <span class="_ _1"></span>contracts <span class="_ _1"></span>are <span class="_ _1"></span>recognized <span class="_ _1"></span>throu<span class="_ _1"></span>ghout <span class="_ _1"></span>the pe<span class="_ _c"></span>riod <span class="_ _1"></span>and <span class="_ _1"></span>settled <span class="_ _1"></span>at <span class="_ _1"></span>the <span class="_ _1"></span>end <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y310 ff1 fs4 fc0 sc0 ls0 ws0">financial year after receipt of <span class="_ _1"></span>the final invoice<span class="_ _1"></span>. </div><div class="t m0 x9 h17 y311 ff2 fs5 fc2 sc0 ls0 ws0">3.19.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Deferred revenue </span></span></div><div class="t m0 x9 h8 y312 ff1 fs4 fc0 sc0 ls0 ws0">Deferred income includes mai<span class="_ _1"></span>nly: </div><div class="t m0 x6d h8 y313 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">the <span class="_ _1"></span>equivalent <span class="_ _1"></span>of <span class="_ _1"></span>funds<span class="_ _1"></span> <span class="_ _1"></span>received <span class="_ _1"></span>or <span class="_ _1"></span>due <span class="_ _1"></span>from <span class="_ _1"></span>contractors<span class="_ _1"></span> <span class="_ _1"></span>for <span class="_ _1"></span>services <span class="_ _1"></span>to <span class="_ _1"></span>b<span class="_ _1"></span>e p<span class="_ _1"></span>erformed <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>next <span class="_ _1"></span>reportin<span class="_ _1"></span>g </span></span></div><div class="t m0 x8c h8 y314 ff1 fs4 fc0 sc0 ls0 ws0">periods; </div><div class="t m0 x6d h8 y315 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">cash <span class="_ _1"></span>(inclu<span class="_ _1"></span>ding <span class="_ _1"></span>government <span class="_ _c"></span>sub<span class="_ _1"></span>sidies) <span class="_ _1"></span>received <span class="_ _1"></span>to <span class="_ _c"></span>finance <span class="_ _c"></span>the <span class="_ _c"></span>purchase <span class="_ _c"></span>or <span class="_ _1"></span>prod<span class="_ _1"></span>uction <span class="_ _1"></span>of <span class="_ _1"></span>fixed <span class="_ _c"></span>assets <span class="_ _c"></span>under </span></span></div><div class="t m0 x8c h8 y316 ff1 fs4 fc0 sc0 ls0 ws0">construction,<span class="_ _1"></span> settled in parallel to the depreciation writ<span class="_ _1"></span>e-of<span class="_ _1"></span>fs of fixed assets finan<span class="_ _1"></span>ced from these sources.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y317 ff1 fs4 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>incom<span class="_ _1"></span>e <span class="_ _c"></span>is <span class="_ _18"></span>presented <span class="_ _18"></span>in <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>consolidated <span class="_ _18"></span>statement <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>financial <span class="_ _18"></span>position <span class="_ _18"></span>in <span class="_ _c"></span>liabilities <span class="_ _18"></span>in <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>line <span class="_ _18"></span>&quot;trade <span class="_ _c"></span>and </div><div class="t m0 x9 h8 y318 ff1 fs4 fc0 sc0 ls0 ws0">other liabilities&quot;.<span class="_ _1"></span> </div><div class="t m0 x9 h17 y319 ff2 fs5 fc2 sc0 ls0 ws0">3.20.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Current and deferred income tax </span></span></div><div class="t m0 x9 h8 y31a ff1 fs4 fc0 sc0 ls0 ws0">Mandatory d<span class="_ _1"></span>ecreases of profit include current an<span class="_ _1"></span>d deferred income tax.<span class="_ _1"></span> </div><div class="t m0 x9 hb y31b ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y31c ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Current tax </span></span></div><div class="t m0 x9 h8 y31d ff1 fs4 fc0 sc0 ls0 ws0">Current tax <span class="_ _1"></span>expense is <span class="_ _1"></span>calculated based <span class="_ _1"></span>on the ta<span class="_ _1"></span>xable profit for <span class="_ _1"></span>the given repo<span class="_ _1"></span>rting period. Tax <span class="_ _1"></span>expense is <span class="_ _1"></span>calculated </div><div class="t m0 x9 h8 y31e ff1 fs4 fc0 sc0 ls0 ws0">based on t<span class="_ _1"></span>ax rates applicable during the fiscal y<span class="_ _1"></span>ear in question.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y31f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y320 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Deferred tax </span></span></div><div class="t m0 x9 h8 y321 ff1 fs4 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>tax <span class="_ _18"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>and <span class="_ _18"></span>liabilities <span class="_ _18"></span>are <span class="_ _c"></span>determin<span class="_ _1"></span>ed <span class="_ _c"></span>based <span class="_ _18"></span>on <span class="_ _18"></span>temporary <span class="_ _18"></span>differences <span class="_ _18"></span>between <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>accounting <span class="_ _18"></span>and <span class="_ _18"></span>tax </div><div class="t m0 x9 h8 y322 ff1 fs4 fc0 sc0 ls0 ws0">values of ass<span class="_ _1"></span>ets and liabilities. </div><div class="t m0 x9 h8 y323 ff1 fs4 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>tax <span class="_ _18"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>are <span class="_ _c"></span>recognis<span class="_ _1"></span>ed <span class="_ _c"></span>only <span class="_ _18"></span>if <span class="_ _c"></span>it <span class="_ _18"></span>is <span class="_ _c"></span>prob<span class="_ _1"></span>able <span class="_ _c"></span>that <span class="_ _c"></span>the <span class="_ _18"></span>Group <span class="_ _18"></span>will <span class="_ _c"></span>have <span class="_ _18"></span>future <span class="_ _18"></span>taxable <span class="_ _c"></span>p<span class="_ _1"></span>rofits <span class="_ _c"></span>allowing <span class="_ _c"></span>for </div><div class="t m0 x9 h8 y324 ff1 fs4 fc0 sc0 ls0 ws0">utilisation <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _c"></span>temporary <span class="_ _18"></span>differences <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>dedu<span class="_ _1"></span>ction <span class="_ _c"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>tax <span class="_ _18"></span>losses. <span class="_ _18"></span>Deferred <span class="_ _c"></span>tax <span class="_ _18"></span>assets <span class="_ _18"></span>are <span class="_ _c"></span>determined <span class="_ _18"></span>as <span class="_ _18"></span>the </div><div class="t m0 x9 h8 y325 ff1 fs4 fc0 sc0 ls0 ws0">amount <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>income <span class="_ _5"></span>tax <span class="_ _0"></span>recoverab<span class="_ _1"></span>le <span class="_ _5"></span>in <span class="_ _5"></span>the <span class="_ _0"></span>future <span class="_ _5"></span>in <span class="_ _0"></span>respect <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>deductible <span class="_ _0"></span>temporary <span class="_ _5"></span>dif<span class="_ _1"></span>ferences <span class="_ _5"></span>which <span class="_ _5"></span>w<span class="_ _1"></span>ill <span class="_ _5"></span>reduce <span class="_ _5"></span>futu<span class="_ _1"></span>re </div><div class="t m0 x9 h8 y326 ff1 fs4 fc0 sc0 ls0 ws0">income tax base and<span class="_ _1"></span> any deductible tax loss<span class="_ _1"></span>, determined in accordance with the p<span class="_ _1"></span>rudence principle.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y327 ff1 fs4 fc0 sc0 ls0 ws0">The a<span class="_ _1"></span>mount <span class="_ _1"></span>of de<span class="_ _1"></span>ferred ta<span class="_ _1"></span>x a<span class="_ _1"></span>ssets <span class="_ _1"></span>and <span class="_ _1"></span>liabilities <span class="_ _1"></span>is <span class="_ _1"></span>determined <span class="_ _1"></span>using <span class="_ _1"></span>income tax<span class="_ _1"></span> rates<span class="_ _1"></span> wh<span class="_ _1"></span>ich will <span class="_ _1"></span>be <span class="_ _1"></span>effective <span class="_ _1"></span>when <span class="_ _1"></span>a </div><div class="t m0 x9 h8 y2e8 ff1 fs4 fc0 sc0 ls0 ws0">deferred tax ass<span class="_ _1"></span>et is utilised or a deferred tax liability aris<span class="_ _1"></span>es. </div><div class="t m0 x9 h8 y328 ff1 fs4 fc0 sc0 ls0 ws0">Deferred tax <span class="_ _5"></span>as<span class="_ _1"></span>sets and <span class="_ _0"></span>liabilities <span class="_ _0"></span>have been <span class="_ _5"></span>offset at the <span class="_ _5"></span>lev<span class="_ _1"></span>el <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>ind<span class="_ _1"></span>ividual Group <span class="_ _0"></span>members, as at <span class="_ _5"></span>this level the <span class="_ _5"></span>criteria </div><div class="t m0 x9 h8 y2e9 ff5 fs4 fc0 sc0 ls0 ws0">of IAS 12 “Income taxes”<span class="_ _1"></span> with respect to offsetting d<span class="_ _1"></span>eferred tax ass<span class="_ _1"></span>ets against deferred tax liabilities were met.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y329 ff1 fs4 fc0 sc0 ls0 ws0">A <span class="_ _21"> </span>deferred <span class="_ _32"> </span>tax <span class="_ _21"> </span>liab<span class="_ _1"></span>ility <span class="_ _21"> </span>is <span class="_ _32"> </span>recognised <span class="_ _21"> </span>for <span class="_ _32"> </span>temporary <span class="_ _32"> </span>differences <span class="_ _21"> </span>ass<span class="_ _1"></span>ociated <span class="_ _21"> </span>with <span class="_ _32"> </span>investments <span class="_ _32"> </span>in <span class="_ _21"> </span>subsidiaries <span class="_ _c"></span> </div><div class="t m0 x9 h8 y32a ff1 fs4 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>jointly <span class="_ _c"></span>controlled <span class="_ _c"></span>entities, <span class="_ _c"></span>except <span class="_ _c"></span>where <span class="_ _c"></span>the <span class="_ _c"></span>Group <span class="_ _c"></span>controls<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _c"></span>reversal <span class="_ _c"></span>of <span class="_ _c"></span>such <span class="_ _c"></span>temporary <span class="_ _c"></span>differences <span class="_ _c"></span>and <span class="_ _c"></span>it <span class="_ _c"></span>is </div><div class="t m0 x9 h8 y32b ff1 fs4 fc0 sc0 ls0 ws0">probable that such<span class="_ _1"></span> differences will not reverse in t<span class="_ _1"></span>he foreseeable future<span class="_ _1"></span>. </div><div class="t m0 x9 h8 y32c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y32d ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">23<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y283 ff2 fs5 fc2 sc0 ls0 ws0">3.21.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Liabilities from employee benefits </span></span></div><div class="t m0 x8c hb y32e ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Post-employment ben<span class="_ _1"></span>efit plan <span class="ffa">–</span> the d<span class="_ _1"></span>efined contribution plan<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y32f ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Parent <span class="_ _1"></span>Company <span class="_ _1"></span>participat<span class="_ _1"></span>es <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>state <span class="_ _1"></span>post<span class="_ _1"></span>-employment <span class="_ _1"></span>benefit <span class="_ _1"></span>plan <span class="_ _1"></span>by<span class="_ _1"></span> <span class="_ _1"></span>paying <span class="_ _1"></span>an <span class="_ _1"></span>appropriate <span class="_ _1"></span>percentage <span class="_ _1"></span>of </div><div class="t m0 x9 h8 y330 ff5 fs4 fc0 sc0 ls0 ws0">an employee’s <span class="_ _1"></span>gross <span class="_ _1"></span>pay as <span class="_ _1"></span>a contribution <span class="_ _1"></span>to the <span class="_ _1"></span>Social Insurance <span class="_ _1"></span>Institution <span class="_ _1"></span>(ZUS). This<span class="_ _1"></span><span class="ff1"> p<span class="_ _1"></span>lan is <span class="_ _1"></span>a defined con<span class="_ _1"></span>tribution </span></div><div class="t m0 x9 h8 y331 ff1 fs4 fc0 sc0 ls0 ws0">plan. The contribu<span class="_ _1"></span>tions are expens<span class="_ _1"></span>ed as paid. </div><div class="t m0 x9 h8 y332 ff1 fs4 fc0 sc0 ls0 ws0">From <span class="_ _1"></span>20<span class="_ _1"></span>19, <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Parent <span class="_ _c"></span>Co<span class="_ _1"></span>mpany <span class="_ _c"></span>participates <span class="_ _c"></span>als<span class="_ _1"></span>o <span class="_ _1"></span>in <span class="_ _c"></span>the <span class="_ _c"></span>Employee <span class="_ _c"></span>Capital <span class="_ _c"></span>Plans <span class="_ _c"></span>progra<span class="_ _1"></span>m <span class="_ _1"></span>by <span class="_ _c"></span>pay<span class="_ _1"></span>ing <span class="_ _1"></span>the <span class="_ _c"></span>app<span class="_ _1"></span>ropriate<span class="_ _0"></span> </div><div class="t m0 x9 h8 y333 ff1 fs4 fc0 sc0 ls0 ws0">percentage o<span class="_ _1"></span>f gross <span class="_ _1"></span>pay as<span class="_ _1"></span> a con<span class="_ _1"></span>tribution. This<span class="_ _1"></span> program is<span class="_ _1"></span> a d<span class="_ _1"></span>efined contribution <span class="_ _1"></span>program <span class="_ _1"></span>and the <span class="_ _1"></span>contributions<span class="_ _1"></span> paid </div><div class="t m0 x9 h8 y334 ff1 fs4 fc0 sc0 ls0 ws0">are recognized as a<span class="_ _1"></span>n expense when in<span class="_ _1"></span>curred. </div><div class="t m0 x9 h8 y335 ff1 fs4 fc0 sc0 ls0 ws0">Subsidiaries als<span class="_ _1"></span>o participate in state post<span class="_ _1"></span>-employment benefit plans by pay<span class="_ _1"></span>ing contributions to the equivalents of ZUS </div><div class="t m0 x9 h8 y336 ff1 fs4 fc0 sc0 ls0 ws0">in <span class="_ _5"></span>the <span class="_ _0"></span>countries <span class="_ _5"></span>where <span class="_ _0"></span>they <span class="_ _5"></span>ar<span class="_ _1"></span>e <span class="_ _5"></span>based <span class="_ _0"></span>(Romania, <span class="_ _5"></span>China). T<span class="_ _0"></span>hese <span class="_ _5"></span>p<span class="_ _1"></span>lans <span class="_ _5"></span>are <span class="_ _0"></span>also <span class="_ _5"></span>defined <span class="_ _0"></span>contribution <span class="_ _5"></span>plan<span class="_ _1"></span>s. <span class="_ _5"></span>The <span class="_ _5"></span>premiums </div><div class="t m0 x9 h8 y337 ff1 fs4 fc0 sc0 ls0 ws0">paid are recognized <span class="_ _1"></span>as an expense when incu<span class="_ _1"></span>rred. </div><div class="t m0 x54 h8 y338 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y339 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Post-employment  be<span class="_ _1"></span>nefit  plan  -  the  defined  ben<span class="_ _1"></span>efit  plan  (retirement  severance  pays)  and <span class="_ _24"> </span>oth<span class="_ _1"></span>er </span></span></div><div class="t m0 xa4 hb y33a ff2 fs4 fc0 sc0 ls0 ws0">benefits </div><div class="t m0 x9 h8 y33b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y318 ff1 fs4 fc0 sc0 ls0 ws0">In  accordance  with <span class="_ _24"> </span>th<span class="_ _1"></span>e  Labour  Code  and  applicab<span class="_ _1"></span>le  remuneration  systems  and <span class="_ _24"> </span>ru<span class="_ _1"></span>le<span class="_ _0"></span>s,  employees  of  th<span class="_ _1"></span>e  Group </div><div class="t m0 x9 h8 y33c ff1 fs4 fc0 sc0 ls0 ws0">companies <span class="_ _1"></span>are <span class="_ _1"></span>entitled <span class="_ _1"></span>to <span class="_ _1"></span>death<span class="_ _1"></span> <span class="_ _1"></span>benefits <span class="_ _1"></span>and <span class="_ _1"></span>retirement <span class="_ _1"></span>severance <span class="_ _1"></span>pays<span class="_ _1"></span>. <span class="_ _1"></span>Death <span class="_ _1"></span>benefits <span class="_ _1"></span>are <span class="_ _1"></span>one<span class="_ _c"></span>-off <span class="_ _1"></span>benefits <span class="_ _1"></span>paid <span class="_ _1"></span>to </div><div class="t m0 x9 h8 y33d ff1 fs4 fc0 sc0 ls0 ws0">the famil<span class="_ _0"></span>y of <span class="_ _5"></span>an employee, following the <span class="_ _0"></span>employee&apos;s death. <span class="_ _0"></span>Retirement severance <span class="_ _5"></span>p<span class="_ _1"></span>ays are <span class="_ _5"></span>one<span class="_ _1"></span>-off benefits <span class="_ _5"></span>paid<span class="_ _1"></span> <span class="_ _0"></span>when </div><div class="t m0 x9 h8 y33e ff1 fs4 fc0 sc0 ls0 ws0">an <span class="_ _18"></span>employee <span class="_ _d"></span>retires. <span class="_ _18"></span>The <span class="_ _18"></span>p<span class="_ _1"></span>lan <span class="_ _18"></span>is <span class="_ _d"></span>fully <span class="_ _18"></span>financed <span class="_ _d"></span>by <span class="_ _18"></span>the <span class="_ _18"></span>Group. <span class="_ _18"></span>The <span class="_ _d"></span>amount <span class="_ _18"></span>of <span class="_ _d"></span>a <span class="_ _18"></span>retirement <span class="_ _d"></span>severance <span class="_ _18"></span>pay<span class="_ _c"></span> <span class="_ _d"></span>or <span class="_ _18"></span>death </div><div class="t m0 x9 h8 y33f ff1 fs4 fc0 sc0 ls0 ws0">benefit depends on t<span class="_ _1"></span>he length of employment <span class="_ _1"></span>and average remuneration of a given e<span class="_ _1"></span>mployee. The Group a<span class="_ _1"></span>ccrues for </div><div class="t m0 x9 h8 y340 ff1 fs4 fc0 sc0 ls0 ws0">future retirement severanc<span class="_ _1"></span>e pay and death benefit obligation<span class="_ _1"></span>s in order to att<span class="_ _1"></span>ribute costs to the periods to which they </div><div class="t m0 x9 h8 y341 ff1 fs4 fc0 sc0 ls0 ws0">relate.  </div><div class="t m0 x9 h8 y342 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>present value <span class="_ _0"></span>of <span class="_ _0"></span>such obligations <span class="_ _5"></span>is<span class="_ _1"></span> <span class="_ _5"></span>determined by <span class="_ _5"></span>an independent <span class="_ _5"></span>actu<span class="_ _1"></span>ary <span class="_ _5"></span>u<span class="_ _1"></span>sing <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>projected unit <span class="_ _5"></span>credit method. </div><div class="t m0 x9 h8 yde ff1 fs4 fc0 sc0 ls0 ws0">Accrued liabilities are<span class="_ _0"></span> equal <span class="_ _5"></span>to<span class="_ _1"></span> <span class="_ _0"></span>the discounted f<span class="_ _0"></span>uture payments, taking <span class="_ _5"></span>in<span class="_ _1"></span>to <span class="_ _5"></span>accoun<span class="_ _1"></span>t<span class="_ _1"></span> <span class="_ _0"></span>the employee turnover, and <span class="_ _5"></span>relate<span class="_ _1"></span> </div><div class="t m0 x9 h8 y343 ff1 fs4 fc0 sc0 ls0 ws0">to <span class="_ _c"></span>the <span class="_ _c"></span>period <span class="_ _c"></span>until <span class="_ _c"></span>the <span class="_ _c"></span>end <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _c"></span>reporting <span class="_ _c"></span>period. <span class="_ _c"></span>Demographic <span class="_ _c"></span>information <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>information<span class="_ _1"></span> <span class="_ _1"></span>on <span class="_ _c"></span>sta<span class="_ _1"></span>ff <span class="_ _1"></span>turnov<span class="_ _1"></span>er <span class="_ _1"></span>are </div><div class="t m0 x9 h8 y344 ff1 fs4 fc0 sc0 ls0 ws0">based <span class="_ _c"></span>on <span class="_ _c"></span>historical <span class="_ _c"></span>information. <span class="_ _c"></span>Actuarial <span class="_ _c"></span>gains <span class="_ _c"></span>and <span class="_ _c"></span>losses <span class="_ _c"></span>are <span class="_ _1"></span>recogn<span class="_ _1"></span>ised <span class="_ _1"></span>in <span class="_ _c"></span>pro<span class="_ _1"></span>fit <span class="_ _1"></span>or <span class="_ _c"></span>loss,<span class="_ _1"></span> <span class="_ _1"></span>except <span class="_ _c"></span>for <span class="_ _c"></span>a<span class="_ _c"></span>ctuarial <span class="_ _c"></span>gains </div><div class="t m0 x9 h8 y345 ff1 fs4 fc0 sc0 ls0 ws0">and loss<span class="_ _1"></span>es recognised in other comprehensive incom<span class="_ _1"></span>e. </div><div class="t m0 x9 h8 y346 ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _5"></span>coun<span class="_ _1"></span>tries <span class="_ _5"></span>where <span class="_ _5"></span>the <span class="_ _5"></span>s<span class="_ _1"></span>ubsidiaries <span class="_ _5"></span>are <span class="_ _5"></span>based,<span class="_ _1"></span> <span class="_ _5"></span>there <span class="_ _5"></span>are <span class="_ _5"></span>no <span class="_ _0"></span>requirements <span class="_ _5"></span>for <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>payment <span class="_ _5"></span>of <span class="_ _5"></span>retirement benef<span class="_ _0"></span>its <span class="_ _5"></span>similar<span class="_ _1"></span> </div><div class="t m0 x9 h8 y347 ff1 fs4 fc0 sc0 ls1b ws0">to<span class="ls0"> <span class="_ _18"></span>the <span class="_ _18"></span>Labour <span class="_ _d"></span>Code <span class="_ _c"></span>in <span class="_ _18"></span>Po<span class="_ _1"></span>land, <span class="_ _18"></span>and<span class="_ _1"></span> <span class="_ _c"></span>th<span class="_ _1"></span>ere <span class="_ _c"></span>are <span class="_ _18"></span>no <span class="_ _18"></span>in<span class="_ _1"></span>ternal <span class="_ _18"></span>regulation<span class="_ _1"></span>s <span class="_ _18"></span>that <span class="_ _18"></span>would <span class="_ _18"></span>grant <span class="_ _d"></span>employees <span class="_ _18"></span>the <span class="_ _18"></span>right <span class="_ _18"></span>to<span class="_ _1"></span> <span class="_ _c"></span>s<span class="_ _1"></span>uch </span></div><div class="t m0 x9 h8 y348 ff1 fs4 fc0 sc0 ls0 ws0">payments. </div><div class="t m0 x9 h17 y349 ff2 fs5 fc2 sc0 ls0 ws0">3.22.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Provisions </span></span></div><div class="t m0 x9 h8 y34a ff1 fs4 fc0 sc0 ls0 ws0">Provisions <span class="_ _c"></span>are <span class="_ _18"></span>created <span class="_ _c"></span>when <span class="_ _c"></span>the <span class="_ _c"></span>Group<span class="_ _1"></span> <span class="_ _c"></span>has <span class="_ _c"></span>an <span class="_ _c"></span>obligation <span class="_ _18"></span>(legal <span class="_ _1"></span>or <span class="_ _18"></span>customarily <span class="_ _c"></span>expected<span class="_ _1"></span>) <span class="_ _c"></span>resulting <span class="_ _c"></span>from <span class="_ _c"></span>pas<span class="_ _1"></span>t <span class="_ _c"></span>events </div><div class="t m0 x9 h8 y34b ff1 fs4 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>when <span class="_ _c"></span>it <span class="_ _18"></span>is <span class="_ _c"></span>probable <span class="_ _c"></span>th<span class="_ _1"></span>at <span class="_ _1"></span>the <span class="_ _c"></span>d<span class="_ _1"></span>ischarge <span class="_ _c"></span>of <span class="_ _c"></span>this <span class="_ _c"></span>o<span class="_ _1"></span>bligation <span class="_ _c"></span>will <span class="_ _c"></span>result <span class="_ _c"></span>in <span class="_ _c"></span>an<span class="_ _1"></span> <span class="_ _c"></span>outflow <span class="_ _c"></span>of <span class="_ _c"></span>economic <span class="_ _c"></span>benefits, <span class="_ _18"></span>and <span class="_ _c"></span>the </div><div class="t m0 x9 h8 y34c ff1 fs4 fc0 sc0 ls0 ws0">obligation can b<span class="_ _1"></span>e measured reliably.  </div><div class="t m0 x9 h8 y134 ff1 fs4 fc0 sc0 ls0 ws0">A provision is recognised as a <span class="_ _5"></span>reliable estimate of the amount required to settle the <span class="_ _0"></span>existing obligation, made as at the<span class="_ _5"></span> </div><div class="t m0 x9 h8 y34d ff1 fs4 fc0 sc0 ls0 ws0">end of the reporting period<span class="_ _1"></span> taking into accoun<span class="_ _1"></span>t the risks and uncertainties as<span class="_ _1"></span>sociated with the obligation<span class="_ _1"></span>. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y34e ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>p<span class="_ _1"></span>articular, <span class="_ _c"></span>a <span class="_ _18"></span>prov<span class="_ _1"></span>ision <span class="_ _c"></span>is <span class="_ _c"></span>created <span class="_ _18"></span>for <span class="_ _18"></span>the <span class="_ _c"></span>expect<span class="_ _1"></span>ed <span class="_ _c"></span>returns <span class="_ _18"></span>and <span class="_ _18"></span>complaints. <span class="_ _18"></span>The <span class="_ _c"></span>p<span class="_ _1"></span>rovision <span class="_ _c"></span>for <span class="_ _18"></span>returns <span class="_ _18"></span>is <span class="_ _c"></span>estimated </div><div class="t m0 x9 h8 y34f ff1 fs4 fc0 sc0 ls0 ws0">based <span class="_ _1"></span>on <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>actual <span class="_ _1"></span>quantity <span class="_ _1"></span>of <span class="_ _1"></span>goods<span class="_ _1"></span> <span class="_ _1"></span>sold <span class="_ _1"></span>over <span class="_ _1"></span>the <span class="_ _1"></span>last <span class="_ _1"></span>12<span class="_ _1"></span> <span class="_ _1"></span>months <span class="_ _1"></span>period <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>taking <span class="_ _1"></span>into <span class="_ _1"></span>cons<span class="_ _1"></span>ideration <span class="_ _1"></span>the <span class="_ _1"></span>defined </div><div class="t m0 x9 h8 y350 ff1 fs4 fc0 sc0 ls0 ws0">failure ratio<span class="_ _1"></span> and<span class="_ _1"></span> av<span class="_ _1"></span>erage cost <span class="_ _1"></span>of <span class="_ _1"></span>serv<span class="_ _1"></span>icing cus<span class="_ _1"></span>tomer complain<span class="_ _1"></span>ts. <span class="_ _1"></span>Parameters required <span class="_ _1"></span>for <span class="_ _1"></span>calculation <span class="_ _1"></span>of th<span class="_ _1"></span>is p<span class="_ _1"></span>rovision, </div><div class="t m0 x9 h8 y351 ff1 fs4 fc0 sc0 ls0 ws0">for the period of previou<span class="_ _1"></span>s 3 years, are upd<span class="_ _1"></span>ated on an annual basis<span class="_ _c"></span>. </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">24<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y283 ff2 fs5 fc2 sc0 ls0 ws0">3.23.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Recognition of revenue </span></span></div><div class="t m0 x9 h8 y284 ff1 fs4 fc0 sc0 ls0 ws0">Revenue is recognised at fair <span class="_ _5"></span>v<span class="_ _1"></span>alue of consideration received or re<span class="_ _0"></span>ceivable, net of VAT<span class="_ _0"></span>, returns, rebates <span class="_ _1"></span>and discounts. </div><div class="t m0 x9 h8 y285 ff1 fs4 fc0 sc0 ls0 ws0">The Group recognizes revenu<span class="_ _1"></span>e from contracts with cu<span class="_ _1"></span>stomers when all of th<span class="_ _1"></span>e following five criteria are met:<span class="_ _c"></span> </div><div class="t m0 x8c h8 y330 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">the <span class="_ _1b"> </span>contract <span class="_ _23"> </span>has <span class="_ _1b"> </span>been <span class="_ _1b"> </span>ap<span class="_ _1"></span>proved <span class="_ _1b"> </span>(in <span class="_ _1b"> </span>writing, <span class="_ _23"> </span>orally, <span class="_ _1b"> </span>or <span class="_ _1b"> </span>in <span class="_ _1b"> </span>accordan<span class="_ _1"></span>ce <span class="_ _1b"> </span>with <span class="_ _1b"> </span>other <span class="_ _1b"> </span>cu<span class="_ _1"></span>stomary <span class="_ _1b"> </span>busin<span class="_ _1"></span>ess </span></span></div><div class="t m0 xa4 h8 y352 ff1 fs4 fc0 sc0 ls0 ws0">practices) and th<span class="_ _1"></span>e parties are committed to perform the<span class="_ _1"></span>ir obligations in th<span class="_ _1"></span>e contract <span class="_ _1"></span> </div><div class="t m0 x8c h8 y65 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff5">each party’s r<span class="_ _1"></span>ights regarding the goods or s<span class="_ _1"></span>ervices to be transferred can be identified <span class="_ _c"></span><span class="ff1"> </span></span></span></div><div class="t m0 x8c h8 y353 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">the payment terms for th<span class="_ _1"></span>e goods or s<span class="_ _1"></span>ervices to be transferred can be identified <span class="_ _c"></span> </span></span></div><div class="t m0 x8c h8 y354 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff5">the contra<span class="_ _1"></span>ct has <span class="_ _1"></span>commercial s<span class="_ _1"></span>ubstan<span class="_ _1"></span>ce (i.e. the <span class="_ _1"></span>risk, timing <span class="_ _1"></span>or <span class="_ _1"></span>amount of <span class="_ _1"></span>the vend<span class="_ _1"></span>or’s future <span class="_ _1"></span>cash flo<span class="_ _1"></span>ws </span></span></div><div class="t m0 xa4 h8 y355 ff1 fs4 fc0 sc0 ls0 ws0">is expected to chan<span class="_ _1"></span>ge as a result of the contra<span class="_ _1"></span>ct)  </div><div class="t m0 x8c h8 y356 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff1">it is probab<span class="_ _1"></span>le that the consideration for th<span class="_ _1"></span>e exchange of the goods o<span class="_ _1"></span>r services that the vendor is en<span class="_ _1"></span>titled </span></span></div><div class="t m0 xa4 h8 y357 ff1 fs4 fc0 sc0 ls0 ws0">to will be collected.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y358 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y359 ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>particular, revenue <span class="_ _5"></span>fro<span class="_ _1"></span>m <span class="_ _5"></span>sal<span class="_ _1"></span>es <span class="_ _5"></span>of goods <span class="_ _5"></span>is<span class="_ _1"></span> <span class="_ _5"></span>recogn<span class="_ _1"></span>ized <span class="_ _5"></span>in accordance <span class="_ _0"></span>with <span class="_ _0"></span>rules described <span class="_ _5"></span>ab<span class="_ _1"></span>ove. <span class="_ _5"></span>The sales <span class="_ _0"></span>agreement </div><div class="t m0 x9 h8 y35a ff1 fs4 fc0 sc0 ls0 ws0">with customer contains only one performance obligation <span class="ff5">–</span> obligation to deliver goods to <span class="_ _0"></span>customer, therefore revenue </div><div class="t m0 x9 h8 y35b ff1 fs4 fc0 sc0 ls0 ws0">is <span class="_ _d"></span>recognized <span class="_ _18"></span>at <span class="_ _d"> </span>the <span class="_ _d"></span>specified <span class="_ _18"></span>p<span class="_ _1"></span>oint <span class="_ _18"></span>in <span class="_ _d"></span>time. <span class="_ _d"></span>The <span class="_ _d"></span>entity <span class="_ _18"></span>recognizes<span class="_ _1"></span> <span class="_ _18"></span>revenue <span class="_ _d"></span>when <span class="_ _d"></span>the <span class="_ _18"></span>good<span class="_ _1"></span>s <span class="_ _18"></span>are <span class="_ _d"></span>transferred <span class="_ _d"></span>to <span class="_ _18"></span>the </div><div class="t m0 x9 h8 y35c ff1 fs4 fc0 sc0 ls0 ws0">customer. <span class="_ _c"></span>The <span class="_ _1"></span>tra<span class="_ _1"></span>nsfer <span class="_ _1"></span>of <span class="_ _c"></span>co<span class="_ _1"></span>ntrol <span class="_ _1"></span>o<span class="_ _1"></span>ver <span class="_ _1"></span>the <span class="_ _c"></span>asset <span class="_ _c"></span>takes <span class="_ _c"></span>place <span class="_ _c"></span>at <span class="_ _c"></span>the <span class="_ _1"></span>time <span class="_ _c"></span>specified <span class="_ _c"></span>un<span class="_ _1"></span>der <span class="_ _1"></span>Incoterms <span class="_ _c"></span>or <span class="_ _c"></span>in <span class="_ _c"></span>accordan<span class="_ _1"></span>ce </div><div class="t m0 x9 h8 y35d ff1 fs4 fc0 sc0 ls0 ws0">with agreements conclud<span class="_ _1"></span>ed with customers.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y319 ff1 fs4 fc0 sc0 ls0 ws0">Revenue from sales of goods<span class="_ _1"></span> include transportation services, provided by external p<span class="_ _1"></span>arties, costs of which are incurred </div><div class="t m0 x9 h8 y2dc ff1 fs4 fc0 sc0 ls0 ws0">by <span class="_ _18"></span>the <span class="_ _c"></span>cus<span class="_ _1"></span>tomers, <span class="_ _c"></span>in <span class="_ _18"></span>case <span class="_ _18"></span>the <span class="_ _c"></span>Group <span class="_ _18"></span>is <span class="_ _18"></span>responsible <span class="_ _18"></span>for <span class="_ _18"></span>organizing <span class="_ _18"></span>the <span class="_ _c"></span>tran<span class="_ _1"></span>sportation <span class="_ _c"></span>and <span class="_ _18"></span>bears <span class="_ _18"></span>the <span class="_ _18"></span>risks <span class="_ _c"></span>d<span class="_ _1"></span>uring <span class="_ _c"></span>the </div><div class="t m0 x9 h8 y35e ff1 fs4 fc0 sc0 ls0 ws0">transport. </div><div class="t m0 x9 h8 y35f ff1 fs4 fc0 sc0 ls0 ws0">Some <span class="_ _0"></span>contracts with <span class="_ _5"></span>custome<span class="_ _1"></span>rs <span class="_ _5"></span>con<span class="_ _1"></span>tain <span class="_ _5"></span>elements of <span class="_ _5"></span>variabl<span class="_ _1"></span>e <span class="_ _5"></span>consid<span class="_ _1"></span>eration, <span class="_ _5"></span>aris<span class="_ _1"></span>ing <span class="_ _5"></span>from rebates <span class="_ _5"></span>gran<span class="_ _1"></span>ted <span class="_ _5"></span>to customers, </div><div class="t m0 x9 h8 y360 ff1 fs4 fc0 sc0 ls0 ws0">including <span class="_ _1b"> </span>these <span class="_ _1b"> </span>tied <span class="_ _1b"> </span>to <span class="_ _1b"> </span>ach<span class="_ _1"></span>ieving <span class="_ _1b"> </span>a <span class="_ _1b"> </span>set <span class="_ _1b"> </span>level <span class="_ _1b"> </span>of <span class="_ _d"> </span>tu<span class="_ _1"></span>rnover. <span class="_ _1b"> </span>In <span class="_ _1b"> </span>accordan<span class="_ _1"></span>ce <span class="_ _d"> </span>with <span class="_ _1b"> </span>require<span class="_ _1"></span>ments <span class="_ _1b"> </span>of <span class="_ _1b"> </span>IFRS <span class="_ _1b"> </span>15, <span class="_ _1b"> </span>the <span class="_ _1b"> </span>group<span class="_ _1"></span> </div><div class="t m0 x9 h8 y361 ff1 fs4 fc0 sc0 ls0 ws0">estimates <span class="_ _c"></span>amounts<span class="_ _1"></span> <span class="_ _c"></span>of <span class="_ _c"></span>rebates <span class="_ _18"></span>owned <span class="_ _c"></span>to <span class="_ _c"></span>customers <span class="_ _18"></span>and <span class="_ _c"></span>recognizes <span class="_ _c"></span>these <span class="_ _18"></span>rebates <span class="_ _c"></span>as <span class="_ _c"></span>an <span class="_ _c"></span>offsetting <span class="_ _18"></span>entry <span class="_ _c"></span>to <span class="_ _c"></span>revenu<span class="_ _1"></span>es </div><div class="t m0 x9 h8 y362 ff1 fs4 fc0 sc0 ls0 ws0">from sales and as<span class="_ _1"></span> a trade liability. </div><div class="t m0 x9 h8 y363 ff1 fs4 fc0 sc0 ls0 ws0">Some contracts<span class="_ _1"></span> with customers con<span class="_ _1"></span>tain right to return good<span class="_ _1"></span>s. In accordance with t<span class="_ _1"></span>he applicable laws an<span class="_ _1"></span>d regulations, </div><div class="t m0 x9 h8 y364 ff1 fs4 fc0 sc0 ls0 ws0">the customer has a right to w<span class="_ _0"></span>ithdraw from the purchase agreement within 14 days from the date of delivery of <span class="_ _0"></span>goods. </div><div class="t m0 x9 h8 y365 ff1 fs4 fc0 sc0 ls0 ws0">This <span class="_ _0"></span>right <span class="_ _0"></span>applies <span class="_ _0"></span>to <span class="_ _0"></span>customer<span class="_ _1"></span>s <span class="_ _0"></span>who <span class="_ _5"></span>p<span class="_ _1"></span>urchase <span class="_ _5"></span>goo<span class="_ _1"></span>ds <span class="_ _0"></span>at <span class="_ _5"></span>in<span class="_ _1"></span>ternet <span class="_ _0"></span>store <span class="_ _0"></span>toya24.pl and <span class="_ _5"></span>other shopping portals. <span class="_ _5"></span>In<span class="_ _1"></span> <span class="_ _5"></span>addition, </div><div class="t m0 x9 h8 y366 ff1 fs4 fc0 sc0 ls0 ws0">the Group extends the right of return of <span class="_ _5"></span>p<span class="_ _1"></span>urchased goods, within limited period of time<span class="_ _1"></span>, to some of <span class="_ _0"></span>its customers. The </div><div class="t m0 x9 h8 y367 ff1 fs4 fc0 sc0 ls0 ws0">Group <span class="_ _1"></span>estimates<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>po<span class="_ _1"></span>tential <span class="_ _1"></span>liability <span class="_ _c"></span>arising <span class="_ _1"></span>from <span class="_ _c"></span>these <span class="_ _1"></span>rebates <span class="_ _c"></span>and <span class="_ _c"></span>if <span class="_ _1"></span>the <span class="_ _1"></span>es<span class="_ _1"></span>timated <span class="_ _1"></span>liability <span class="_ _c"></span>is <span class="_ _c"></span>material, <span class="_ _1"></span>the <span class="_ _1"></span>Grou<span class="_ _1"></span>p </div><div class="t m0 x9 h8 y368 ff1 fs4 fc0 sc0 ls0 ws0">recognizes <span class="_ _5"></span>this<span class="_ _1"></span> <span class="_ _5"></span>amount <span class="_ _0"></span>as <span class="_ _5"></span>an offset <span class="_ _5"></span>to <span class="_ _5"></span>r<span class="_ _1"></span>evenues <span class="_ _5"></span>from <span class="_ _0"></span>sales and <span class="_ _5"></span>as <span class="_ _5"></span>a liability <span class="_ _5"></span>due <span class="_ _5"></span>to <span class="_ _0"></span>expected <span class="_ _5"></span>return<span class="_ _1"></span>s <span class="_ _5"></span>i<span class="_ _1"></span><span class="ff5">n <span class="_ _5"></span>“<span class="_ _1"></span>trade <span class="_ _5"></span>liabilities”<span class="_ _1"></span> </span></div><div class="t m0 x9 h8 y369 ff1 fs4 fc0 sc0 ls0 ws0">line <span class="_ _1"></span>(note <span class="_ _c"></span>3.18). <span class="_ _c"></span>At <span class="_ _1"></span>the <span class="_ _c"></span>same <span class="_ _c"></span>time, <span class="_ _1"></span>the<span class="_ _1"></span> <span class="_ _1"></span>group <span class="_ _c"></span>recognizes <span class="_ _c"></span>the <span class="_ _1"></span>estimat<span class="_ _1"></span>ed <span class="_ _1"></span>amount <span class="_ _c"></span>of <span class="_ _c"></span>inventories <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _1"></span>be <span class="_ _1"></span>returned <span class="_ _c"></span>by <span class="_ _c"></span>the </div><div class="t m0 x9 h8 y349 ff1 fs4 fc0 sc0 ls0 ws0">customers and r<span class="_ _1"></span>ecognizes this amount as inv<span class="_ _1"></span>entory and offset to costs of good<span class="_ _1"></span>s for resale sold (note 3.14).<span class="_ _c"></span> </div><div class="t m0 x9 h17 y36a ff2 fs5 fc2 sc0 ls0 ws0">3.24.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Other operating income and expenses </span></span></div><div class="t m0 x9 h8 y36b ff1 fs4 fc0 sc0 ls0 ws0">Other operating income and expenses include income and expenses arising from activities that are not the Company&apos;s </div><div class="t m0 x9 h8 y36c ff1 fs4 fc0 sc0 ls0 ws0">core operating <span class="_ _5"></span>activ<span class="_ _1"></span>ities, <span class="_ _0"></span>e.g. profits <span class="_ _5"></span>o<span class="_ _1"></span>r <span class="_ _5"></span>loss<span class="_ _1"></span>es <span class="_ _0"></span>on <span class="_ _0"></span>the sale <span class="_ _5"></span>or liquidation of <span class="_ _5"></span>ta<span class="_ _1"></span>ngible <span class="_ _0"></span>fixed <span class="_ _0"></span>assets, written<span class="_ _1"></span>-off <span class="_ _5"></span>receivab<span class="_ _1"></span>les, </div><div class="t m0 x9 h8 y36d ff1 fs4 fc0 sc0 ls0 ws0">penalties and<span class="_ _1"></span> fines, donations.  </div><div class="t m0 x9 h17 y36e ff2 fs5 fc2 sc0 ls0 ws0">3.25.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Financial income and expenses </span></span></div><div class="t m0 x9 h8 y36f ff5 fs4 fc0 sc0 ls0 ws0">Financial <span class="_ _18"></span>income <span class="_ _18"></span>and <span class="_ _18"></span>expenses <span class="_ _18"></span>are <span class="_ _c"></span>related <span class="_ _18"></span>to <span class="_ _18"></span>the <span class="_ _18"></span>financing <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _c"></span>Co<span class="_ _1"></span>mpany’s <span class="_ _18"></span>operations <span class="_ _18"></span>and <span class="_ _18"></span>include, <span class="_ _18"></span>in <span class="_ _18"></span>particular, </div><div class="t m0 x9 h8 y370 ff1 fs4 fc0 sc0 ls0 ws0">interest and commiss<span class="_ _1"></span>ions. </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">25<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y283 ff2 fs5 fc2 sc0 ls0 ws0">3.26.<span class="ff7"> <span class="_ _2f"></span><span class="ff2">Dividends </span></span></div><div class="t m0 x9 h8 y284 ff5 fs4 fc0 sc0 ls0 ws0">The obligation to pay<span class="_ _1"></span> dividends is recognised wh<span class="_ _1"></span>en the shareholders’ right to receive suc<span class="_ _1"></span>h dividends<span class="_ _1"></span> is approved.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h9 y371 ff2 fs0 fc2 sc0 lsd ws0">4.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Foreign cu<span class="_ _0"></span>rrencies us<span class="_ _0"></span>ed in preparation of <span class="_ _5"></span>these financial state<span class="_ _0"></span>ments </span></span></div><div class="t m0 x9 h8 y372 ff1 fs4 fc0 sc0 ls0 ws0">Foreign currency items o<span class="_ _1"></span>f the statement of financial p<span class="_ _1"></span>osition were translated us<span class="_ _1"></span>ing the following exchange rates:<span class="_ _c"></span> </div><div class="t m0 x9 h6 y373 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y374 w38 h3c"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xa5 y374 w39 h3c"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025 (*<span class="_ _0"></span>) </div></div><div class="c xa6 y374 w3a h3c"><div class="t m0 x6b hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x9 y375 w38 h3d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c xa5 y375 w39 h3d"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">4,2267 </div></div><div class="c xa6 y375 w3a h3d"><div class="t m0 x7e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">4,2730 </div></div><div class="c x9 y376 w38 h3d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 USD </div></div><div class="c xa5 y376 w39 h3d"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">3,6016 </div></div><div class="c xa6 y376 w3a h3d"><div class="t m0 x7e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">4,1012 </div></div><div class="c x9 y377 w38 h3d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xa5 y377 w39 h3d"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5153 </div></div><div class="c xa6 y377 w3a h3d"><div class="t m0 x7e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5621 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 y378 ff1 fs2 fc0 sc0 ls9 ws0">(*) <span class="ls0">in accordance<span class="_ _0"></span> with NBP table<span class="_ _0"></span> No. 251/A/NBP/2025 <span class="ls8">of</span> 31.12.<span class="_ _0"></span>2025<span class="ff3"> </span></span></div><div class="t m0 x9 h8 y379 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>following <span class="_ _18"></span>exchange <span class="_ _c"></span>rates<span class="_ _1"></span> <span class="_ _c"></span>were <span class="_ _c"></span>used <span class="_ _c"></span>to <span class="_ _18"></span>translate <span class="_ _c"></span>items <span class="_ _18"></span>from <span class="_ _c"></span>the <span class="_ _c"></span>statem<span class="_ _1"></span>ents <span class="_ _c"></span>of <span class="_ _c"></span>finan<span class="_ _1"></span>cial <span class="_ _c"></span>position <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>s<span class="_ _1"></span>ubsidiaries </div><div class="t m0 x9 h8 y37a ff1 fs4 fc0 sc0 ls0 ws0">from the functional currency to the <span class="_ _5"></span>p<span class="_ _1"></span>resentation currency, r<span class="_ _0"></span>epresenting the arithmetic average <span class="_ _0"></span>of the current average </div><div class="t m0 x9 h8 y37b ff1 fs4 fc0 sc0 ls0 ws0">exchange <span class="_ _1"></span>rates <span class="_ _1"></span>annou<span class="_ _1"></span>nced <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Nation<span class="_ _1"></span>al <span class="_ _1"></span>Bank <span class="_ _1"></span>of <span class="_ _1"></span>Poland <span class="_ _1"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>last <span class="_ _1"></span>day <span class="_ _1"></span>of <span class="_ _1"></span>each <span class="_ _1"></span>month<span class="_ _1"></span> <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>period <span class="_ _1"></span>from <span class="_ _1"></span>January </div><div class="t m0 x9 h8 y45 ff1 fs4 fc0 sc0 ls0 ws0">to December 2025 and<span class="_ _1"></span> 2024, respectively<span class="_ _1"></span>. </div><div class="t m0 x9 h8 y37c ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y47 w3b h3e"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xa7 y47 w3c h3e"><div class="t m0 x33 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x71 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xa8 y47 w3d h3e"><div class="t m0 x33 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xa3 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x9 y122 w3b h3f"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 RON </div></div><div class="c xa7 y122 w3c h3f"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8291 </div></div><div class="c xa8 y122 w3d h3f"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8589 </div></div><div class="c x9 y37d w3b h3f"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xa7 y37d w3c h3f"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5153 </div></div><div class="c xa8 y37d w3d h3f"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5621 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 y37e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y37f ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>following <span class="_ _18"></span>exchan<span class="_ _1"></span>ge <span class="_ _c"></span>rates<span class="_ _1"></span> <span class="_ _c"></span>were <span class="_ _c"></span>us<span class="_ _1"></span>ed <span class="_ _c"></span>to <span class="_ _18"></span>translate <span class="_ _18"></span>the <span class="_ _18"></span>financial <span class="_ _18"></span>results <span class="_ _18"></span>of <span class="_ _18"></span>subsidiaries <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>the <span class="_ _18"></span>statement <span class="_ _18"></span>of <span class="_ _c"></span>cas<span class="_ _1"></span>h </div><div class="t m0 x9 h8 y380 ff1 fs4 fc0 sc0 ls0 ws0">flows <span class="_ _18"></span>from <span class="_ _d"></span>the <span class="_ _d"></span>functional <span class="_ _d"></span>currency <span class="_ _18"></span>to<span class="_ _1"></span> <span class="_ _18"></span>the <span class="_ _d"></span>presentation <span class="_ _d"></span>currency, <span class="_ _18"></span>representin<span class="_ _1"></span>g <span class="_ _18"></span>the <span class="_ _d"></span>arithmetic <span class="_ _d"></span>mean <span class="_ _d"></span>of <span class="_ _18"></span>the <span class="_ _d"></span>current </div><div class="t m0 x9 h8 y381 ff1 fs4 fc0 sc0 ls0 ws0">average <span class="_ _1"></span>exchange <span class="_ _1"></span>rates <span class="_ _1"></span>anno<span class="_ _1"></span>unced <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>National <span class="_ _1"></span>Bank <span class="_ _1"></span>of <span class="_ _1"></span>Poland <span class="_ _1"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>last <span class="_ _1"></span>day <span class="_ _1"></span>of <span class="_ _1"></span>each <span class="_ _1"></span>month <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>period <span class="_ _1"></span>from </div><div class="t m0 x9 h8 y382 ff1 fs4 fc0 sc0 ls0 ws0">January to December 2025 an<span class="_ _1"></span>d 2024, respectively<span class="_ _1"></span>: </div><div class="t m0 x9 h6 y383 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y384 w3e h18"><div class="t m0 x15 hd y385 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa9 y384 w35 h18"><div class="t m0 x1c hd y386 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>on 31 </div><div class="t m0 x21 hd yb9 ff2 fs2 fc0 sc0 ls0 ws0">December </div></div><div class="c xa8 y384 w3d h18"><div class="t m0 x1e hd y386 ff2 fs2 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>on 31 </div><div class="t m0 x54 hd yb9 ff2 fs2 fc0 sc0 ls0 ws0">December </div></div><div class="c x9 y387 w3e h40"><div class="t m0 x15 hd y388 ff2 fs2 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xa9 y387 w35 h40"><div class="t m0 xa2 hd y388 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">5 </span></div></div><div class="c xa8 y387 w3d h40"><div class="t m0 xa3 hd y388 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x9 y389 w3e he"><div class="t m0 x15 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">1 RON </div></div><div class="c xa9 y389 w35 he"><div class="t m0 x69 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8397 </div></div><div class="c xa8 y389 w3d he"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8652 </div></div><div class="c x9 y38a w3e hf"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xa9 y38a w35 hf"><div class="t m0 x69 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5225 </div></div><div class="c xa8 y38a w3d hf"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,5539 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 y38b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y38c ff2 fs0 fc2 sc0 lsd ws0">5.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Material acc<span class="_ _0"></span>ounting <span class="_ _0"></span>estimates and ju<span class="_ _0"></span>dgements </span></span></div><div class="t m0 x9 h8 y38d ff1 fs4 fc0 sc0 ls0 ws0">Estimates and<span class="_ _1"></span> judgements are verified on an o<span class="_ _1"></span>ngoing basis. Estimates and<span class="_ _1"></span> judgements used during the<span class="_ _c"></span> preparation o<span class="_ _1"></span>f </div><div class="t m0 x9 h8 y2c3 ff1 fs4 fc0 sc0 ls0 ws0">the consolidated financial <span class="_ _5"></span>s<span class="_ _1"></span>tatements are<span class="_ _0"></span> based <span class="_ _0"></span>on hi<span class="_ _0"></span>storical experience <span class="_ _0"></span>as well <span class="_ _5"></span>as analyses and expectations of <span class="_ _5"></span>future </div><div class="t m0 x9 h8 y38e ff1 fs4 fc0 sc0 ls0 ws0">events which, to the best <span class="_ _5"></span>kn<span class="_ _1"></span>owledge of <span class="_ _5"></span>th<span class="_ _1"></span>e Management <span class="_ _0"></span>Board of the <span class="_ _0"></span>Parent Company, <span class="_ _0"></span>are believed to <span class="_ _0"></span>be reasonable </div><div class="t m0 x9 h8 y38f ff1 fs4 fc0 sc0 ls0 ws0">under the circumstan<span class="_ _1"></span>ces.  </div><div class="t m0 x9 h8 y390 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1b"> </span>Gro<span class="_ _1"></span>up <span class="_ _1b"> </span>makes  e<span class="_ _0"></span>stimates  and <span class="_ _1b"> </span>assumption<span class="_ _1"></span>s <span class="_ _1b"> </span>concernin<span class="_ _1"></span>g <span class="_ _1b"> </span>the <span class="_ _23"> </span>future. <span class="_ _1b"> </span>Th<span class="_ _1"></span>e <span class="_ _1b"> </span>resulting  accounting <span class="_ _23"> </span>estimates <span class="_ _1b"> </span>will, <span class="_ _23"> </span>by </div><div class="t m0 x9 h8 y391 ff1 fs4 fc0 sc0 ls0 ws0">definition, rarely <span class="_ _5"></span>equ<span class="_ _1"></span>al <span class="_ _0"></span>the actual results. <span class="_ _0"></span>The <span class="_ _0"></span>estimates and assumptions that <span class="_ _0"></span>involve a <span class="_ _0"></span>significant risk <span class="_ _5"></span>of the necessity </div><div class="t m0 x9 h8 y392 ff1 fs4 fc0 sc0 ls0 ws0">to make <span class="_ _5"></span>a material <span class="_ _0"></span>adjus<span class="_ _1"></span>tment <span class="_ _5"></span>to the <span class="_ _0"></span>carrying amounts <span class="_ _0"></span>of <span class="_ _0"></span>assets and <span class="_ _5"></span>liabilities during the<span class="_ _0"></span> <span class="_ _5"></span>current or following <span class="_ _5"></span>finan<span class="_ _1"></span>cial </div><div class="t m0 x9 h8 y393 ff1 fs4 fc0 sc0 ls0 ws0">year are outlined below<span class="_ _1"></span>. </div><div class="t m0 x9 h8 y394 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y395 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">26<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x8c hb y396 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Revenue rec<span class="_ _1"></span>ognition <span class="ffa">–</span> variable consider<span class="_ _1"></span>ation and returns<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y397 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y96 ff1 fs4 fc0 sc0 ls0 ws0">Some <span class="_ _0"></span>contracts with <span class="_ _5"></span>custome<span class="_ _1"></span>rs <span class="_ _5"></span>con<span class="_ _1"></span>tain <span class="_ _5"></span>elements of <span class="_ _5"></span>variabl<span class="_ _1"></span>e <span class="_ _5"></span>consid<span class="_ _1"></span>eration, <span class="_ _5"></span>aris<span class="_ _1"></span>ing <span class="_ _5"></span>from rebates <span class="_ _5"></span>gran<span class="_ _1"></span>ted <span class="_ _5"></span>to customers, </div><div class="t m0 x9 h8 y398 ff1 fs4 fc0 sc0 ls0 ws0">including these tied to<span class="_ _1"></span> achieving a set level of turno<span class="_ _1"></span>ver. </div><div class="t m0 x9 h8 y399 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y39a ff1 fs4 fc0 sc0 ls0 ws0">In accordance <span class="_ _1"></span>with IFRS 15, w<span class="_ _1"></span>here a contract con<span class="_ _1"></span>tains elements<span class="_ _1"></span> of variable consideration<span class="_ _1"></span>, the entity w<span class="_ _1"></span>ill estimate the </div><div class="t m0 x9 h8 y39b ff1 fs4 fc0 sc0 ls0 ws0">amount of variab<span class="_ _1"></span>le consideration to which it <span class="_ _1"></span>will be entitled und<span class="_ _1"></span>er the contract in exchange for tran<span class="_ _1"></span>sferring promised<span class="_ _1"></span> </div><div class="t m0 x9 h8 y39c ff1 fs4 fc0 sc0 ls0 ws0">goods or services <span class="_ _1"></span>to the customer. Variable consideration is on<span class="_ _1"></span>ly included in the transaction price if, and t<span class="_ _1"></span>o the extent </div><div class="t m0 x9 h8 y39d ff1 fs4 fc0 sc0 ls0 ws0">that, <span class="_ _d"></span>it <span class="_ _d"></span>is <span class="_ _18"></span>highly<span class="_ _1"></span> <span class="_ _18"></span>prob<span class="_ _1"></span>able <span class="_ _18"></span>that <span class="_ _d"></span>its <span class="_ _d"></span>inclusion <span class="_ _d"></span>will <span class="_ _18"></span>not <span class="_ _d"> </span>result <span class="_ _d"></span>in <span class="_ _d"></span>a <span class="_ _d"></span>significant <span class="_ _18"></span>revenu<span class="_ _1"></span>e <span class="_ _18"></span>rev<span class="_ _1"></span>ersal <span class="_ _d"></span>in <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>future <span class="_ _d"></span>when <span class="_ _d"></span>the </div><div class="t m0 x9 h8 y39e ff1 fs4 fc0 sc0 ls0 ws0">uncertainty has<span class="_ _1"></span> been subsequently r<span class="_ _1"></span>esolved.  </div><div class="t m0 x9 h8 y39f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3a0 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Group <span class="_ _1"></span>estimates <span class="_ _1"></span>the <span class="_ _1"></span>potentia<span class="_ _1"></span>l <span class="_ _1"></span>liability <span class="_ _1"></span>arising <span class="_ _1"></span>from <span class="_ _1"></span>rebates <span class="_ _1"></span>granted <span class="_ _c"></span>to <span class="_ _1"></span>customers, <span class="_ _1"></span>and <span class="_ _1"></span>if <span class="_ _1"></span>the <span class="_ _1"></span>estimated <span class="_ _1"></span>liability <span class="_ _1"></span>is<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3a1 ff1 fs4 fc0 sc0 ls0 ws0">material, <span class="_ _1"></span>the <span class="_ _c"></span>Group <span class="_ _1"></span>re<span class="_ _1"></span>cognizes <span class="_ _1"></span>th<span class="_ _1"></span>is <span class="_ _1"></span>liability <span class="_ _c"></span>as <span class="_ _1"></span>an <span class="_ _c"></span>offset <span class="_ _1"></span>to <span class="_ _c"></span>revenues <span class="_ _1"></span>from <span class="_ _c"></span>sales <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>as <span class="_ _c"></span>a <span class="_ _1"></span>trade <span class="_ _c"></span>liability.<span class="_ _c"></span><span class="ff9 fs2"> <span class="_ _1"></span></span>At <span class="_ _c"></span>the <span class="_ _1"></span>end <span class="_ _c"></span>of </div><div class="t m0 x9 h8 y3a2 ff1 fs4 fc0 sc0 ls0 ws0">the financial year, the rebat<span class="_ _1"></span>es were largely settled.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3a3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y6d ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Useful lives and d<span class="_ _1"></span>epreciation rates for prope<span class="_ _1"></span>rty, plant and equipment<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y3a4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y37a ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _18"></span>Group<span class="_ _1"></span>’s <span class="_ _d"></span>Management <span class="_ _18"></span>Bo<span class="_ _1"></span>ard <span class="_ _18"></span>d<span class="_ _1"></span>etermines <span class="_ _18"></span>estimated <span class="_ _d"></span>useful <span class="_ _d"></span>lives <span class="_ _18"></span>an<span class="_ _1"></span>d <span class="_ _d"></span>depreciation <span class="_ _18"></span>rates<span class="_ _1"></span> <span class="_ _18"></span>for <span class="_ _d"></span>property, <span class="_ _d"></span>plant <span class="_ _d"></span>and </div><div class="t m0 x9 h8 y3a5 ff1 fs4 fc0 sc0 ls0 ws0">equipment. <span class="_ _18"></span>Th<span class="_ _1"></span>e <span class="_ _18"></span>estimates <span class="_ _18"></span>ar<span class="_ _1"></span>e <span class="_ _18"></span>based <span class="_ _d"></span>on <span class="_ _18"></span>the <span class="_ _d"></span>projected <span class="_ _18"></span>useful <span class="_ _d"></span>lives <span class="_ _18"></span>for <span class="_ _d"></span>individual <span class="_ _18"></span>as<span class="_ _1"></span>sets. <span class="_ _18"></span>The<span class="_ _c"></span> estimates <span class="_ _18"></span>may<span class="_ _1"></span> <span class="_ _18"></span>change </div><div class="t m0 x9 h8 y45 ff1 fs4 fc0 sc0 ls0 ws0">materially  as<span class="_ _1"></span>  a <span class="_ _24"> </span>resu<span class="_ _1"></span>lt  of  <span class="ff5">n<span class="_ _1"></span>ew  technological <span class="_ _24"> </span>so<span class="_ _1"></span>lutions  emerging  on <span class="_ _17"> </span>the <span class="_ _24"> </span>market, <span class="_ _17"> </span>plans <span class="_ _17"> </span>of  the  Pa<span class="_ _1"></span>rent  Company’s </span></div><div class="t m0 x9 h8 y37c ff1 fs4 fc0 sc0 ls0 ws0">Management Board, or <span class="_ _5"></span>intens<span class="_ _1"></span>ity of <span class="_ _5"></span>use. The Management <span class="_ _0"></span>Board increases or <span class="_ _5"></span>d<span class="_ _1"></span>ecreases <span class="_ _0"></span>a depreciation rate <span class="_ _0"></span>for <span class="_ _0"></span>a given </div><div class="t m0 x9 h8 y3a6 ff1 fs4 fc0 sc0 ls0 ws0">asset <span class="_ _d"> </span>if <span class="_ _d"></span>its <span class="_ _d"></span>useful <span class="_ _d"> </span>life <span class="_ _d"> </span>proves<span class="_ _1"></span> <span class="_ _d"></span>shorter <span class="_ _d"></span>or <span class="_ _d"> </span>longer, <span class="_ _d"> </span>respect<span class="_ _1"></span>iv<span class="_ _1"></span>ely, <span class="_ _d"></span>than <span class="_ _d"> </span>expected, <span class="_ _d"> </span>and <span class="_ _d"> </span>revalu<span class="_ _1"></span>es <span class="_ _d"></span>technologically <span class="_ _d"></span>obsolete </div><div class="t m0 x9 h8 y3a7 ff1 fs4 fc0 sc0 ls0 ws0">assets, <span class="_ _c"></span>and <span class="_ _c"></span>assets <span class="_ _c"></span>which <span class="_ _c"></span>are <span class="_ _c"></span>not <span class="_ _c"></span>of <span class="_ _c"></span>strategic <span class="_ _c"></span>importance <span class="_ _c"></span>and <span class="_ _c"></span>whos<span class="_ _1"></span>e <span class="_ _1"></span>use <span class="_ _c"></span>has<span class="_ _1"></span> <span class="_ _1"></span>been <span class="_ _c"></span>discontinued. <span class="_ _c"></span>Prop<span class="_ _1"></span>erty, <span class="_ _1"></span>plan<span class="_ _1"></span>t <span class="_ _1"></span>and </div><div class="t m0 x9 h8 y3a8 ff1 fs4 fc0 sc0 ls0 ws0">equipment value and<span class="_ _1"></span> depreciation are described in<span class="_ _1"></span> note 8.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3a9 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 ydb ff1 fs4 fc0 sc0 ls0 ws0">If <span class="_ _c"></span>the <span class="_ _c"></span>actual <span class="_ _18"></span>useful <span class="_ _c"></span>lives <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>p<span class="_ _1"></span>roperty, <span class="_ _c"></span>plan<span class="_ _1"></span>t <span class="_ _c"></span>and <span class="_ _c"></span>equ<span class="_ _1"></span>ipment <span class="_ _1"></span>had<span class="_ _1"></span> <span class="_ _c"></span>been <span class="_ _c"></span>shorter <span class="_ _c"></span>b<span class="_ _1"></span>y <span class="_ _c"></span>10% <span class="_ _c"></span>than <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Management <span class="_ _c"></span>Board<span class="_ _1"></span>&apos;s </div><div class="t m0 x9 h8 y3aa ff1 fs4 fc0 sc0 ls0 ws0">estimates, <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>depreciation <span class="_ _d"></span>of <span class="_ _18"></span>property, <span class="_ _d"></span>plant <span class="_ _18"></span>an<span class="_ _1"></span>d <span class="_ _18"></span>equipment <span class="_ _d"></span>would <span class="_ _18"></span>have <span class="_ _d"></span>been <span class="_ _18"></span>higher <span class="_ _d"></span>by <span class="_ _18"></span>PLN<span class="_ _c"></span> 929 <span class="_ _d"></span>thousand <span class="_ _d"></span>as <span class="_ _18"></span>at </div><div class="t m0 x9 h8 y3ab ff1 fs4 fc0 sc0 ls3 ws0">31<span class="ls0"> December 2025, and<span class="_ _1"></span> PLN 1,166 <span class="ls1b">th</span>ou<span class="_ _1"></span>sand as at 31 December 2024.<span class="_ _1"></span> </span></div><div class="t m0 x9 h8 y3ac ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y3ad ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Lease period for<span class="_ _1"></span> contracts concluded for an u<span class="_ _1"></span>nspecified period of time<span class="_ _1"></span> </span></span></div><div class="t m0 x6d h8 y3ae ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3af ff1 fs4 fc0 sc0 ls0 ws0">The Group<span class="_ _1"></span> is <span class="_ _1"></span>a <span class="_ _1"></span>party <span class="_ _1"></span>to <span class="_ _1"></span>contracts <span class="_ _1"></span>with an<span class="_ _1"></span> ind<span class="_ _1"></span>efinite term. <span class="_ _1"></span>When <span class="_ _1"></span>determining <span class="_ _1"></span>the <span class="_ _1"></span>lease <span class="_ _1"></span>period, <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>determines </div><div class="t m0 x9 h8 y3b0 ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>period o<span class="_ _1"></span>f con<span class="_ _1"></span>tract en<span class="_ _1"></span>forceability. <span class="_ _1"></span>Leasing <span class="_ _1"></span>ceases <span class="_ _1"></span>to <span class="_ _1"></span>be <span class="_ _1"></span>enforceable <span class="_ _1"></span>when <span class="_ _1"></span>both <span class="_ _1"></span>the <span class="_ _1"></span>lessee <span class="_ _1"></span>and <span class="_ _1"></span>the <span class="_ _1"></span>lessor <span class="_ _1"></span>have <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y3b1 ff1 fs4 fc0 sc0 ls0 ws0">right to terminate the c<span class="_ _1"></span>ontract without hav<span class="_ _1"></span>ing to obtain permission from the other party without in<span class="_ _1"></span>curring more than </div><div class="t m0 x9 h8 y3b2 ff1 fs4 fc0 sc0 ls0 ws0">insignificant <span class="_ _1"></span>penalties. The <span class="_ _1"></span>Group <span class="_ _1"></span>assesses th<span class="_ _1"></span>e significance <span class="_ _1"></span>of broadly <span class="_ _1"></span>understood<span class="_ _1"></span> penalties, meaning <span class="_ _1"></span>that ap<span class="_ _1"></span>art from </div><div class="t m0 x9 h8 y3b3 ff1 fs4 fc0 sc0 ls0 ws0">contractual <span class="_ _1b"> </span>or <span class="_ _d"> </span>financial <span class="_ _1b"> </span>matters, <span class="_ _1b"> </span>it <span class="_ _d"> </span>also<span class="_ _1"></span> <span class="_ _1b"> </span>takes <span class="_ _d"> </span>into<span class="_ _1"></span> <span class="_ _d"></span>account <span class="_ _d"> </span>all <span class="_ _1b"> </span>other <span class="_ _d"> </span>s<span class="_ _1"></span>ignificant <span class="_ _d"> </span>econo<span class="_ _1"></span>mic <span class="_ _d"> </span>factors <span class="_ _1b"> </span>discouraging <span class="_ _1b"> </span>the </div><div class="t m0 x9 h8 y3b4 ff1 fs4 fc0 sc0 ls0 ws0">termination of the contra<span class="_ _1"></span>ct (e<span class="_ _0"></span>.g. significant inv<span class="_ _1"></span>estments in leased asset, availability of alternative solutions, relocation </div><div class="t m0 x9 h8 y3b5 ff1 fs4 fc0 sc0 ls0 ws0">costs).  If <span class="_ _1b"> </span>neither  the <span class="_ _1b"> </span>Company  as <span class="_ _1b"> </span>the  lessee <span class="_ _1b"> </span>nor  the <span class="_ _1b"> </span>les<span class="_ _1"></span>sor  incurs <span class="_ _1b"> </span>a <span class="_ _23"> </span>significant  penal<span class="_ _0"></span>ty <span class="_ _23"> </span>for <span class="_ _23"> </span>termination <span class="_ _23"> </span>(broadly </div><div class="t m0 x9 hb y3b6 ff1 fs4 fc0 sc0 ls0 ws0">understood), <span class="_ _1"></span>leasing ceases to be enforceable and it<span class="_ _1"></span>s period is a termination<span class="_ _1"></span> notice period.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x9 hb y3b7 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y3b8 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ffa">Lessee’s marginal interest <span class="_ _1"></span>rate<span class="ff2"> </span></span></span></div><div class="t m0 x9 hb y305 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3b9 ff1 fs4 fc0 sc0 ls0 ws0">The Group<span class="_ _1"></span> is <span class="_ _1"></span>not <span class="_ _1"></span>able <span class="_ _1"></span>to <span class="_ _1"></span>easily <span class="_ _1"></span>determine <span class="_ _1"></span>the int<span class="_ _1"></span>erest <span class="_ _1"></span>rate <span class="_ _1"></span>for some <span class="_ _1"></span>lease <span class="_ _1"></span>contracts<span class="_ _1"></span>, which <span class="_ _1"></span>is <span class="_ _1"></span>why <span class="_ _1"></span>it <span class="_ _1"></span>uses <span class="_ _1"></span>the less<span class="_ _1"></span>ee&apos;s </div><div class="t m0 x9 h8 y3ba ff1 fs4 fc0 sc0 ls0 ws0">marginal interest rate <span class="_ _1"></span>when measuring the lease liability. <span class="_ _1"></span>This is the interest rate t<span class="_ _1"></span>hat the Group would have to<span class="_ _1"></span> pay to </div><div class="t m0 x9 h8 y3bb ff1 fs4 fc0 sc0 ls0 ws0">borrow (for <span class="_ _0"></span>a similar <span class="_ _0"></span>period, in the <span class="_ _5"></span>sa<span class="_ _1"></span>me currency and <span class="_ _5"></span>with similar collateral) the f<span class="_ _0"></span>unds necessary to purchase an <span class="_ _5"></span>as<span class="_ _1"></span>set </div><div class="t m0 x9 h8 y3bc ff1 fs4 fc0 sc0 ls0 ws0">with a similar value as<span class="_ _1"></span> the right-<span class="ls17">of</span>-use asset in<span class="_ _1"></span> a similar economic environ<span class="_ _1"></span>ment. </div><div class="t m0 x9 h8 y8d ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y3bd ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Provisions </span></span></div><div class="t m0 x9 hb y3be ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3bf ff1 fs4 fc0 sc0 ls0 ws0">N <span class="_ _1"></span>As <span class="_ _1"></span>at <span class="_ _1"></span>each <span class="_ _c"></span>end <span class="_ _1"></span>of <span class="_ _1"></span>a <span class="_ _1"></span>reporti<span class="_ _1"></span>ng <span class="_ _1"></span>period, <span class="_ _1"></span>the <span class="_ _1"></span>Manage<span class="_ _1"></span>ment <span class="_ _1"></span>Board <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Par<span class="_ _1"></span>ent <span class="_ _1"></span>Company <span class="_ _1"></span>makes<span class="_ _1"></span> <span class="_ _1"></span>material <span class="_ _1"></span>estimates <span class="_ _1"></span>of </div><div class="t m0 x9 h8 y3c0 ff1 fs4 fc0 sc0 ls0 ws0">provisions<span class="_ _1"></span>: </div><div class="t m0 x6d h8 y3c1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c h8 y3c2 ff5 fs4 fc0 sc0 ls0 ws0">‐<span class="ff9"> <span class="_ _26"> </span><span class="ff1">provis<span class="_ _1"></span>ions <span class="_ _1"></span>for <span class="_ _c"></span>guarantees <span class="_ _c"></span>and <span class="_ _1"></span>complaints<span class="_ _1"></span> <span class="_ _1"></span></span></span>–<span class="ff1"> <span class="_ _c"></span>estimated <span class="_ _c"></span>level <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _c"></span>ratio <span class="_ _1"></span>us<span class="_ _1"></span>ed <span class="_ _1"></span>to <span class="_ _1"></span>p<span class="_ _1"></span>erform <span class="_ _c"></span>calculations <span class="_ _c"></span>in </span></div><div class="t m0 xa4 h8 y3c3 ff1 fs4 fc0 sc0 ls0 ws0">accordance <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>policy <span class="_ _c"></span>described <span class="_ _c"></span>in <span class="_ _c"></span>note <span class="_ _c"></span>3.22; <span class="_ _c"></span>This <span class="_ _c"></span>ratio<span class="_ _1"></span> <span class="_ _1"></span>was <span class="_ _c"></span>determin<span class="_ _1"></span>ed <span class="_ _1"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>b<span class="_ _1"></span>asis <span class="_ _c"></span>of <span class="_ _c"></span>historical </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">27<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xa4 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">costs <span class="_ _d"></span>and <span class="_ _18"></span>claims <span class="_ _d"></span>and <span class="_ _18"></span>is <span class="_ _d"></span>verified <span class="_ _18"></span>on <span class="_ _d"></span>a <span class="_ _18"></span>regular <span class="_ _d"></span>basis <span class="_ _d"></span>through <span class="_ _18"></span>referenc<span class="_ _1"></span>e <span class="_ _18"></span>with <span class="_ _d"></span>actually <span class="_ _18"></span>inc<span class="_ _1"></span>urred <span class="_ _18"></span>costs<span class="_ _1"></span>; <span class="_ _18"></span>for </div><div class="t m0 xa4 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">details on the amou<span class="_ _1"></span>nt of the provision, see note 24;<span class="_ _1"></span> </div><div class="t m0 x8c h8 y2a8 ff5 fs4 fc0 sc0 ls0 ws0">‐<span class="ff9"> <span class="_ _26"> </span><span class="ff1">other <span class="_ _c"></span>provis<span class="_ _1"></span>ions <span class="_ _1"></span>aris<span class="_ _1"></span>ing <span class="_ _1"></span>from <span class="_ _c"></span>claims <span class="_ _1"></span>rais<span class="_ _1"></span>ed <span class="_ _1"></span>again<span class="_ _1"></span>st <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Group <span class="_ _18"></span></span></span>–<span class="ff1"> <span class="_ _c"></span>the <span class="_ _c"></span>assessment <span class="_ _c"></span>involves <span class="_ _c"></span>estimating <span class="_ _c"></span>the </span></div><div class="t m0 xa4 h8 y30d ff1 fs4 fc0 sc0 ls0 ws0">probability of <span class="_ _5"></span>an <span class="_ _0"></span>obligation to<span class="_ _0"></span> <span class="_ _5"></span>make a <span class="_ _5"></span>payment and <span class="_ _5"></span>the amo<span class="_ _0"></span>unt of<span class="_ _0"></span> <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>potential claim. In <span class="_ _5"></span>2025, <span class="_ _0"></span>the <span class="_ _0"></span>Parent </div><div class="t m0 xa4 h8 y30e ff1 fs4 fc0 sc0 ls0 ws0">Company <span class="_ _c"></span>received <span class="_ _18"></span>three <span class="_ _c"></span>dem<span class="_ _1"></span>ands <span class="_ _c"></span>for <span class="_ _c"></span>pay<span class="_ _1"></span>ment <span class="_ _c"></span>of <span class="_ _c"></span>additional <span class="_ _18"></span>remuneration <span class="_ _c"></span>from <span class="_ _18"></span>an <span class="_ _c"></span>unrelated <span class="_ _18"></span>party <span class="_ _c"></span>in </div><div class="t m0 xa4 h8 y113 ff1 fs4 fc0 sc0 ls0 ws0">connection <span class="_ _24"> </span>with <span class="_ _17"> </span>services <span class="_ _17"> </span>rendered, <span class="_ _17"> </span>with  a <span class="_ _17"> </span>total <span class="_ _24"> </span>gros<span class="_ _1"></span>s <span class="_ _24"> </span>v<span class="_ _1"></span>alue  of <span class="_ _24"> </span>PLN<span class="_ _1"></span>  5,170 <span class="_ _17"> </span>thousand. <span class="_ _17"> </span>The  contra<span class="_ _1"></span>ct </div><div class="t m0 xa4 h8 y30f ff1 fs4 fc0 sc0 ls0 ws0">governing <span class="_ _1b"> </span>the <span class="_ _1b"> </span>relationship <span class="_ _1b"> </span>between <span class="_ _1b"> </span>the <span class="_ _1b"> </span>parties <span class="_ _1b"> </span>expired <span class="_ _1b"> </span>at <span class="_ _1b"> </span>the <span class="_ _1b"> </span>e<span class="_ _1"></span>nd <span class="_ _1b"> </span>of <span class="_ _1b"> </span>the <span class="_ _1b"> </span>first <span class="_ _1b"> </span>quarter <span class="_ _d"> </span>of <span class="_ _1b"> </span>2025. <span class="_ _1b"> </span>The<span class="_ _1"></span> </div><div class="t m0 xa4 h8 y310 ff1 fs4 fc0 sc0 ls0 ws0">Management <span class="_ _18"></span>Board <span class="_ _18"></span>considers <span class="_ _18"></span>that <span class="_ _18"></span>there <span class="_ _c"></span>are <span class="_ _18"></span>no <span class="_ _18"></span>factual <span class="_ _c"></span>or <span class="_ _18"></span>legal <span class="_ _c"></span>grou<span class="_ _1"></span>nds <span class="_ _c"></span>for <span class="_ _18"></span>such <span class="_ _18"></span>a <span class="_ _c"></span>claim <span class="_ _18"></span>and <span class="_ _18"></span>that <span class="_ _18"></span>the </div><div class="t m0 xa4 h8 y3c4 ff5 fs4 fc0 sc0 ls0 ws0">probability <span class="_ _c"></span>of <span class="_ _1"></span>any<span class="_ _1"></span> <span class="_ _1"></span>payment <span class="_ _c"></span>obligation <span class="_ _1"></span>is <span class="_ _c"></span>low. <span class="_ _1"></span>In <span class="_ _c"></span>the <span class="_ _1"></span>Compa<span class="_ _1"></span>ny’s <span class="_ _1"></span>v<span class="_ _1"></span>iew, <span class="_ _1"></span>all <span class="_ _1"></span>liabilities <span class="_ _c"></span>for <span class="_ _1"></span>ser<span class="_ _1"></span>vices <span class="_ _1"></span>rendered </div><div class="t m0 xa4 h8 y3c5 ff1 fs4 fc0 sc0 ls0 ws0">during <span class="_ _c"></span>the <span class="_ _c"></span>term <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>abov<span class="_ _1"></span>e-mentioned <span class="_ _c"></span>contra<span class="_ _1"></span>ct <span class="_ _1"></span>hav<span class="_ _1"></span>e <span class="_ _1"></span>be<span class="_ _1"></span>en <span class="_ _1"></span>fully <span class="_ _c"></span>settled.<span class="_ _1"></span> <span class="_ _1"></span>Therefor<span class="_ _1"></span>e, <span class="_ _1"></span>n<span class="_ _1"></span>o <span class="_ _1"></span>p<span class="_ _1"></span>rovision <span class="_ _c"></span>was </div><div class="t m0 xa4 h8 ya0 ff1 fs4 fc0 sc0 ls0 ws0">recognised in the 2025 <span class="_ _1"></span>financial statements in<span class="_ _1"></span> respect of this matter.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3c6 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y3c7 ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Write-downs of invento<span class="_ _1"></span>ries to net realizable value<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h8 y3c8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y147 ff1 fs4 fc0 sc0 ls0 ws0">When determining the amou<span class="_ _1"></span>nt of the inventory write<span class="_ _1"></span>-down, the <span class="_ _1"></span>Group analyses the rotation of goods<span class="_ _1"></span>. The estimated </div><div class="t m0 x9 h8 y3c9 ff1 fs4 fc0 sc0 ls0 ws0">average <span class="_ _c"></span>period <span class="_ _c"></span>during <span class="_ _c"></span>which <span class="_ _18"></span>the <span class="_ _1"></span>p<span class="_ _1"></span>roduct <span class="_ _c"></span>is <span class="_ _c"></span>sold, <span class="_ _c"></span>and <span class="_ _c"></span>beyond <span class="_ _c"></span>which <span class="_ _c"></span>a <span class="_ _c"></span>write<span class="_ _1"></span>-do<span class="_ _1"></span>wn <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _1"></span>creat<span class="_ _1"></span>ed <span class="_ _1"></span>in <span class="_ _c"></span>accordan<span class="_ _1"></span>ce <span class="_ _c"></span>with <span class="_ _1"></span>th<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y3ca ff1 fs4 fc0 sc0 ls0 ws0">policy described in n<span class="_ _1"></span>ote 3.14; for details on t<span class="_ _1"></span>he amount of the write<span class="_ _1"></span>-down, s<span class="_ _1"></span>ee note 12. </div><div class="t m0 x9 h8 y3cb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8c hb y3cc ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _20"> </span><span class="ff2">Expected cred<span class="_ _1"></span>it losses </span></span></div><div class="t m0 x9 h8 y3cd ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3ce ff1 fs4 fc0 sc0 ls0 ws0">The Group utilizes provision matrix to estimate expected credit losses in relation to trade receivables. <span class="_ _1"></span>For the purpose </div><div class="t m0 x9 h8 y3cf ff1 fs4 fc0 sc0 ls0 ws0">of <span class="_ _1"></span>es<span class="_ _1"></span>timation <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>exp<span class="_ _1"></span>ected <span class="_ _c"></span>credit <span class="_ _c"></span>losses, <span class="_ _c"></span>trade <span class="_ _c"></span>rece<span class="_ _1"></span>ivables <span class="_ _c"></span>are <span class="_ _1"></span>grou<span class="_ _1"></span>ped <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>basis <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>credit <span class="_ _c"></span>risk <span class="_ _c"></span>char<span class="_ _1"></span>acteristics. </div><div class="t m0 x9 h8 y319 ff1 fs4 fc0 sc0 ls0 ws0">Historical <span class="_ _5"></span>data <span class="_ _5"></span>regard<span class="_ _1"></span>ing <span class="_ _5"></span>credit <span class="_ _5"></span>loss<span class="_ _1"></span>es, <span class="_ _5"></span>adjusted <span class="_ _5"></span>for <span class="_ _5"></span>expected <span class="_ _5"></span>impact<span class="_ _1"></span> <span class="_ _5"></span>of <span class="_ _5"></span>future <span class="_ _5"></span>events, <span class="_ _5"></span>is<span class="_ _1"></span> <span class="_ _5"></span>used <span class="_ _5"></span>by <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Group <span class="_ _5"></span>in <span class="_ _5"></span>estimati<span class="_ _c"></span>on </div><div class="t m0 x9 h8 y2dc ff1 fs4 fc0 sc0 ls0 ws0">of <span class="_ _1"></span>the <span class="_ _c"></span>expected <span class="_ _1"></span>cr<span class="_ _1"></span>edit <span class="_ _1"></span>losses<span class="_ _1"></span>, <span class="_ _1"></span>in <span class="_ _1"></span>accord<span class="_ _1"></span>ance <span class="_ _1"></span>with <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>polic<span class="_ _1"></span>y <span class="_ _1"></span>described <span class="_ _c"></span>in <span class="_ _1"></span>note <span class="_ _c"></span>3.13; <span class="_ _1"></span>for <span class="_ _c"></span>details <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _1"></span>amount <span class="_ _c"></span>of <span class="_ _1"></span>the </div><div class="t m0 x9 h8 y35e ff1 fs4 fc0 sc0 ls0 ws0">write-down, see note 13.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3d0 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y3d1 ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _1"></span>case <span class="_ _1"></span>of <span class="_ _1"></span>individu<span class="_ _1"></span>al <span class="_ _1"></span>analysis, <span class="_ _1"></span>the <span class="_ _1"></span>qualit<span class="_ _1"></span>y <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>premises <span class="_ _1"></span>o<span class="_ _1"></span>n <span class="_ _1"></span>the <span class="_ _1"></span>basis <span class="_ _1"></span>of<span class="_ _c"></span> <span class="_ _1"></span>which <span class="_ _1"></span>the <span class="_ _c"></span>decision <span class="_ _1"></span>is <span class="_ _1"></span>mad<span class="_ _1"></span>e <span class="_ _1"></span>to <span class="_ _1"></span>write<span class="_ _1"></span>-down <span class="_ _1"></span>a </div><div class="t m0 x9 h8 y3d2 ff1 fs4 fc0 sc0 ls0 ws0">given  receivable <span class="_ _17"> </span>is  as<span class="_ _1"></span>sessed. <span class="_ _24"> </span>Importa<span class="_ _1"></span>nt  objective <span class="_ _17"> </span>reasons <span class="_ _24"> </span>for <span class="_ _17"> </span>write<span class="_ _1"></span>-down  include <span class="_ _17"> </span>overdue <span class="_ _17"> </span>payments, <span class="_ _17"> </span>which,  in </div><div class="t m0 x9 h8 y3d3 ff1 fs4 fc0 sc0 ls0 ws0">accordance with <span class="_ _5"></span>th<span class="_ _1"></span>e concluded insurance contract, <span class="_ _0"></span>make <span class="_ _0"></span>it necessary to <span class="_ _5"></span>tra<span class="_ _1"></span>nsfer <span class="_ _0"></span>such a <span class="_ _0"></span>claim <span class="_ _0"></span>for recove<span class="_ _1"></span>ry. The <span class="_ _5"></span>r<span class="_ _1"></span>eason </div><div class="t m0 x9 h8 y3d4 ff1 fs4 fc0 sc0 ls0 ws0">for including the client in a<span class="_ _1"></span>n individual an<span class="_ _1"></span>alysis may also be learning about the d<span class="_ _1"></span>ebtor&apos;s serious financial problems<span class="_ _c"></span>. </div><div class="t m0 x9 h9 y3d5 ff2 fs0 fc2 sc0 lsd ws0">6.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Financial r<span class="_ _0"></span>isk manag<span class="_ _0"></span>ement </span></span></div><div class="t m0 x9 h8 y2bd ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Group’s <span class="_ _1"></span>bus<span class="_ _1"></span>iness <span class="_ _1"></span>activities <span class="_ _1"></span>expose <span class="_ _1"></span>it <span class="_ _1"></span>to <span class="_ _1"></span>a <span class="_ _1"></span>n<span class="_ _1"></span>umber <span class="_ _1"></span>of<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span>various <span class="_ _1"></span>financial <span class="_ _1"></span>ris<span class="_ _1"></span>ks, s<span class="_ _1"></span>uch <span class="_ _1"></span>as <span class="_ _1"></span>market <span class="_ _1"></span>risk <span class="_ _1"></span>(including <span class="_ _1"></span>fore<span class="_ _1"></span>ign </span></div><div class="t m0 x9 h8 y1a1 ff1 fs4 fc0 sc0 ls0 ws0">exchange <span class="_ _c"></span>risk <span class="_ _c"></span>and <span class="_ _c"></span>the <span class="_ _c"></span>risk <span class="_ _c"></span>of <span class="_ _1"></span>fair <span class="_ _c"></span>value <span class="_ _c"></span>or <span class="_ _c"></span>cash <span class="_ _c"></span>flow <span class="_ _c"></span>changes <span class="_ _c"></span>as <span class="_ _c"></span>a <span class="_ _c"></span>result <span class="_ _c"></span>of <span class="_ _c"></span>interest <span class="_ _c"></span>rate <span class="_ _1"></span>mov<span class="_ _1"></span>ements), <span class="_ _c"></span>credit <span class="_ _1"></span>ris<span class="_ _1"></span>k <span class="_ _1"></span>an<span class="_ _1"></span>d </div><div class="t m0 x9 h8 y3d6 ff5 fs4 fc0 sc0 ls0 ws0">liquidity <span class="_ _1"></span>risk. <span class="_ _c"></span>The <span class="_ _1"></span>Group’s <span class="_ _1"></span>overall <span class="_ _1"></span>risk <span class="_ _1"></span>management <span class="_ _1"></span>p<span class="_ _1"></span>rogramme <span class="_ _1"></span>is <span class="_ _1"></span>designe<span class="_ _1"></span><span class="ff1">d <span class="_ _1"></span>to <span class="_ _1"></span>mitigate <span class="_ _1"></span>t<span class="_ _1"></span>he <span class="_ _1"></span>potential <span class="_ _1"></span>effect <span class="_ _1"></span>of <span class="_ _1"></span>risk <span class="_ _1"></span>on<span class="_ _1"></span> </span></div><div class="t m0 x9 h8 y3d7 ff5 fs4 fc0 sc0 ls0 ws0">the Group’s finan<span class="_ _1"></span>cial performance. The Group d<span class="_ _1"></span>oes not use derivatives t<span class="_ _1"></span>o hedge against those risks<span class="_ _1"></span>. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y3d8 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Management Board define<span class="_ _0"></span>s overall <span class="_ _5"></span>ris<span class="_ _1"></span>k <span class="_ _5"></span>management rules as <span class="_ _5"></span>well as <span class="_ _0"></span>the <span class="_ _0"></span>policy for <span class="_ _5"></span>specific <span class="_ _5"></span>ar<span class="_ _1"></span>eas <span class="_ _0"></span>such as <span class="_ _5"></span>credit risk </div><div class="t m0 x9 h8 y3d9 ff1 fs4 fc0 sc0 ls0 ws0">or investing liqu<span class="_ _1"></span>idity surpluses. </div><div class="t m0 x9 h17 y3da ff2 fs5 fc2 sc0 ls11 ws0">6.1.<span class="ff7 ls0">  <span class="ff2">Market ri<span class="_ _1"></span>sk </span></span></div><div class="t m0 x9 hb y3db ff2 fs4 fc0 sc0 ls0 ws0">Foreign exchange r<span class="_ _1"></span>isk </div><div class="t m0 x9 h8 y3dc ff1 fs4 fc0 sc0 ls0 ws0">The  Group  purchas<span class="_ _1"></span>es  significant <span class="_ _24"> </span>amou<span class="_ _1"></span>nts  of  goods<span class="_ _1"></span>  from  foreign  supp<span class="_ _1"></span>liers,  located  primarily  in  Chin<span class="_ _1"></span>a,  at<span class="_ _c"></span> prices </div><div class="t m0 x9 h8 y3dd ff1 fs4 fc0 sc0 ls0 ws0">denominated <span class="_ _d"></span>in <span class="_ _d"></span>foreign <span class="_ _d"> </span>curr<span class="_ _1"></span>encies, <span class="_ _d"></span>particularly <span class="_ _d"></span>in <span class="_ _d"></span>CNY <span class="_ _d"></span>and <span class="_ _d"> </span>USD. <span class="_ _d"> </span>As <span class="_ _d"> </span>at <span class="_ _d"> </span>31 <span class="_ _d"> </span>D<span class="_ _1"></span>ecember <span class="_ _d"> </span>202<span class="_ _c"></span>5, <span class="_ _d"></span>trade <span class="_ _d"></span>payables <span class="_ _d"> </span>in <span class="_ _d"> </span>USD </div><div class="t m0 x9 h8 y3de ff1 fs4 fc0 sc0 ls0 ws0">represented <span class="_ _1"></span>4% <span class="_ _1"></span>of th<span class="_ _1"></span>e total <span class="_ _1"></span>trade <span class="_ _1"></span>payables <span class="_ _1"></span>and <span class="_ _1"></span>trade <span class="_ _1"></span>payables <span class="_ _1"></span>in CNY <span class="_ _1"></span>repres<span class="_ _1"></span>ented 8<span class="_ _1"></span>5% <span class="_ _1"></span>of <span class="_ _1"></span>total <span class="_ _1"></span>trade <span class="_ _1"></span>payables <span class="_ _1"></span>(as <span class="_ _1"></span>at </div><div class="t m0 x9 h8 y3df ff1 fs4 fc0 sc0 ls0 ws0">31 <span class="_ _1"></span>December <span class="_ _c"></span>202<span class="_ _1"></span>4 <span class="_ _1"></span><span class="ff5">–</span> <span class="_ _c"></span>payab<span class="_ _1"></span>les <span class="_ _1"></span>in <span class="_ _c"></span>USD <span class="_ _c"></span>represented <span class="_ _c"></span>4% <span class="_ _c"></span>of <span class="_ _c"></span>that <span class="_ _c"></span>balance <span class="_ _c"></span>and <span class="_ _1"></span>pay<span class="_ _1"></span>ables <span class="_ _1"></span>in <span class="_ _c"></span>CNY <span class="_ _1"></span>represented<span class="_ _1"></span> <span class="_ _c"></span><span class="ls3">88<span class="_ _1"></span></span>% <span class="_ _1"></span>of <span class="_ _c"></span>that </div><div class="t m0 x9 h8 y3e0 ff1 fs4 fc0 sc0 ls0 ws0">balance). CNY is the function<span class="_ _1"></span>al currency for s<span class="_ _1"></span>ubsidiaries in China.<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">28<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _18"></span>of <span class="_ _18"></span>31 <span class="_ _18"></span>December <span class="_ _18"></span>202<span class="_ _1"></span>5, <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group<span class="_ _1"></span> <span class="_ _c"></span>h<span class="_ _1"></span>as <span class="_ _c"></span>a <span class="_ _18"></span>b<span class="_ _1"></span>ank <span class="_ _c"></span>loan <span class="_ _18"></span>obligat<span class="_ _1"></span>ion <span class="_ _18"></span>denominated <span class="_ _18"></span>in <span class="_ _18"></span>CNY. <span class="_ _18"></span>The <span class="_ _18"></span>loan <span class="_ _18"></span>was<span class="_ _1"></span> <span class="_ _c"></span>taken<span class="_ _1"></span> <span class="_ _c"></span>out <span class="_ _18"></span>b<span class="_ _1"></span>y <span class="_ _c"></span>a </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">subsidiary for which CNY is the functional currency, hence <span class="_ _0"></span>this obligation<span class="_ _1"></span> does not ge<span class="_ _0"></span>nerate exchange rate differences </div><div class="t m0 x9 h8 y2a8 ff1 fs4 fc0 sc0 ls0 ws0">affecting <span class="_ _5"></span>the <span class="_ _0"></span>Group&apos;s re<span class="_ _0"></span>sult. As <span class="_ _5"></span>at <span class="_ _5"></span>31 <span class="_ _5"></span>Dec<span class="_ _1"></span>ember <span class="_ _5"></span>2024, <span class="_ _0"></span>the <span class="_ _5"></span>Group<span class="_ _1"></span> <span class="_ _5"></span>similarly <span class="_ _5"></span>had<span class="_ _1"></span> <span class="_ _5"></span>a <span class="_ _5"></span>liab<span class="_ _1"></span>ility <span class="_ _5"></span>under <span class="_ _5"></span>a <span class="_ _0"></span>bank <span class="_ _5"></span>loa<span class="_ _1"></span>n <span class="_ _5"></span>denominated<span class="_ _1"></span> </div><div class="t m0 x9 h8 y30d ff1 fs4 fc0 sc0 ls0 ws0">in CNY. </div><div class="t m0 x9 h8 y3e1 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _c"></span>at<span class="_ _1"></span> <span class="_ _c"></span>31 <span class="_ _18"></span>December <span class="_ _c"></span>2025, <span class="_ _18"></span>cash<span class="_ _1"></span> <span class="_ _c"></span>in <span class="_ _18"></span>foreign <span class="_ _c"></span>currencies <span class="_ _18"></span>(USD <span class="_ _18"></span>and <span class="_ _18"></span>EUR) <span class="_ _18"></span>represented <span class="_ _18"></span>11% <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>total <span class="_ _18"></span>cash, <span class="_ _c"></span>cash <span class="_ _18"></span>in <span class="_ _18"></span>CNY </div><div class="t m0 x9 h8 y3e2 ff1 fs4 fc0 sc0 ls0 ws0">represented 7% of<span class="_ _0"></span> total cash <span class="_ _5"></span>an<span class="_ _1"></span>d cash <span class="_ _0"></span>in RON <span class="_ _5"></span>represented 5<span class="_ _1"></span>% <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>to<span class="_ _1"></span>tal <span class="_ _0"></span>cash (as <span class="_ _0"></span>at 31 <span class="_ _5"></span>D<span class="_ _1"></span>ecember 2024 <span class="ff5">–</span> <span class="_ _0"></span>cash in <span class="_ _0"></span>USD <span class="_ _0"></span>and </div><div class="t m0 x9 h8 y3d ff1 fs4 fc0 sc0 ls0 ws0">EUR <span class="_ _1b"> </span>represented<span class="_ _1"></span> <span class="_ _1b"> </span><span class="ls3">15<span class="_ _1"></span></span>% <span class="_ _1b"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>total <span class="_ _1b"> </span>bala<span class="_ _1"></span>nce, <span class="_ _1b"> </span>cash <span class="_ _23"> </span>in <span class="_ _1b"> </span>CNY <span class="_ _23"> </span>represented  <span class="ls3">61</span>% <span class="_ _1b"> </span>of <span class="_ _23"> </span>the <span class="_ _1b"> </span>to<span class="_ _1"></span>tal <span class="_ _1b"> </span>balan<span class="_ _1"></span>ce <span class="_ _1b"> </span>and <span class="_ _23"> </span>cash <span class="_ _1b"> </span>in  RON<span class="_ _0"></span> </div><div class="t m0 x9 h8 y3e3 ff1 fs4 fc0 sc0 ls0 ws0">represented <span class="_ _1"></span>4<span class="_ _1"></span>% <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>total <span class="_ _1"></span>b<span class="_ _1"></span>alance). <span class="_ _1"></span>Cash<span class="_ _1"></span> <span class="_ _1"></span>balances <span class="_ _c"></span>in <span class="_ _1"></span>CN<span class="_ _1"></span>Y <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>RON <span class="_ _1"></span>currencies <span class="_ _c"></span>occur <span class="_ _c"></span>in <span class="_ _c"></span>companies <span class="_ _c"></span>for <span class="_ _1"></span>which <span class="_ _c"></span>these </div><div class="t m0 x9 h8 y3e4 ff1 fs4 fc0 sc0 ls0 ws0">currencies are functional curr<span class="_ _1"></span>encies.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3e5 ff1 fs4 fc0 sc0 ls0 ws0">35<span class="ff5">% <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Group’s<span class="_ _1"></span> <span class="_ _1"></span>revenue <span class="_ _c"></span>is <span class="_ _c"></span>generated <span class="_ _c"></span>from <span class="_ _c"></span>exports <span class="_ _c"></span>(sales <span class="_ _c"></span>outside <span class="_ _c"></span>markets <span class="_ _c"></span>where <span class="_ _c"></span>the <span class="_ _c"></span>Group <span class="_ _c"></span>has <span class="_ _c"></span>its <span class="_ _c"></span>entities) <span class="_ _c"></span>and </span></div><div class="t m0 x9 h8 y3c7 ff5 fs4 fc0 sc0 ls0 ws0">13% <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>the <span class="_ _d"></span>Group’s <span class="_ _18"></span>revenue <span class="_ _18"></span>is <span class="_ _18"></span>generated <span class="_ _18"></span>in <span class="_ _d"></span>local <span class="_ _c"></span>markets<span class="_ _1"></span> <span class="_ _18"></span>in <span class="_ _18"></span>China <span class="_ _18"></span>and<span class="_ _1"></span> <span class="_ _c"></span>Roman<span class="_ _1"></span>ia, <span class="_ _18"></span>at <span class="_ _c"></span>p<span class="_ _1"></span>rice<span class="_ _0"></span>s <span class="_ _18"></span>denominated <span class="_ _18"></span>in <span class="_ _18"></span>foreign<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3c8 ff1 fs4 fc0 sc0 ls0 ws0">currencies <span class="_ _1"></span><span class="ff5">—</span> <span class="_ _1"></span>in <span class="_ _c"></span>USD, <span class="_ _1"></span>EUR, <span class="_ _1"></span>CN<span class="_ _1"></span>Y an<span class="_ _1"></span>d <span class="_ _1"></span>RON. <span class="_ _1"></span>As <span class="_ _1"></span>at<span class="_ _1"></span> <span class="_ _1"></span>31 <span class="_ _1"></span>Decemb<span class="_ _1"></span>er 202<span class="_ _1"></span>5, <span class="_ _1"></span>trade <span class="_ _1"></span>receivables <span class="_ _1"></span>in <span class="_ _c"></span>USD <span class="_ _1"></span>represented <span class="_ _1"></span>25% <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y3e6 ff1 fs4 fc0 sc0 ls0 ws0">total tra<span class="_ _1"></span>de receivables <span class="_ _1"></span>(23% a<span class="_ _1"></span>s at <span class="_ _1"></span>31 December <span class="_ _1"></span>2023) an<span class="_ _1"></span>d trad<span class="_ _1"></span>e receivables <span class="_ _1"></span>in EUR <span class="_ _1"></span>represented <span class="_ _c"></span>6% <span class="_ _1"></span>of the<span class="_ _1"></span> total <span class="_ _1"></span>trade </div><div class="t m0 x9 h8 y3e7 ff1 fs4 fc0 sc0 ls0 ws0">receivables <span class="_ _17"> </span>(4%  as<span class="_ _1"></span>  at<span class="_ _1"></span>  31 <span class="_ _17"> </span>December <span class="_ _17"> </span>2024). <span class="_ _24"> </span>Mor<span class="_ _1"></span>eover, <span class="_ _24"> </span>as <span class="_ _17"> </span>at <span class="_ _17"> </span>31 <span class="_ _17"> </span>December  202<span class="_ _1"></span>5,  12% <span class="_ _17"> </span>of <span class="_ _17"> </span>trade <span class="_ _17"> </span>receivables <span class="_ _17"> </span>are </div><div class="t m0 x9 h8 y3ca ff1 fs4 fc0 sc0 ls0 ws0">denominated <span class="_ _d"></span>in <span class="_ _d"></span>CNY, <span class="_ _d"></span>due <span class="_ _d"></span>to <span class="_ _d"> </span>s<span class="_ _1"></span>ales <span class="_ _d"></span>on <span class="_ _d"></span>the<span class="_ _1"></span> local <span class="_ _d"></span>market <span class="_ _d"></span>in <span class="_ _d"></span>China <span class="_ _d"> </span>(14% <span class="_ _d"></span>as <span class="_ _d"> </span>at <span class="_ _d"> </span>31 <span class="_ _d"></span>Dec<span class="_ _1"></span>ember <span class="_ _d"></span>2024) <span class="_ _d"></span>and <span class="_ _d"></span>14% <span class="_ _d"></span>of <span class="_ _d"></span>trade </div><div class="t m0 x9 h8 y3cb ff1 fs4 fc0 sc0 ls0 ws0">receivables <span class="_ _1"></span>are denomin<span class="_ _1"></span>ated <span class="_ _1"></span>in <span class="_ _1"></span>RON d<span class="_ _1"></span>ue to <span class="_ _1"></span>sales <span class="_ _1"></span>in <span class="_ _1"></span>the local <span class="_ _1"></span>market in<span class="_ _1"></span> Romania <span class="_ _1"></span>(14% <span class="_ _1"></span>as <span class="_ _1"></span>at<span class="_ _1"></span> <span class="_ _1"></span>31 December <span class="_ _1"></span>2024). <span class="_ _1"></span>CNY </div><div class="t m0 x9 h8 y3e8 ff1 fs4 fc0 sc0 ls0 ws0">and RON are functio<span class="_ _1"></span>nal currencies for subs<span class="_ _1"></span>idiaries in China and Romania.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3e9 ff1 fs4 fc0 sc0 ls0 ws0">There <span class="_ _0"></span>is a <span class="_ _5"></span>risk that future f<span class="_ _0"></span>luctuations of exchange <span class="_ _5"></span>rates may have <span class="_ _0"></span>a negative <span class="_ _5"></span>or positive ef<span class="_ _0"></span>fect on <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _0"></span>Group&apos;s financial </div><div class="t m0 x9 h8 y2da ff1 fs4 fc0 sc0 ls0 ws0">performance. Recent changes in global economy could have had an<span class="_ _0"></span>d still can have <span class="_ _5"></span>negativ<span class="_ _1"></span>e im<span class="_ _0"></span>pact on exchange rates. </div><div class="t m0 x9 h8 y3ea ff1 fs4 fc0 sc0 ls0 ws0">So <span class="_ _d"> </span>far, <span class="_ _d"> </span>th<span class="_ _1"></span>e Group <span class="_ _d"> </span>has<span class="_ _1"></span> <span class="_ _d"></span>not <span class="_ _1b"> </span>used <span class="_ _d"> </span>derivat<span class="_ _1"></span>ive <span class="_ _d"></span>financial <span class="_ _d"> </span>ins<span class="_ _1"></span>truments <span class="_ _d"> </span>to<span class="_ _1"></span> <span class="_ _d"></span>hedge <span class="_ _d"></span>again<span class="_ _1"></span>st <span class="_ _d"> </span>the <span class="_ _d"> </span>res<span class="_ _1"></span>ults <span class="_ _d"></span>of <span class="_ _d"> </span>future <span class="_ _1b"> </span>changes <span class="_ _1b"> </span>in </div><div class="t m0 x9 h8 y76 ff1 fs4 fc0 sc0 ls0 ws0">exchange rates.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3eb ff1 fs4 fc0 sc0 ls0 ws0">The sensitivity of the gross profit to an <span class="_ _0"></span>increase in exchange rates at the e<span class="_ _0"></span>nd of the current and previous financial year </div><div class="t m0 x9 h8 y3ec ff1 fs4 fc0 sc0 ls0 ws0">is <span class="_ _18"></span>presented <span class="_ _18"></span>below. <span class="_ _d"></span>The <span class="_ _c"></span>sens<span class="_ _1"></span>itivity <span class="_ _18"></span>is <span class="_ _18"></span>determined <span class="_ _18"></span>as <span class="_ _18"></span>a <span class="_ _d"></span>result <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>conversion <span class="_ _18"></span>of <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>i<span class="_ _1"></span>mpact <span class="_ _18"></span>of <span class="_ _18"></span>the <span class="_ _18"></span>higher <span class="_ _18"></span>/ <span class="_ _18"></span>low<span class="_ _1"></span>er </div><div class="t m0 x9 h8 y3ed ff1 fs4 fc0 sc0 ls0 ws0">exchange <span class="_ _1"></span>rate <span class="_ _1"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>revaluation <span class="_ _1"></span>of <span class="_ _1"></span>balances <span class="_ _1"></span>of tra<span class="_ _1"></span>de and<span class="_ _1"></span> <span class="_ _1"></span>other rec<span class="_ _1"></span>eivables <span class="_ _1"></span>and <span class="_ _1"></span>trade an<span class="_ _1"></span>d o<span class="_ _1"></span>ther pay<span class="_ _1"></span>ables <span class="_ _1"></span>expressed </div><div class="t m0 x9 h8 y3ee ff1 fs4 fc0 sc0 ls0 ws0">in currencies that a<span class="_ _1"></span>re not functional currencies for in<span class="_ _1"></span>dividual entities, with oth<span class="_ _1"></span>er conditions unch<span class="_ _1"></span>anged.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3ef ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y320 w3f h1c"><div class="t m0 x15 hd yd0 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2">10% currency rate i<span class="_ _0"></span>ncrease as of  </span></div><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025<span class="_ _0"></span> </div></div><div class="c xa6 y320 w40 h1c"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls1c ws0">USD<span class="ls0"> </span></div></div><div class="c x8 y320 w41 h1c"><div class="t m0 xaa hd y61 ff2 fs2 fc0 sc0 ls1d ws0">EUR<span class="ls0"> </span></div></div><div class="c x47 y320 w40 h1c"><div class="t m0 xaa hd y61 ff2 fs2 fc0 sc0 ls0 ws0">CNY </div></div><div class="c xab y320 w41 h1c"><div class="t m0 x4f hd y61 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x9 y3f0 w3f h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receiv<span class="_ _0"></span>ables </div></div><div class="c xa6 y3f0 w40 h41"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">3 206      </span></div></div><div class="c x8 y3f0 w41 h41"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">593      </span></div></div><div class="c x47 y3f0 w40 h41"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">183      </span></div></div><div class="c xab y3f0 w41 h41"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">3 982      </span></div></div><div class="c x9 y3f1 w3f h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa6 y3f1 w40 h26"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">(1 412)     </span></div></div><div class="c x8 y3f1 w41 h26"><div class="t m0 x2f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">6      </span></div></div><div class="c x47 y3f1 w40 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(1 628)     </span></div></div><div class="c xab y3f1 w41 h26"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(3 034)     </span></div></div><div class="c x9 y3f2 w3f h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL impact on th<span class="_ _5"></span>e<span class="_ _1"></span> 2025 resul<span class="_ _0"></span>t </div></div><div class="c xa6 y3f2 w40 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">1 794      </span></div></div><div class="c x8 y3f2 w41 h26"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">599      </span></div></div><div class="c x47 y3f2 w40 h26"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">(1 445)     </span></div></div><div class="c xab y3f2 w41 h26"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">948      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y27 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y51 w3f h1b"><div class="t m0 x15 hd yc8 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2">10% currency rate i<span class="_ _0"></span>ncrease as of  </span></div><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c xa6 y51 w42 h1b"><div class="t m0 x13 hd y64 ff2 fs2 fc0 sc0 ls1c ws0">USD<span class="ls0"> </span></div></div><div class="c xac y51 w43 h1b"><div class="t m0 x3a hd y64 ff2 fs2 fc0 sc0 ls1d ws0">EUR<span class="ls0"> </span></div></div><div class="c x11 y51 w42 h1b"><div class="t m0 x3a hd y64 ff2 fs2 fc0 sc0 ls0 ws0">CNY </div></div><div class="c xad y51 w44 h1b"><div class="t m0 x87 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x9 y3f3 w3f h42"><div class="t m0 x0 h6 y3f4 ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receiv<span class="_ _0"></span>ables </div></div><div class="c xa6 y3f3 w42 h42"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">5 312 </span></div></div><div class="c xac y3f3 w43 h42"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls6">419<span class="ls0"> </span></span></div></div><div class="c x11 y3f3 w42 h42"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">- </span></div></div><div class="c xad y3f3 w44 h42"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">5 731  </span></div></div><div class="c x9 y3f5 w3f h43"><div class="t m0 x0 h6 y3f6 ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa6 y3f5 w42 h43"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(4 272) </span></div></div><div class="c xac y3f5 w43 h43"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(3) </span></div></div><div class="c x11 y3f5 w42 h43"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">(4 526) </span></div></div><div class="c xad y3f5 w44 h43"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">(8 801) </span></div></div><div class="c x9 y3f7 w3f h42"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL impact on th<span class="_ _5"></span>e<span class="_ _1"></span> 2024 re<span class="_ _0"></span>sult </div></div><div class="c xa6 y3f7 w42 h42"><div class="t m0 xae hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">1 040 </span></div></div><div class="c xac y3f7 w43 h42"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls6">416<span class="ls0"> </span></span></div></div><div class="c x11 y3f7 w42 h42"><div class="t m0 x18 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">(4 526) </span></div></div><div class="c xad y3f7 w44 h42"><div class="t m0 x18 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(3 070)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 hb y3f8 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 hb y3f9 ff2 fs4 fc0 sc0 ls0 ws0">Risk of interest rate c<span class="_ _1"></span>hanges affecting cash flows and<span class="_ _1"></span> fair values<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3fa ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _c"></span>at <span class="_ _c"></span>31 <span class="_ _1"></span>December <span class="_ _c"></span>2025 <span class="_ _c"></span>and <span class="_ _c"></span>31 <span class="_ _c"></span>December <span class="_ _c"></span>2024 <span class="_ _c"></span>the <span class="_ _c"></span>Group <span class="_ _c"></span>held <span class="_ _c"></span>cash <span class="_ _c"></span>at <span class="_ _c"></span>bank <span class="_ _c"></span>accounts <span class="_ _1"></span>with <span class="_ _c"></span>a <span class="_ _c"></span>variab<span class="_ _1"></span>le <span class="_ _1"></span>interest <span class="_ _c"></span>rate </div><div class="t m0 x9 h8 y3fb ff1 fs4 fc0 sc0 ls0 ws0">(short-term bank deposits), which <span class="_ _0"></span>exposes the <span class="_ _0"></span>Group to <span class="_ _5"></span>th<span class="_ _1"></span>e risk of <span class="_ _5"></span>interest rate changes affecting cash <span class="_ _0"></span>flows, however </div><div class="t m0 x9 h8 y31 ff1 fs4 fc0 sc0 ls0 ws0">taking <span class="_ _18"></span>into <span class="_ _18"></span>con<span class="_ _1"></span>sideration <span class="_ _18"></span>the <span class="_ _18"></span>amount <span class="_ _18"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>inter<span class="_ _1"></span>est, <span class="_ _18"></span>the <span class="_ _18"></span>risk <span class="_ _d"></span>is <span class="_ _c"></span>in<span class="_ _1"></span>significant. <span class="_ _d"> </span>The <span class="_ _18"></span>grou<span class="_ _1"></span>p <span class="_ _c"></span>h<span class="_ _1"></span>eld <span class="_ _18"></span>no <span class="_ _18"></span>other <span class="_ _18"></span>interest<span class="_ _1"></span>-bearing </div><div class="t m0 x9 h8 y3fc ff1 fs4 fc0 sc0 ls0 ws0">assets.  </div><div class="t m0 x9 h8 y3fd ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Group<span class="_ _1"></span>’s <span class="_ _1"></span>p<span class="_ _1"></span>olicy <span class="_ _1"></span>env<span class="_ _1"></span>isages <span class="_ _1"></span>the <span class="_ _c"></span>use <span class="_ _c"></span>of <span class="_ _c"></span>bank <span class="_ _c"></span>loans <span class="_ _c"></span>bearing <span class="_ _c"></span>interest <span class="_ _c"></span>at <span class="_ _c"></span>variable <span class="_ _c"></span>rates. <span class="_ _c"></span>This <span class="_ _c"></span>exposes <span class="_ _c"></span>the<span class="_ _c"></span><span class="ff1"> Group <span class="_ _c"></span>to <span class="_ _c"></span>the </span></div><div class="t m0 x9 h8 y3fe ff1 fs4 fc0 sc0 ls0 ws0">risk <span class="_ _1"></span>of <span class="_ _c"></span>interest <span class="_ _1"></span>rate <span class="_ _c"></span>changes <span class="_ _c"></span>affecting <span class="_ _1"></span>its <span class="_ _c"></span>cash <span class="_ _c"></span>flows. <span class="_ _1"></span>As <span class="_ _c"></span>of <span class="_ _1"></span>31 <span class="_ _c"></span>December <span class="_ _1"></span>2025 <span class="_ _c"></span>and <span class="_ _1"></span>2024, <span class="_ _c"></span>the <span class="_ _c"></span>bank <span class="_ _c"></span>loan <span class="_ _1"></span>liability<span class="_ _1"></span> <span class="_ _1"></span>bears </div><div class="t m0 x9 h8 y3ff ff1 fs4 fc0 sc0 ls0 ws0">interest at a var<span class="_ _1"></span>iable interest rate.  </div><div class="t m0 x9 h8 y400 ff1 fs4 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">29<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">The Group monitors its exposure to the risk of interest rate changes affecting its cash flows<span class="_ _1"></span> and fair <span class="_ _0"></span>values. The Group </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">runs <span class="_ _d"></span>simulations <span class="_ _18"></span>of <span class="_ _d"></span>various <span class="_ _d"></span>scenarios, <span class="_ _18"></span>taking <span class="_ _d"></span>into <span class="_ _18"></span>consid<span class="_ _1"></span>eration <span class="_ _18"></span>refinancing, <span class="_ _d"></span>roll<span class="_ _1"></span>-over <span class="_ _d"></span>of <span class="_ _18"></span>the <span class="_ _d"></span>existing <span class="_ _18"></span>positions<span class="_ _1"></span>, <span class="_ _18"></span>and </div><div class="t m0 x9 h8 y2a8 ff1 fs4 fc0 sc0 ls0 ws0">alternative financing. <span class="_ _1"></span>The Group uses these s<span class="_ _1"></span>cenarios to assess the impact of a ch<span class="_ _1"></span>ange in interest rates on its financial </div><div class="t m0 x9 h8 y30d ff1 fs4 fc0 sc0 ls0 ws0">performance. <span class="_ _1b"> </span>Simulations<span class="_ _1"></span> <span class="_ _d"> </span>are <span class="_ _1b"> </span>run <span class="_ _1b"> </span>for <span class="_ _1b"> </span>bank <span class="_ _1b"> </span>d<span class="_ _1"></span>eposits <span class="_ _1b"> </span>and <span class="_ _1b"> </span>liabilities, <span class="_ _1b"> </span>which <span class="_ _1b"> </span>r<span class="_ _1"></span>epresent <span class="_ _d"> </span>t<span class="_ _1"></span>he <span class="_ _d"> </span>largest <span class="_ _1b"> </span>it<span class="_ _1"></span>ems <span class="_ _d"> </span>exposed <span class="_ _1b"> </span>to<span class="_ _1"></span> </div><div class="t m0 x9 h8 y30e ff1 fs4 fc0 sc0 ls0 ws0">interest rate risk. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y113 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y30f ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>below <span class="_ _18"></span>sensitivity <span class="_ _18"></span>analysis <span class="_ _18"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group’s <span class="_ _18"></span>cash <span class="_ _c"></span>flows <span class="_ _18"></span>to <span class="_ _c"></span>interest <span class="_ _18"></span>rate <span class="_ _18"></span>risk <span class="_ _c"></span>was<span class="_ _1"></span> <span class="_ _c"></span>prepared <span class="_ _c"></span>for <span class="_ _18"></span>financial <span class="_ _18"></span>instru<span class="_ _1"></span>ments<span class="_ _0"></span> </div><div class="t m0 x9 h8 y310 ff1 fs4 fc0 sc0 ls0 ws0">based on variable interest rate<span class="_ _0"></span>s. The bank loans held by <span class="_ _5"></span>th<span class="_ _1"></span>e G<span class="_ _0"></span>roup were linked to <span class="_ _0"></span>WIBOR rates. The impact of <span class="_ _5"></span>ch<span class="_ _1"></span>anges </div><div class="t m0 x9 h8 y3c4 ff1 fs4 fc0 sc0 ls0 ws0">in market <span class="_ _5"></span>interest rates on <span class="_ _0"></span>the <span class="_ _5"></span>finan<span class="_ _1"></span>cial <span class="_ _0"></span>result was <span class="_ _5"></span>calcu<span class="_ _1"></span>lated <span class="_ _0"></span>as <span class="_ _0"></span>the product <span class="_ _5"></span>of the liabilit<span class="_ _0"></span>y balances <span class="_ _0"></span>as at<span class="_ _0"></span> 31 <span class="_ _5"></span>December  </div><div class="t m0 x9 h8 y3c5 ff1 fs4 fc0 sc0 ls3 ws0">202<span class="ls0">5 and 2024 an<span class="_ _1"></span>d the assumed deviat<span class="_ _1"></span>ion for the base rate, which <span class="_ _1"></span>was assumed to be 50 b<span class="_ _1"></span>asis points (0.5%).<span class="_ _1"></span> </span></div><div class="t m0 x9 hb ya0 ff2 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y401 w45 h12"><div class="t m0 xb0 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y401 w3a h12"><div class="t m0 xb2 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">+50 basis points </div></div><div class="c x34 y401 w46 h12"><div class="t m0 xa4 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ls6">50 </span>basis points<span class="_ _0"></span> </div></div><div class="c x9 y402 w45 hf"><div class="t m0 xb0 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y402 w3a hf"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x34 y402 w46 hf"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x9 y356 w45 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xb1 y356 w3a h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y356 w46 h26"><div class="t m0 xb3 hd yef ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y403 w45 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Cash in bank a<span class="_ _0"></span>ccounts </div></div><div class="c xb1 y403 w3a h26"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                        <span class="_ _1"></span><span class="ls0">216      </span></div></div><div class="c x34 y403 w46 h26"><div class="t m0 xb4 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">(216)     </span></div></div><div class="c x9 y404 w45 h44"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities<span class="ff1"> </span></div></div><div class="c xb1 y404 w3a h44"><div class="t m0 xb5 hd yef ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x34 y404 w46 h44"><div class="t m0 xb3 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y405 w45 h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate<span class="_ _0"></span> loans </div></div><div class="c xb1 y405 w3a h41"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                      <span class="_ _1"></span><span class="ls0">(117)     </span></div></div><div class="c x34 y405 w46 h41"><div class="t m0 x39 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">117      </span></div></div><div class="c x9 y406 w45 h26"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">Total for 2025 </div></div><div class="c xb1 y406 w3a h26"><div class="t m0 x1c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                           <span class="_ _1"></span><span class="ls0">99      </span></div></div><div class="c x34 y406 w46 h26"><div class="t m0 x2a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                             <span class="_ _1"></span><span class="ls0">(99)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y407 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y408 w47 h45"><div class="t m0 x6c hd y409 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y408 w3f h45"><div class="t m0 xb7 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">+50 basis points </div></div><div class="c x34 y408 w46 h45"><div class="t m0 xa4 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ls6">50 </span>basis points<span class="_ _0"></span> </div></div><div class="c x9 y40a w47 hf"><div class="t m0 x6c hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y40a w3f hf"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x34 y40a w46 hf"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x9 y21c w47 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xb6 y21c w3f h41"><div class="t m0 xb3 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y21c w46 h41"><div class="t m0 xb3 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y40b w47 h26"><div class="t m0 x15 hd y61 ff1 fs2 fc0 sc0 ls0 ws0">Cash in bank a<span class="_ _0"></span>ccounts<span class="ff2"> </span></div></div><div class="c xb6 y40b w3f h26"><div class="t m0 x21 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                                        <span class="_ _1"></span><span class="ls0">271     <span class="ff2"> </span></span></div></div><div class="c x34 y40b w46 h26"><div class="t m0 xb4 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">(271)    <span class="ff2"> </span></span></div></div><div class="c x9 y40c w47 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c xb6 y40c w3f h26"><div class="t m0 xb3 hd yef ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y40c w46 h26"><div class="t m0 xb8 hd yef ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y40d w47 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate<span class="_ _0"></span> loans </div></div><div class="c xb6 y40d w3f h26"><div class="t m0 x67 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="_ _1"></span><span class="ls0">(67)     </span></div></div><div class="c x34 y40d w46 h26"><div class="t m0 xa h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                               <span class="_ _1"></span><span class="ls0">67      </span></div></div><div class="c x9 y40e w47 h41"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">Total for 2024 </div></div><div class="c xb6 y40e w3f h41"><div class="t m0 x21 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                        <span class="_ _1"></span><span class="ls0">204      </span></div></div><div class="c x34 y40e w46 h41"><div class="t m0 xd hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                               <span class="_ _1"></span><span class="ls0">(204)      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y40f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y410 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Group <span class="_ _1"></span>does <span class="_ _1"></span>not u<span class="_ _1"></span>se derivat<span class="_ _1"></span>ives to<span class="_ _1"></span> hedge <span class="_ _1"></span>against <span class="_ _1"></span>the <span class="_ _1"></span>risk <span class="_ _1"></span>of in<span class="_ _1"></span>terest rate<span class="_ _1"></span> chan<span class="_ _1"></span>ges aff<span class="_ _1"></span>ecting <span class="_ _1"></span>its cas<span class="_ _1"></span>h flows <span class="_ _1"></span>and <span class="_ _1"></span>fair </div><div class="t m0 x9 h8 y411 ff1 fs4 fc0 sc0 ls0 ws0">values.  </div><div class="t m0 x9 h17 y412 ff2 fs5 fc2 sc0 ls11 ws0">6.2.<span class="ff7 ls0">  <span class="ff2">Cr<span class="_ _1"></span>edit risk </span></span></div><div class="t m0 x9 h8 y413 ff1 fs4 fc0 sc0 ls0 ws0">Credit <span class="_ _1"></span>risk <span class="_ _1"></span>arises <span class="_ _1"></span>from <span class="_ _1"></span>cash<span class="_ _1"></span> deposited <span class="_ _1"></span>in <span class="_ _c"></span>bank <span class="_ _1"></span>accounts <span class="_ _1"></span>as <span class="_ _1"></span>well as<span class="_ _1"></span> <span class="_ _1"></span>credit <span class="_ _1"></span>exposures <span class="_ _1"></span>to <span class="_ _1"></span>customers, <span class="_ _1"></span>which <span class="_ _c"></span>also <span class="_ _1"></span>includes </div><div class="t m0 x9 h8 y414 ff1 fs4 fc0 sc0 ls0 ws0">unsettled trade receivables<span class="_ _1"></span><span class="ls4">. </span> </div><div class="t m0 x9 h6 y24e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y415 ff1 fs4 fc0 sc0 ls0 ws0">Credit <span class="_ _c"></span>risk <span class="_ _c"></span>relating <span class="_ _18"></span>to <span class="_ _c"></span>bank <span class="_ _18"></span>deposits <span class="_ _c"></span>is <span class="_ _18"></span>considered <span class="_ _c"></span>by <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Management <span class="_ _18"></span>Board <span class="_ _c"></span>as<span class="_ _1"></span> <span class="_ _c"></span>low <span class="_ _c"></span>because <span class="_ _c"></span>th<span class="_ _1"></span>e<span class="_ _1"></span> Group <span class="_ _c"></span>coop<span class="_ _1"></span>erates </div><div class="t m0 x9 h8 y416 ff1 fs4 fc0 sc0 ls0 ws0">with <span class="_ _c"></span>renowned <span class="_ _c"></span>financial <span class="_ _18"></span>institutions<span class="_ _1"></span> <span class="_ _c"></span>which <span class="_ _c"></span>enjoy <span class="_ _c"></span>premium <span class="_ _18"></span>credit <span class="_ _c"></span>ratings <span class="_ _c"></span>(<span class="_ _c"></span>Bank <span class="_ _c"></span>Hand<span class="_ _1"></span>lowy <span class="_ _1"></span>w <span class="_ _c"></span>Wa<span class="_ _1"></span>rszawie <span class="_ _c"></span>S.A., <span class="_ _c"></span>mBank </div><div class="t m0 x9 h8 y417 ff1 fs4 fc0 sc0 ls0 ws0">S.A., <span class="_ _1"></span> <span class="_ _1"></span>BNP <span class="_ _1"></span>Paribas <span class="_ _c"></span>Bank <span class="_ _1"></span>Polsk<span class="_ _1"></span>a <span class="_ _1"></span>S.A. <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>Santander <span class="_ _1"></span>Bank <span class="_ _1"></span>Po<span class="_ _1"></span>lska <span class="_ _1"></span>S.A.<span class="_ _1"></span>) <span class="_ _1"></span>in <span class="_ _1"></span>Poland, <span class="_ _1"></span>Citi <span class="_ _1"></span>Ban<span class="_ _1"></span>k, <span class="_ _1"></span>Agricultural <span class="_ _1"></span>Bank,<span class="_ _1"></span> <span class="_ _1"></span>Industrial </div><div class="t m0 x9 h8 y418 ff1 fs4 fc0 sc0 ls0 ws0">and Commercial Bank o<span class="_ _1"></span>f China and Ban<span class="_ _1"></span>k of Ningbo <span class="_ _1"></span>in China and BRD Group<span class="_ _1"></span>e Societe Generale and <span class="_ _1"></span>Banca Transilvan<span class="_ _1"></span>ia </div><div class="t m0 x9 h8 y419 ff1 fs4 fc0 sc0 ls0 ws0">in Romania).  </div><div class="t m0 x9 h6 y41a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y41b ff1 fs4 fc0 sc0 ls0 ws0">In the opinion of the Management Board,<span class="_ _1"></span> with respect to credit exposures with the Group&apos;s clients<span class="_ _1"></span>, the concentration </div><div class="t m0 x9 h8 y41c ff1 fs4 fc0 sc0 ls0 ws0">of credit <span class="_ _1"></span>risk <span class="_ _1"></span>is <span class="_ _1"></span>not <span class="_ _1"></span>significant<span class="_ _1"></span>. The <span class="_ _1"></span>turnover <span class="_ _1"></span>is <span class="_ _1"></span>realized <span class="_ _1"></span>by <span class="_ _1"></span>two <span class="_ _1"></span>main group<span class="_ _1"></span>s o<span class="_ _1"></span>f cu<span class="_ _1"></span>stomers: retail <span class="_ _1"></span>chains <span class="_ _1"></span>and <span class="_ _1"></span>wholesal<span class="_ _1"></span>e </div><div class="t m0 x9 h8 y41d ff1 fs4 fc0 sc0 ls0 ws0">customers (including wholesalers and distributors). The <span class="_ _5"></span>Gro<span class="_ _1"></span>up sells <span class="_ _0"></span>its goods in <span class="_ _5"></span>Poland<span class="_ _1"></span> <span class="_ _0"></span>and to <span class="_ _5"></span>foreign markets <span class="_ _1"></span>- mainly </div><div class="t m0 x9 h8 y41e ff1 fs4 fc0 sc0 ls0 ws0">China, <span class="_ _d"></span>the <span class="_ _d"></span>countries <span class="_ _d"> </span>of <span class="_ _d"> </span>Centra<span class="_ _1"></span>l, <span class="_ _d"></span>Southern <span class="_ _d"></span>and <span class="_ _d"> </span>Eas<span class="_ _1"></span>tern <span class="_ _d"></span>Europe <span class="_ _d"></span>(Romania, <span class="_ _d"></span>Hungary, <span class="_ _d"></span>the <span class="_ _d"> </span>Czech <span class="_ _d"> </span>R<span class="_ _1"></span>epublic, <span class="_ _d"></span>the <span class="_ _d"></span>Balkan </div><div class="t m0 x9 h8 y41f ff1 fs4 fc0 sc0 ls0 ws0">countries, Rus<span class="_ _1"></span>sia, Ukraine, Belarus, Moldo<span class="_ _1"></span>va), as well as<span class="_ _1"></span> in Arab countries, Africa, Asia an<span class="_ _1"></span>d South America.<span class="_ _1"></span> </div><div class="t m0 x9 h6 y420 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y421 ff1 fs4 fc0 sc0 ls0 ws0">The table below presents<span class="_ _1"></span> the Group&apos;s sales s<span class="_ _1"></span>tructure by customer group and<span class="_ _1"></span> market<span class="_ _1"></span>: </div><div class="t m0 x9 h6 y422 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y423 w48 hf"><div class="t m0 x15 h6 y60 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y423 w49 hf"><div class="t m0 xb4 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c xba y423 w4a hf"><div class="t m0 xb4 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x9 y424 w48 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Local marke<span class="_ _0"></span>ts <span class="ff5">–</span> wholesal<span class="_ _0"></span>e market (*) </div></div><div class="c xb9 y424 w49 h41"><div class="t m0 x50 h6 yfb ff1 fs2 fc0 sc0 ls6 ws0">44%<span class="ls0"> </span></div></div><div class="c xba y424 w4a h41"><div class="t m0 x50 h6 yfb ff1 fs2 fc0 sc0 ls6 ws0">44%<span class="ls0"> </span></div></div><div class="c x9 y425 w48 h46"><div class="t m0 x15 h6 y426 ff1 fs2 fc0 sc0 ls0 ws0">Export sale<span class="_ _0"></span>s </div></div><div class="c xb9 y425 w49 h46"><div class="t m0 x50 h6 y426 ff1 fs2 fc0 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c xba y425 w4a h46"><div class="t m0 x50 h6 y426 ff1 fs2 fc0 sc0 ls6 ws0">34%<span class="ls0"> </span></div></div><div class="c x9 y427 w48 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Local marke<span class="_ _0"></span>ts <span class="ff5">–</span> chains (<span class="_ _0"></span>*) </div></div><div class="c xb9 y427 w49 h26"><div class="t m0 x50 h6 yef ff1 fs2 fc0 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c xba y427 w4a h26"><div class="t m0 x50 h6 yef ff1 fs2 fc0 sc0 ls6 ws0">12%<span class="ls0"> </span></div></div><div class="c x9 y428 w48 h46"><div class="t m0 x15 h6 y429 ff1 fs2 fc0 sc0 ls0 ws0">Retail<span class="_ _0"></span> sales </div></div><div class="c xb9 y428 w49 h46"><div class="t m0 x83 h6 y429 ff1 fs2 fc0 sc0 ls6 ws0">8%<span class="ls0"> </span></div></div><div class="c xba y428 w4a h46"><div class="t m0 x50 h6 y429 ff1 fs2 fc0 sc0 ls6 ws0">10%<span class="ls0"> </span></div></div><div class="c x9 y42a w48 h1d"><div class="t m0 x15 hd y42b ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c xb9 y42a w49 h1d"><div class="t m0 xbb hd y42b ff2 fs2 fc0 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c xba y42a w4a h1d"><div class="t m0 xbb hd y42b ff2 fs2 fc0 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h6 y42c ff1 fs2 fc0 sc0 ls9 ws0">(*) <span class="ls0">local markets <span class="_ _0"></span>mean sales in co<span class="_ _0"></span>untries wher<span class="_ _0"></span>e the Group h<span class="_ _0"></span>as its entities, i.e. in <span class="_ _0"></span>Poland, Romania an<span class="_ _0"></span>d China </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x2 y3 w28 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">30<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y42d ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _18"></span>regard <span class="_ _18"></span>to <span class="_ _d"></span>retail <span class="_ _c"></span>chain<span class="_ _1"></span>s <span class="_ _18"></span>channel, <span class="_ _18"></span>the <span class="_ _18"></span>Group <span class="_ _18"></span>s<span class="_ _1"></span>ells <span class="_ _c"></span>its<span class="_ _1"></span> <span class="_ _18"></span>products <span class="_ _18"></span>to <span class="_ _18"></span>the <span class="_ _18"></span>largest <span class="_ _d"></span>chains <span class="_ _18"></span>in <span class="_ _18"></span>Poland <span class="_ _18"></span>and <span class="_ _d"></span>Romania. <span class="_ _18"></span>Credit </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0">exposures <span class="_ _23"> </span>in <span class="_ _1b"> </span>th<span class="_ _1"></span>is <span class="_ _1b"> </span>customer <span class="_ _23"> </span>group <span class="_ _23"> </span>are <span class="_ _1b"> </span>not <span class="_ _23"> </span>evenly <span class="_ _1b"> </span>d<span class="_ _1"></span>istributed <span class="_ _1b"> </span>as<span class="_ _1"></span> <span class="_ _1b"> </span>2 <span class="_ _23"> </span>key <span class="_ _1b"> </span>retail <span class="_ _23"> </span>chains <span class="_ _23"> </span>in <span class="_ _1b"> </span>Poland  jointly <span class="_ _1b"> </span>account <span class="_ _23"> </span>for </div><div class="t m0 x9 h8 y2a8 ff1 fs4 fc0 sc0 ls0 ws0">approximately 66% of sales made through this<span class="_ _1"></span> p<span class="_ _0"></span>articular channel. Credit risk exposure to retail <span class="_ _0"></span>chains is considered by </div><div class="t m0 x9 h8 y30d ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _c"></span>Company <span class="_ _c"></span>as <span class="_ _c"></span>low <span class="_ _c"></span>as <span class="_ _c"></span>most <span class="_ _c"></span>of <span class="_ _c"></span>them <span class="_ _c"></span>are <span class="_ _c"></span>reliable <span class="_ _c"></span>and <span class="_ _c"></span>fin<span class="_ _1"></span>ancially <span class="_ _c"></span>transparent <span class="_ _c"></span>custo<span class="_ _1"></span>mers <span class="_ _1"></span>with <span class="_ _c"></span>an <span class="_ _c"></span>establis<span class="_ _1"></span>hed <span class="_ _1"></span>market<span class="_ _1"></span> </div><div class="t m0 x9 h8 y42e ff1 fs4 fc0 sc0 ls0 ws0">position an<span class="_ _1"></span>d a sound payment history. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y3e2 ff1 fs4 fc0 sc0 ls0 ws0">In the area of <span class="_ _0"></span>wholesale distribution, the Group has established cooperation with a f<span class="_ _0"></span>ew dozen authorised distributors, </div><div class="t m0 x9 h8 y3d ff1 fs4 fc0 sc0 ls0 ws0">a <span class="_ _1"></span>few <span class="_ _1"></span>dozen <span class="_ _1"></span>wholesalers <span class="_ _1"></span>acro<span class="_ _1"></span>ss <span class="_ _1"></span>the <span class="_ _1"></span>cou<span class="_ _1"></span>ntry <span class="_ _1"></span>and <span class="_ _1"></span>authorised <span class="_ _1"></span>retail <span class="_ _1"></span>stores, <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>well as<span class="_ _1"></span> <span class="_ _1"></span>with <span class="_ _1"></span>wholesalers <span class="_ _1"></span>in <span class="_ _1"></span>Romania <span class="_ _1"></span>an<span class="_ _1"></span>d </div><div class="t m0 x9 h8 y3e3 ff1 fs4 fc0 sc0 ls0 ws0">China. <span class="_ _1"></span>In<span class="_ _1"></span> <span class="_ _1"></span>2025, <span class="_ _1"></span>75% <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>s<span class="_ _1"></span>ales <span class="_ _1"></span>in <span class="_ _c"></span>this <span class="_ _1"></span>grou<span class="_ _1"></span>p <span class="_ _1"></span>was <span class="_ _c"></span>executed <span class="_ _1"></span>to <span class="_ _c"></span>approx. <span class="_ _1"></span>90 <span class="_ _c"></span>customers <span class="_ _c"></span>(72 <span class="_ _1"></span>customers <span class="_ _c"></span>in <span class="_ _1"></span>2024). <span class="_ _c"></span>The <span class="_ _c"></span>Group </div><div class="t m0 x9 h8 y42f ff1 fs4 fc0 sc0 ls0 ws0">pursues <span class="_ _c"></span>a <span class="_ _c"></span>policy <span class="_ _c"></span>of <span class="_ _c"></span>reducing <span class="_ _1"></span>credit <span class="_ _c"></span>exposures<span class="_ _1"></span> <span class="_ _1"></span>to <span class="_ _c"></span>wholesale <span class="_ _c"></span>customers <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>use <span class="_ _c"></span>of <span class="_ _c"></span>a <span class="_ _c"></span>credit <span class="_ _c"></span>limit <span class="_ _1"></span>mechan<span class="_ _1"></span>ism. <span class="_ _1"></span>The<span class="_ _1"></span> </div><div class="t m0 x9 h8 y430 ff1 fs4 fc0 sc0 ls0 ws0">limits <span class="_ _5"></span>ar<span class="_ _1"></span>e <span class="_ _5"></span>set for <span class="_ _5"></span>each <span class="_ _0"></span>customer based <span class="_ _5"></span>on<span class="_ _1"></span> <span class="_ _5"></span>a<span class="_ _1"></span> detailed <span class="_ _0"></span>assessment <span class="_ _5"></span>of its <span class="_ _5"></span>financial performance, m<span class="_ _0"></span>arket <span class="_ _0"></span>position, payment </div><div class="t m0 x9 h8 y431 ff1 fs4 fc0 sc0 ls0 ws0">discipline <span class="_ _23"> </span>and <span class="_ _23"> </span>the <span class="_ _1b"> </span>overall <span class="_ _1b"> </span>s<span class="_ _1"></span>ituation <span class="_ _1b"> </span>in <span class="_ _23"> </span>the <span class="_ _1b"> </span>sector.  T<span class="_ _0"></span>he <span class="_ _1b"> </span>utilisation<span class="_ _1"></span> <span class="_ _1b"> </span>of <span class="_ _23"> </span>credit <span class="_ _1b"> </span>limits <span class="_ _23"> </span>is <span class="_ _1b"> </span>monitored <span class="_ _23"> </span>on <span class="_ _23"> </span>a <span class="_ _1b"> </span>regular <span class="_ _1b"> </span>b<span class="_ _1"></span>asis. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y432 ff1 fs4 fc0 sc0 ls0 ws0">A transaction exce<span class="_ _0"></span>eding the <span class="_ _5"></span>credit limit <span class="_ _0"></span>may only <span class="_ _5"></span>b<span class="_ _1"></span>e <span class="_ _5"></span>execute<span class="_ _1"></span>d upon <span class="_ _5"></span>auth<span class="_ _1"></span>orisation <span class="_ _5"></span>by<span class="_ _1"></span> <span class="_ _0"></span>authorised <span class="_ _0"></span>persons in <span class="_ _0"></span>accordance </div><div class="t m0 x9 h8 y433 ff1 fs4 fc0 sc0 ls0 ws0">with an internal credit p<span class="_ _1"></span>olicy. </div><div class="t m0 x9 h8 y3e7 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _0"></span>mitigates <span class="_ _5"></span>its <span class="_ _0"></span>credit <span class="_ _5"></span>risk <span class="_ _5"></span>by <span class="_ _0"></span>having <span class="_ _5"></span>trade <span class="_ _0"></span>receivables <span class="_ _5"></span>insured <span class="_ _0"></span>in <span class="_ _5"></span>a <span class="_ _5"></span>renowned <span class="_ _0"></span>insurance <span class="_ _5"></span>company. <span class="_ _0"></span>The <span class="_ _5"></span>insurance </div><div class="t m0 x9 h8 y3ca ff1 fs4 fc0 sc0 ls0 ws0">covers mainly <span class="_ _0"></span>receivables from <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _0"></span>customers of <span class="_ _5"></span>the Paren<span class="_ _1"></span>t <span class="_ _0"></span>Company. As <span class="_ _0"></span>at 31 <span class="_ _5"></span>December 2025, 51% <span class="_ _5"></span>of the short<span class="_ _1"></span>-term </div><div class="t m0 x9 h8 y3cb ff1 fs4 fc0 sc0 ls0 ws0">trade <span class="_ _1"></span>receivables <span class="_ _1"></span>w<span class="_ _1"></span>ere <span class="_ _1"></span>insured <span class="_ _1"></span>(69%<span class="_ _1"></span> <span class="_ _1"></span>as <span class="_ _1"></span>at <span class="_ _1"></span>31<span class="_ _1"></span> <span class="_ _1"></span>December <span class="_ _1"></span>20<span class="_ _1"></span>24). <span class="_ _1"></span>This <span class="_ _1"></span>applies <span class="_ _1"></span>to <span class="_ _c"></span>customers <span class="_ _1"></span>who <span class="_ _1"></span>h<span class="_ _1"></span>ave <span class="_ _1"></span>been <span class="_ _1"></span>granted <span class="_ _1"></span>an<span class="_ _1"></span> </div><div class="t m0 x9 h8 y11e ff1 fs4 fc0 sc0 ls0 ws0">individual <span class="_ _c"></span>limit <span class="_ _1"></span>and <span class="_ _c"></span>customers <span class="_ _c"></span>covered <span class="_ _1"></span>by <span class="_ _c"></span>the <span class="_ _1"></span>s<span class="_ _1"></span>o<span class="_ _1"></span>-called <span class="_ _1"></span>automatic <span class="_ _1"></span>limit, <span class="_ _1"></span>up<span class="_ _1"></span> <span class="_ _1"></span>to <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>amount <span class="_ _c"></span>specified <span class="_ _1"></span>in <span class="_ _c"></span>the <span class="_ _1"></span>insura<span class="_ _1"></span>nce </div><div class="t m0 x9 h8 y434 ff1 fs4 fc0 sc0 ls0 ws0">contract. Under the in<span class="_ _1"></span>surance contract, the d<span class="_ _1"></span>eductible is typical fo<span class="_ _1"></span>r such contra<span class="_ _1"></span>cts.  </div><div class="t m0 x9 h8 y2da ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _5"></span>also <span class="_ _5"></span>mitigat<span class="_ _1"></span>es <span class="_ _5"></span>credit <span class="_ _5"></span>risk <span class="_ _5"></span>thro<span class="_ _1"></span>ugh <span class="_ _5"></span>the <span class="_ _5"></span>implementation <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _5"></span>its <span class="_ _5"></span>Parent <span class="_ _5"></span>Company <span class="_ _5"></span>of <span class="_ _5"></span>a<span class="_ _1"></span>n <span class="_ _5"></span>effective <span class="_ _5"></span>risk <span class="_ _5"></span>management<span class="_ _1"></span> </div><div class="t m0 x9 h8 y3ea ff5 fs4 fc0 sc0 ls0 ws0">system <span class="_ _1"></span>in<span class="_ _1"></span>tegrated <span class="_ _1"></span>with <span class="_ _1"></span>SAP, <span class="_ _c"></span>supporting <span class="_ _c"></span>the <span class="_ _1"></span>maintenan<span class="_ _1"></span>ce <span class="_ _1"></span>of <span class="_ _1"></span>proper <span class="_ _c"></span>payment <span class="_ _1"></span>dis<span class="_ _1"></span>cipline <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y’s <span class="_ _1"></span>customers. <span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y76 ff1 fs4 fc0 sc0 ls0 ws0">It should be <span class="_ _0"></span>stressed that sales for <span class="_ _0"></span>the customers who <span class="_ _0"></span>are not in <span class="_ _0"></span>a stable <span class="_ _5"></span>an<span class="_ _1"></span>d predictable f<span class="_ _0"></span>inancial condition is realised </div><div class="t m0 x9 h8 y435 ff1 fs4 fc0 sc0 ls0 ws0">based on a<span class="_ _1"></span>dvance payments. </div><div class="t m0 x9 h8 y436 ff1 fs4 fc0 sc0 ls0 ws0">The maturity structu<span class="_ _1"></span>re of receivables and<span class="_ _1"></span> details on past due receivables are p<span class="_ _1"></span>resented in note 13.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y437 ff1 fs4 fc0 sc0 ls0 ws0">The cr<span class="_ _1"></span>edit q<span class="_ _1"></span>uality <span class="_ _1"></span>of finan<span class="_ _1"></span>cial <span class="_ _1"></span>assets <span class="_ _1"></span>not <span class="_ _1"></span>being <span class="_ _1"></span>either pas<span class="_ _1"></span>t d<span class="_ _1"></span>ue or <span class="_ _1"></span>impaired <span class="_ _1"></span>can <span class="_ _1"></span>be <span class="_ _1"></span>estimated <span class="_ _1"></span>by <span class="_ _1"></span>reference <span class="_ _1"></span>to <span class="_ _1"></span>external </div><div class="t m0 x9 h8 y438 ff5 fs4 fc0 sc0 ls0 ws0">credit <span class="_ _1"></span>ratings <span class="_ _1"></span>or <span class="_ _1"></span>to <span class="_ _1"></span>historical <span class="_ _1"></span>information <span class="_ _1"></span>on <span class="_ _1"></span>th<span class="_ _1"></span>e cou<span class="_ _1"></span>nterparty’s <span class="_ _1"></span>defaults. <span class="_ _1"></span>The <span class="_ _1"></span>Parent <span class="_ _1"></span>Company’s <span class="_ _1"></span>cash <span class="_ _1"></span>is <span class="_ _1"></span>held <span class="_ _1"></span>in <span class="_ _1"></span>banks </div><div class="t m0 x9 h8 y439 ff1 fs4 fc0 sc0 ls0 ws0">with <span class="_ _1"></span>A+, <span class="_ _c"></span>A- <span class="_ _1"></span>and <span class="_ _c"></span>BBB- <span class="_ _1"></span>ratings <span class="_ _c"></span>(Fitch <span class="_ _c"></span>agency), <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>the <span class="_ _c"></span>cash <span class="_ _1"></span>of <span class="_ _1"></span>su<span class="_ _1"></span>bsidiaries <span class="_ _c"></span><span class="ff5">—</span> <span class="_ _c"></span>in <span class="_ _1"></span>banks <span class="_ _c"></span>with <span class="_ _1"></span>Fitch <span class="_ _1"></span>BBB<span class="_ _1"></span>+ <span class="_ _1"></span>and <span class="_ _c"></span>BBB- <span class="_ _1"></span>ratin<span class="_ _1"></span>g </div><div class="t m0 x9 h8 y43a ff1 fs4 fc0 sc0 ls0 ws0">(Romania) and Fitch A,<span class="_ _1"></span> BBB+ and BBB (China). <span class="_ _1"></span> </div><div class="t m0 x9 h8 y43b ff5 fs4 fc0 sc0 ls0 ws0">With resp<span class="_ _1"></span>ect to trad<span class="_ _1"></span>e receivables, <span class="_ _1"></span>the Group <span class="_ _1"></span>does not <span class="_ _1"></span>have external <span class="_ _1"></span>ratings, bu<span class="_ _1"></span>t it mon<span class="_ _1"></span>itors cou<span class="_ _1"></span>nterparties’ pay<span class="_ _1"></span>ment </div><div class="t m0 x9 h8 y43c ff1 fs4 fc0 sc0 ls0 ws0">delays ongoin<span class="_ _1"></span>g basis.  </div><div class="t m0 x9 h8 y43d ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _2d"> </span>maximu<span class="_ _1"></span>m <span class="_ _2d"> </span>credit <span class="_ _33"> </span>risk <span class="_ _33"> </span>exposure <span class="_ _2d"> </span>is<span class="_ _1"></span> <span class="_ _2d"> </span>approximate<span class="_ _1"></span>ly <span class="_ _2d"> </span>equ<span class="_ _1"></span>al <span class="_ _2d"> </span>to <span class="_ _33"> </span>the <span class="_ _2d"> </span>book <span class="_ _33"> </span>value <span class="_ _33"> </span>of <span class="_ _2d"> </span>trad<span class="_ _1"></span>e <span class="_ _2d"> </span>receivables, <span class="_ _c"></span> </div><div class="t m0 x9 h8 y43e ff1 fs4 fc0 sc0 ls0 ws0">net <span class="_ _1"></span>of <span class="_ _1"></span>receivables <span class="_ _1"></span>insured <span class="_ _1"></span>and <span class="_ _1"></span>cas<span class="_ _1"></span>h <span class="_ _1"></span>and <span class="_ _1"></span>cash <span class="_ _1"></span>equivalents. <span class="_ _c"></span>As <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2025, <span class="_ _1"></span>the <span class="_ _1"></span>maximu<span class="_ _1"></span>m <span class="_ _1"></span>exposure <span class="_ _1"></span>to <span class="_ _1"></span>credit </div><div class="t m0 x9 h8 y43f ff1 fs4 fc0 sc0 ls0 ws0">risk amounts to <span class="_ _5"></span>PLN<span class="_ _1"></span> <span class="_ _0"></span>106,435 thousand (which <span class="_ _5"></span>includ<span class="_ _1"></span>es PLN <span class="_ _5"></span>63,405 thousand in <span class="_ _0"></span>cash and <span class="_ _5"></span>PLN<span class="_ _1"></span> <span class="_ _0"></span>43,030 thousand in <span class="_ _5"></span>tra<span class="_ _1"></span>de </div><div class="t m0 x9 h8 y440 ff1 fs4 fc0 sc0 ls0 ws0">receivables). <span class="_ _d"></span>As <span class="_ _d"></span>at <span class="_ _d"> </span>31 <span class="_ _d"> </span>December <span class="_ _d"> </span>2024, <span class="_ _d"> </span>the <span class="_ _d"> </span>maximum <span class="_ _d"> </span>exp<span class="_ _1"></span>osure <span class="_ _d"></span>amounted <span class="_ _d"> </span>to <span class="_ _d"> </span>PLN <span class="_ _d"> </span>64,318 <span class="_ _d"></span>thousan<span class="_ _1"></span>d <span class="_ _18"></span>(includ<span class="_ _1"></span>ing <span class="_ _d"></span>PLN </div><div class="t m0 x9 h8 y441 ff1 fs4 fc0 sc0 ls0 ws0">39,318 thousand<span class="_ _1"></span> in cash and PLN 25,190 thou<span class="_ _1"></span>sand in trade receivables).<span class="_ _1"></span> </div><div class="t m0 x9 h17 y442 ff2 fs5 fc2 sc0 ls11 ws0">6.3.<span class="ff7 ls0">  <span class="ff2">Liquidity risk </span></span></div><div class="t m0 x9 h8 y443 ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _d"></span>Management <span class="_ _d"> </span>Board <span class="_ _d"> </span>of <span class="_ _d"> </span>t<span class="_ _1"></span>he <span class="_ _d"></span>Parent <span class="_ _d"></span>Company <span class="_ _d"></span>believes <span class="_ _d"> </span>that<span class="_ _1"></span> <span class="_ _d"></span>the <span class="_ _d"></span>Group’s <span class="_ _d"></span>liquidity <span class="_ _d"> </span>is <span class="_ _d"></span>secured <span class="_ _d"></span>for <span class="_ _d"></span>the<span class="_ _c"></span><span class="ff1"> foreseeabl<span class="_ _1"></span>e </span></div><div class="t m0 x9 h8 y444 ff1 fs4 fc0 sc0 ls0 ws0">future. The Group f<span class="_ _0"></span>ollows a prudent liquidity risk<span class="_ _0"></span> management policy, which f<span class="_ _0"></span>ocuses on <span class="_ _5"></span>mainta<span class="_ _1"></span>ining an adequate le<span class="_ _0"></span>vel </div><div class="t m0 x9 h8 y445 ff1 fs4 fc0 sc0 ls0 ws0">of cash <span class="_ _5"></span>an<span class="_ _1"></span>d securing <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>ab<span class="_ _1"></span>ility to <span class="_ _0"></span>use the <span class="_ _5"></span>credit facilities. The management monitors the <span class="_ _5"></span>level of current <span class="_ _5"></span>liabiliti<span class="_ _1"></span>es and </div><div class="t m0 x9 h8 y446 ff1 fs4 fc0 sc0 ls0 ws0">current <span class="_ _c"></span>assets, <span class="_ _c"></span>as <span class="_ _c"></span>well <span class="_ _c"></span>as <span class="_ _c"></span>current <span class="_ _1"></span>cas<span class="_ _1"></span>h <span class="_ _1"></span>flows <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Group<span class="_ _1"></span>. <span class="_ _1"></span>A <span class="_ _c"></span>significant <span class="_ _c"></span>increas<span class="_ _1"></span>e <span class="_ _1"></span>in <span class="_ _c"></span>the <span class="_ _c"></span>value <span class="_ _c"></span>of <span class="_ _1"></span>in<span class="_ _1"></span>ventories <span class="_ _c"></span>is <span class="_ _c"></span>in <span class="_ _1"></span>line </div><div class="t m0 x9 h8 y447 ff1 fs4 fc0 sc0 ls0 ws0">with the <span class="_ _1"></span>adopted liqu<span class="_ _1"></span>idity management <span class="_ _1"></span>policy and <span class="_ _1"></span>enables <span class="_ _1"></span>the contin<span class="_ _1"></span>uity of <span class="_ _1"></span>sales in <span class="_ _1"></span>the event <span class="_ _1"></span>of delays <span class="_ _1"></span>in the s<span class="_ _1"></span>upply </div><div class="t m0 x9 h8 y448 ff1 fs4 fc0 sc0 ls0 ws0">chains. </div><div class="t m0 x9 h8 y1c6 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y449 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x2 y3 w28 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> </div><div class="t m0 x3 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _7"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span><span class="ls1">           </span></div><div class="t m0 x3 h4 y6 ff2 fs1 fc0 sc0 ls0 ws0">TOYA S.A. CAPITAL GROUP </div><div class="t m0 x73 h5 y231 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x74 h5 y232 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x75 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x76 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">31<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 y233 ff1 fs4 fc0 sc0 ls0 ws0">Key items analysed for th<span class="_ _1"></span>e purpose of monitoring o<span class="_ _1"></span>f the liquidity ris<span class="_ _1"></span>k are as follows<span class="_ _1"></span><span class="ls1e">: </span> </div><div class="t m0 x9 h8 y2a7 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y398 w4b h33"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y398 w4c h33"><div class="t m0 xd hd y44a ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xbd hd y44b ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">5 </span></div></div><div class="c xbe y398 w4d h33"><div class="t m0 x33 hd y44a ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xa3 hd y44b ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x9 y44c w4b h3d"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y44c w4c h3d"><div class="t m0 xbf hd y409 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y44c w4d h3d"><div class="t m0 xc0 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y44d w4b h3d"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Current ass<span class="_ _0"></span>ets </div></div><div class="c xbc y44d w4c h3d"><div class="t m0 xc1 h6 y409 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">650 299      </span></div></div><div class="c xbe y44d w4d h3d"><div class="t m0 x6e h6 y409 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">673 900 </span></div></div><div class="c x9 y44e w4b h3d"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Current l<span class="_ _0"></span>iabilities </div></div><div class="c xbc y44e w4c h3d"><div class="t m0 xc1 h6 yfb ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">178 663      </span></div></div><div class="c xbe y44e w4d h3d"><div class="t m0 x6e h6 yfb ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">276 442 </span></div></div><div class="c x9 y44f w4b h47"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y44f w4c h47"><div class="t m0 xc0 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y44f w4d h47"><div class="t m0 xc2 h8 y3f4 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y372 w4b h3d"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y372 w4c h3d"><div class="t m0 xbd hd y409 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xbe y372 w4d h3d"><div class="t m0 xa3 hd y409 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x9 y450 w4b h3d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Cash flow fr<span class="_ _0"></span>om operat<span class="_ _0"></span>ing activities </div></div><div class="c xbc y450 w4c h3d"><div class="t m0 xa0 h6 y409 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">67 802 </span></div></div><div class="c xbe y450 w4d h3d"><div class="t m0 x6f h6 y409 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(40 084) </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x54 h8 y451 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf wf h1e" ><div class="pc pc20 wf h1e"><img class="bi x97 ye0 w34 h1f" alt="" 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"/><div class="c x0 y1 w11 h1e"><div class="t m0 x4d h4 ye1 ff2 fs1 fc0 sc0 ls1 ws0">          <span class="ls0"> TOYA S.A. CAPITAL GROUP </span></div><div class="t m0 x3d h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x3e h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x99 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9a h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">32<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6d h8 y1b2 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h8 y452 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h8 y453 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>table <span class="_ _5"></span>b<span class="_ _1"></span>elow <span class="_ _5"></span>presents <span class="_ _5"></span>finan<span class="_ _1"></span>cial <span class="_ _5"></span>liabilities <span class="_ _5"></span>of <span class="_ _0"></span>the <span class="_ _5"></span>Group <span class="_ _5"></span>b<span class="_ _1"></span>y <span class="_ _8"></span>matu<span class="_ _1"></span>rities, <span class="_ _5"></span>which <span class="_ _5"></span>are determ<span class="_ _0"></span>ined <span class="_ _5"></span>b<span class="_ _1"></span>ased <span class="_ _5"></span>on <span class="_ _5"></span>contractual future<span class="_ _0"></span> <span class="_ _5"></span>p<span class="_ _1"></span>ayment dates, <span class="_ _5"></span>uniform <span class="_ _5"></span>for <span class="_ _5"></span>each <span class="_ _5"></span>group<span class="_ _1"></span> <span class="_ _5"></span>of <span class="_ _5"></span>liabilities. </div><div class="t m0 x6d h8 y454 ff1 fs4 fc0 sc0 ls0 ws0">The figures presented b<span class="_ _1"></span>elow represent undiscou<span class="_ _1"></span>nted contractual cash flows<span class="_ _1"></span><span class="ls4">. </span> </div><div class="t m0 xa3 h8 y455 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa3 h8 y456 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y457 w4e h1b"><div class="t m0 x15 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Due date: </div></div><div class="c xc3 y457 w3e h1b"><div class="t m0 x56 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">up to 3 months </div></div><div class="c xc4 y457 w4f h1b"><div class="t m0 x1f hd y74 ff2 fs2 fc0 sc0 ls0 ws0">4-6 months </div></div><div class="c xc5 y457 w4f h1b"><div class="t m0 x10 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">7-12 months </div></div><div class="c x98 y457 w50 h1b"><div class="t m0 x1f hd y74 ff2 fs2 fc0 sc0 ls0 ws0">2-3 years </div></div><div class="c xc6 y457 w32 h1b"><div class="t m0 x23 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">4-5 years </div></div><div class="c xc7 y457 w25 h1b"><div class="t m0 x36 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">More than 5 </div><div class="t m0 x85 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">years </div></div><div class="c xc8 y457 w51 h1b"><div class="t m0 xaa hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c xc9 y457 w52 h1b"><div class="t m0 x28 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">Carrying  </div><div class="t m0 x6f hd y61 ff2 fs2 fc0 sc0 ls0 ws0">value </div></div><div class="c x6d y458 w4e h14"><div class="t m0 xca hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y458 w3e h14"><div class="t m0 x68 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y458 w4f h14"><div class="t m0 x68 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y458 w4f h14"><div class="t m0 x68 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y458 w50 h14"><div class="t m0 x4f h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y458 w32 h14"><div class="t m0 x68 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y458 w25 h14"><div class="t m0 x4f hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y458 w51 h14"><div class="t m0 xcb hd y459 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y458 w52 h14"><div class="t m0 x2a hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y45a w4e h15"><div class="t m0 x15 h6 y45b ff1 fs2 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xc3 y45a w3e h15"><div class="t m0 x38 h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc4 y45a w4f h15"><div class="t m0 x59 h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">15 508      </span></div></div><div class="c xc5 y45a w4f h15"><div class="t m0 x38 h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x98 y45a w50 h15"><div class="t m0 x9f h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y45a w32 h15"><div class="t m0 x58 h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc7 y45a w25 h15"><div class="t m0 x9f h6 y8c ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y45a w51 h15"><div class="t m0 xaf hd y8c ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">15 508      </span></div></div><div class="c xc9 y45a w52 h15"><div class="t m0 x2b hd y8c ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">15 508      </span></div></div><div class="c x6d y45c w4e h48"><div class="t m0 x15 h6 y45d ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xc3 y45c w3e h48"><div class="t m0 x58 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">98 784      </span></div></div><div class="c xc4 y45c w4f h48"><div class="t m0 x59 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">11 308      </span></div></div><div class="c xc5 y45c w4f h48"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">7 173      </span></div></div><div class="c x98 y45c w50 h48"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y45c w32 h48"><div class="t m0 x58 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc7 y45c w25 h48"><div class="t m0 xae h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y45c w51 h48"><div class="t m0 xae hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">117 265      </span></div></div><div class="c xc9 y45c w52 h48"><div class="t m0 x56 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">117 265      </span></div></div><div class="c x6d y45e w4e h46"><div class="t m0 x15 h6 y44b ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xc3 y45e w3e h46"><div class="t m0 xcc h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">2 871      </span></div></div><div class="c xc4 y45e w4f h46"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">2 793      </span></div></div><div class="c xc5 y45e w4f h46"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">5 374      </span></div></div><div class="c x98 y45e w50 h46"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">8 331      </span></div></div><div class="c xc6 y45e w32 h46"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">3 334      </span></div></div><div class="c xc7 y45e w25 h46"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">3 816      </span></div></div><div class="c xc8 y45e w51 h46"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">26 519      </span></div></div><div class="c xc9 y45e w52 h46"><div class="t m0 x2b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">22 307      </span></div></div><div class="c x6d y45f w4e h46"><div class="t m0 x15 h6 y44b ff1 fs2 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability (*) </div></div><div class="c xc3 y45f w3e h46"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">486      </span></div></div><div class="c xc4 y45f w4f h46"><div class="t m0 x4b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc5 y45f w4f h46"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x98 y45f w50 h46"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y45f w32 h46"><div class="t m0 x58 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc7 y45f w25 h46"><div class="t m0 xae h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y45f w51 h46"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">486      </span></div></div><div class="c xc9 y45f w52 h46"><div class="t m0 x52 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">18      </span></div></div><div class="c x6d y460 w4e h46"><div class="t m0 x15 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xc3 y460 w3e h46"><div class="t m0 x2b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">102 141      </span></div></div><div class="c xc4 y460 w4f h46"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">29 609      </span></div></div><div class="c xc5 y460 w4f h46"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">12 547      </span></div></div><div class="c x98 y460 w50 h46"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">8 331      </span></div></div><div class="c xc6 y460 w32 h46"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">3 334      </span></div></div><div class="c xc7 y460 w25 h46"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">3 816      </span></div></div><div class="c xc8 y460 w51 h46"><div class="t m0 xae hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">159 778      </span></div></div><div class="c xc9 y460 w52 h46"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">155 098      </span></div></div><div class="c x6d y461 w4e h14"><div class="t m0 xcd hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y461 w3e h14"><div class="t m0 x68 h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y461 w4f h14"><div class="t m0 x68 h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y461 w4f h14"><div class="t m0 x68 h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y461 w50 h14"><div class="t m0 x4f h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y461 w32 h14"><div class="t m0 x68 h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y461 w25 h14"><div class="t m0 x4f h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y461 w51 h14"><div class="t m0 xcb h6 y459 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y461 w52 h14"><div class="t m0 x2a h6 y462 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y463 w4e h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xc3 y463 w3e h26"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">33 840      </span></div></div><div class="c xc4 y463 w4f h26"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y463 w4f h26"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x98 y463 w50 h26"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y463 w32 h26"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y463 w25 h26"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y463 w51 h26"><div class="t m0 x2d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">33 840      </span></div></div><div class="c xc9 y463 w52 h26"><div class="t m0 x72 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">33 840      </span></div></div><div class="c x6d y464 w4e hf"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xc3 y464 w3e hf"><div class="t m0 x36 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">180 803      </span></div></div><div class="c xc4 y464 w4f hf"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">38 246      </span></div></div><div class="c xc5 y464 w4f hf"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">376      </span></div></div><div class="c x98 y464 w50 hf"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y464 w32 hf"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y464 w25 hf"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y464 w51 hf"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">219 425      </span></div></div><div class="c xc9 y464 w52 hf"><div class="t m0 x2f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">219 425      </span></div></div><div class="c x6d y465 w4e h46"><div class="t m0 x15 h6 y426 ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xc3 y465 w3e h46"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">3 201      </span></div></div><div class="c xc4 y465 w4f h46"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">3 207      </span></div></div><div class="c xc5 y465 w4f h46"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">6 424      </span></div></div><div class="c x98 y465 w50 h46"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">12 049      </span></div></div><div class="c xc6 y465 w32 h46"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">4 959      </span></div></div><div class="c xc7 y465 w25 h46"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">4 511      </span></div></div><div class="c xc8 y465 w51 h46"><div class="t m0 x2d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">34 351      </span></div></div><div class="c xc9 y465 w52 h46"><div class="t m0 x72 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">29 911      </span></div></div><div class="c x6d y466 w4e h46"><div class="t m0 x15 h6 y426 ff1 fs2 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability (*) </div></div><div class="c xc3 y466 w3e h46"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">40 963      </span></div></div><div class="c xc4 y466 w4f h46"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y466 w4f h46"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x98 y466 w50 h46"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y466 w32 h46"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y466 w25 h46"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc8 y466 w51 h46"><div class="t m0 x2d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">40 963      </span></div></div><div class="c xc9 y466 w52 h46"><div class="t m0 x57 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">62      </span></div></div><div class="c x6d y467 w4e h46"><div class="t m0 x15 hd y426 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xc3 y467 w3e h46"><div class="t m0 x36 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">258 807      </span></div></div><div class="c xc4 y467 w4f h46"><div class="t m0 x38 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">41 453      </span></div></div><div class="c xc5 y467 w4f h46"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">6 800      </span></div></div><div class="c x98 y467 w50 h46"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">12 049      </span></div></div><div class="c xc6 y467 w32 h46"><div class="t m0 x5b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">4 959      </span></div></div><div class="c xc7 y467 w25 h46"><div class="t m0 x62 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">4 511      </span></div></div><div class="c xc8 y467 w51 h46"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">328 579      </span></div></div><div class="c xc9 y467 w52 h46"><div class="t m0 x2f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">283 238      </span></div></div><div class="c x0 y1 w11 h1e"><div class="t m0 xa3 h8 y468 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa3 h8 y469 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h8 y46a ff1 fs4 fc0 sc0 ls0 ws0">(*) Th<span class="_ _1"></span>e liabilities <span class="_ _1"></span>arising <span class="_ _1"></span>from <span class="_ _1"></span>the guar<span class="_ _1"></span>antee iss<span class="_ _1"></span>ued represent <span class="_ _1"></span>the <span class="_ _1"></span>maximum <span class="_ _1"></span>amount <span class="_ _1"></span>that <span class="_ _1"></span>can b<span class="_ _1"></span>e used <span class="_ _1"></span>(gross <span class="_ _1"></span>value o<span class="_ _1"></span>f the <span class="_ _1"></span>guara<span class="_ _c"></span>ntee) an<span class="_ _1"></span>d are <span class="_ _1"></span>ass<span class="_ _1"></span>igned to <span class="_ _1"></span>the <span class="_ _1"></span>earliest period </div><div class="t m0 x6d h8 y46b ff1 fs4 fc0 sc0 ls0 ws0">in which the guaran<span class="_ _1"></span>tee can be used<span class="_ _1"></span>.  </div><div class="t m0 xa3 h8 y46c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y46d ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y46e ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y46f ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y470 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y471 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y472 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6d h16 y2a6 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x2 y3 w3 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">33<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h17 y473 ff2 fs5 fc2 sc0 ls11 ws0">6.4.<span class="ff7 ls0">  <span class="ff2">Capital <span class="_ _1"></span>manage<span class="_ _0"></span>ment </span></span></div><div class="t m0 x9 h8 y474 ff5 fs4 fc0 sc0 ls0 ws0">The <span class="_ _18"></span>Management <span class="_ _18"></span>Board <span class="_ _18"></span>of <span class="_ _18"></span>t<span class="_ _1"></span>he <span class="_ _18"></span>Parent <span class="_ _18"></span>Company <span class="_ _18"></span>d<span class="_ _1"></span>efines <span class="_ _c"></span>c<span class="_ _1"></span>apital <span class="_ _18"></span>as <span class="_ _18"></span>the <span class="_ _18"></span>Group’s <span class="_ _18"></span>equ<span class="_ _1"></span>ity. <span class="_ _c"></span>The <span class="_ _18"></span>equity <span class="_ _18"></span>h<span class="_ _1"></span>eld <span class="_ _c"></span>b<span class="_ _1"></span>y <span class="_ _18"></span>the <span class="_ _18"></span>Parent </div><div class="t m0 x9 h8 y475 ff1 fs4 fc0 sc0 ls0 ws0">Company <span class="_ _c"></span>meets <span class="_ _18"></span>the <span class="_ _c"></span>requirements<span class="_ _1"></span> <span class="_ _c"></span>provided <span class="_ _c"></span>for <span class="_ _c"></span>in<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _c"></span>Polish <span class="_ _c"></span>Commercial <span class="_ _18"></span>Companies <span class="_ _18"></span>Code. <span class="_ _c"></span>There <span class="_ _c"></span>ar<span class="_ _1"></span>e <span class="_ _c"></span>no <span class="_ _c"></span>other <span class="_ _c"></span>cap<span class="_ _1"></span>ital </div><div class="t m0 x9 h8 y476 ff1 fs4 fc0 sc0 ls0 ws0">requirements imposed b<span class="_ _1"></span>y external regulat<span class="_ _1"></span>ions.  </div><div class="t m0 x9 h8 y477 ff5 fs4 fc0 sc0 ls0 ws0">The Group’s capital management activities are aimed at pro<span class="_ _1"></span>tecting the Group’s ability to continue its operations so as to<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9 h8 y9e ff1 fs4 fc0 sc0 ls0 ws0">ensure a <span class="_ _1"></span>return on<span class="_ _1"></span> investmen<span class="_ _1"></span>t for the <span class="_ _1"></span>shareholders <span class="_ _1"></span>and be<span class="_ _1"></span>nefits for oth<span class="_ _1"></span>er interested <span class="_ _1"></span>parties, <span class="_ _1"></span>as well <span class="_ _1"></span>as <span class="_ _1"></span>maintenance of<span class="_ _1"></span> </div><div class="t m0 x9 h8 y478 ff1 fs4 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>optimum <span class="_ _1"></span>capital <span class="_ _1"></span>s<span class="_ _1"></span>tructure <span class="_ _1"></span>to <span class="_ _1"></span>lower <span class="_ _1"></span>the <span class="_ _1"></span>cost <span class="_ _c"></span>of <span class="_ _1"></span>capital. <span class="_ _1"></span>The <span class="_ _1"></span>Group <span class="_ _1"></span>als<span class="_ _1"></span>o <span class="_ _1"></span>follows <span class="_ _1"></span>a <span class="_ _1"></span>rule <span class="_ _1"></span>that<span class="_ _1"></span> <span class="_ _1"></span>non<span class="_ _1"></span>-current <span class="_ _c"></span>assets <span class="_ _1"></span>are <span class="_ _1"></span>to </div><div class="t m0 x9 h8 y10 ff1 fs4 fc0 sc0 ls0 ws0">be fully financed b<span class="_ _1"></span>y equity. </div><div class="t m0 x9 h8 y479 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y47a w35 h23"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y47a w53 h23"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025<span class="_ _0"></span> </div></div><div class="c x90 y47a w54 h23"><div class="t m0 x2d hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x9 y47b w35 h49"><div class="t m0 x15 h6 y47c ff1 fs2 fc0 sc0 lsb ws0">Non<span class="ls0">-current ass<span class="_ _0"></span>ets </span></div></div><div class="c xce y47b w53 h49"><div class="t m0 x68 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">97 958 </div></div><div class="c x90 y47b w54 h49"><div class="t m0 x3a h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">113 255 </div></div><div class="c x9 y47d w35 h4a"><div class="t m0 x15 h6 y180 ff1 fs2 fc0 sc0 ls0 ws0">Equity </div></div><div class="c xce y47d w53 h4a"><div class="t m0 x55 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">556 293 </div></div><div class="c x90 y47d w54 h4a"><div class="t m0 x3a h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">489 891 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y28d ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y47e ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _5"></span>accordan<span class="_ _1"></span>ce <span class="_ _5"></span>with <span class="_ _5"></span>the <span class="_ _0"></span>concluded <span class="_ _5"></span>loan <span class="_ _0"></span>agreements <span class="_ _5"></span>with <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>banks, <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Parent <span class="_ _5"></span>Compan<span class="_ _1"></span>y <span class="_ _5"></span>is <span class="_ _5"></span>required <span class="_ _5"></span>to <span class="_ _0"></span>maintain <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>equity </div><div class="t m0 x9 h8 y28f ff1 fs4 fc0 sc0 ls0 ws0">ratio (the ratio of equity<span class="_ _1"></span> to total assets) at a fixed level<span class="_ _1"></span>. </div><div class="t m0 x9 h8 y2d7 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y47f w55 h14"><div class="t m0 x15 h8 y459 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y47f w56 h14"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025<span class="_ _0"></span> </div></div><div class="c xd0 y47f w57 h14"><div class="t m0 x25 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x9 y480 w55 h4b"><div class="t m0 x15 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">Equity </div></div><div class="c xcf y480 w56 h4b"><div class="t m0 xa0 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">556 293 </div></div><div class="c xd0 y480 w57 h4b"><div class="t m0 x2a h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">489 891 </div></div><div class="c x9 y33e w55 h4b"><div class="t m0 x15 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">Total asset<span class="_ _0"></span>s </div></div><div class="c xcf y33e w56 h4b"><div class="t m0 xa0 h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">748 257 </div></div><div class="c xd0 y33e w57 h4b"><div class="t m0 x2a h6 y66 ff1 fs2 fc0 sc0 ls0 ws0">787 155 </div></div><div class="c x9 y481 w55 h4b"><div class="t m0 x15 hd y66 ff2 fs2 fc0 sc0 ls0 ws0">Equity ratio<span class="ff1"> </span></div></div><div class="c xcf y481 w56 h4b"><div class="t m0 x9 hd y66 ff2 fs2 fc0 sc0 ls6 ws0">74%<span class="ff1 ls0"> </span></div></div><div class="c xd0 y481 w57 h4b"><div class="t m0 xcb hd y66 ff2 fs2 fc0 sc0 ls6 ws0">62%<span class="ff1 ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y482 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y483 ff1 fs4 fc0 sc0 ls0 ws0">In the period cov<span class="_ _1"></span>ered by these consolidated finan<span class="_ _1"></span>cial statements, the Group imple<span class="_ _1"></span>mented the above ob<span class="_ _1"></span>jective<span class="_ _1"></span>. </div><div class="t m0 x9 h9 y484 ff2 fs0 fc2 sc0 lsd ws0">7.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Financial i<span class="_ _5"></span>nstruments </span></span></div></div><div class="c x9 y485 w58 h4c"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xa8 y485 w3d h4c"><div class="t m0 x5f hd y486 ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xf y485 w59 h4c"><div class="t m0 x6d hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x9 y487 w58 h4d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y487 w5a h4d"><div class="t m0 x50 hd y488 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x86 hd y3f4 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost </div></div><div class="c xf y487 w5b h4d"><div class="t m0 x21 hd yd0 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost<span class="_ _0"></span> </div></div><div class="c xab y487 w54 h4d"><div class="t m0 x6b hd y488 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x1c hd y3f4 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost<span class="_ _0"></span> </div></div><div class="c x9 y489 w58 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables </div></div><div class="c xa8 y489 w5a h26"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">91<span class="ls0"> </span>644<span class="ls0"> </span></div></div><div class="c xf y489 w5b h26"><div class="t m0 xd1 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xab y489 w54 h26"><div class="t m0 xa3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y48a w58 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Cash </div></div><div class="c xa8 y48a w5a h26"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">63<span class="ls0"> </span>406<span class="ls0"> </span></div></div><div class="c xf y48a w5b h26"><div class="t m0 xd1 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xab y48a w54 h26"><div class="t m0 xa3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y48b w58 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa8 y48b w5a h26"><div class="t m0 xd2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y48b w5b h26"><div class="t m0 xd3 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">114 216 </div></div><div class="c xab y48b w54 h26"><div class="t m0 x2e h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c x9 y48c w58 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xa8 y48c w5a h41"><div class="t m0 xd2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y48c w5b h41"><div class="t m0 x69 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">15 508 </div></div><div class="c xab y48c w54 h41"><div class="t m0 xa3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y48d w58 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xa8 y48d w5a h26"><div class="t m0 xd2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y48d w5b h26"><div class="t m0 x69 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">22 307 </div></div><div class="c xab y48d w54 h26"><div class="t m0 xa3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y48e w58 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c xa8 y48e w5a h26"><div class="t m0 xd4 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">155 050 </div></div><div class="c xf y48e w5b h26"><div class="t m0 xd3 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">152 031 </div></div><div class="c xab y48e w54 h26"><div class="t m0 x2e hd y61 ff2 fs2 fc0 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y48f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y490 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y491 w58 h4e"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xa8 y491 w3d h4e"><div class="t m0 x5f hd y492 ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xf y491 w59 h4e"><div class="t m0 x6d hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x9 y493 w58 h4d"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y493 w5a h4d"><div class="t m0 x50 hd y488 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x86 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost </div></div><div class="c xf y493 w5b h4d"><div class="t m0 x21 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost<span class="_ _0"></span> </div></div><div class="c xab y493 w54 h4d"><div class="t m0 x6b hd y488 ff2 fs2 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x1c hd y409 ff2 fs2 fc0 sc0 ls0 ws0">at amortised cost<span class="_ _0"></span> </div></div><div class="c x9 y494 w58 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables </div></div><div class="c xa8 y494 w5a h26"><div class="t m0 x2e h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">88 059 </div></div><div class="c xf y494 w5b h26"><div class="t m0 xd1 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xab y494 w54 h26"><div class="t m0 xa3 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y495 w58 h44"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Cash </div></div><div class="c xa8 y495 w5a h44"><div class="t m0 x2e h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c xf y495 w5b h44"><div class="t m0 xd1 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xab y495 w54 h44"><div class="t m0 xa3 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y496 w58 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa8 y496 w5a h41"><div class="t m0 xd2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y496 w5b h41"><div class="t m0 xd3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">199 708 </div></div><div class="c xab y496 w54 h41"><div class="t m0 x2e h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">62<span class="ls0"> </span></div></div><div class="c x9 y497 w58 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xa8 y497 w5a h26"><div class="t m0 xd2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y497 w5b h26"><div class="t m0 x69 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c xab y497 w54 h26"><div class="t m0 xa3 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y498 w58 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xa8 y498 w5a h26"><div class="t m0 xd2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf y498 w5b h26"><div class="t m0 x69 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">29 911 </div></div><div class="c xab y498 w54 h26"><div class="t m0 xa3 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x9 y499 w58 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c xa8 y499 w5a h26"><div class="t m0 xd4 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">127 187 </div></div><div class="c xf y499 w5b h26"><div class="t m0 xd3 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">263 459 </div></div><div class="c xab y499 w54 h26"><div class="t m0 x2e hd y64 ff2 fs2 fc0 sc0 ls6 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y49a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y49b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y10b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y49c ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x2 y3 w3 h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x7 h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">34<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x9 h8 ya ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y165 ff1 fs4 fc0 sc0 ls0 ws0">Revenue and expenses r<span class="_ _1"></span>elating to financial as<span class="_ _1"></span>sets or financial liabilities not measu<span class="_ _1"></span>red at fair value through<span class="_ _1"></span> profit or loss:<span class="_ _c"></span> </div><div class="t m0 x9 h8 y49d ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y49e w5c h26"><div class="t m0 x15 hd yef ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2">12 months ended <span class="_ _0"></span>31 December 2<span class="_ _0"></span>025<span class="ff1"> </span></span></div></div><div class="c xd5 y49e w5d h26"><div class="t m0 xd2 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xc5 y49e w5e h26"><div class="t m0 xd3 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x9 y49f w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> income </div></div><div class="c xd5 y49f w5d h26"><div class="t m0 x7b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>       <span class="ls0">849      </span></div></div><div class="c xc5 y49f w5e h26"><div class="t m0 x23 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4a0 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xd5 y4a0 w5d h26"><div class="t m0 xd6 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4a0 w5e h26"><div class="t m0 x1a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span> <span class="ls0">(2 239)     </span></div></div><div class="c x9 y286 w5c h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n foreign exc<span class="_ _0"></span>hange differences </div></div><div class="c xd5 y286 w5d h41"><div class="t m0 x80 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">1 237      </span></div></div><div class="c xc5 y286 w5e h41"><div class="t m0 x85 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span><span class="ls0">11 189      </span></div></div><div class="c x9 y141 w5c h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>foreign exchange d<span class="_ _0"></span>ifferences </div></div><div class="c xd5 y141 w5d h26"><div class="t m0 xd7 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span> <span class="ls0">(2 919)     </span></div></div><div class="c xc5 y141 w5e h26"><div class="t m0 x1a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span> <span class="ls0">(3 983)     </span></div></div><div class="c x9 y4a1 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Establishment<span class="_ _0"></span> of impair<span class="_ _0"></span>ment write-downs </div></div><div class="c xd5 y4a1 w5d h26"><div class="t m0 xd6 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>        <span class="ls0">(87)     </span></div></div><div class="c xc5 y4a1 w5e h26"><div class="t m0 x23 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4a2 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment wr<span class="_ _0"></span>ite-downs </div></div><div class="c xd5 y4a2 w5d h26"><div class="t m0 x95 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>          <span class="ls0">32      </span></div></div><div class="c xc5 y4a2 w5e h26"><div class="t m0 x23 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4a3 w5c h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Total net<span class="_ _0"></span> profit / (loss) </div></div><div class="c xd5 y4a3 w5d h26"><div class="t m0 x28 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>     <span class="ls0">(888)     </span></div></div><div class="c xc5 y4a3 w5e h26"><div class="t m0 x12 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">4 967      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y189 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y18a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y4a4 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y4a5 w5c h26"><div class="t m0 x15 hd yef ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2">12 months ended <span class="_ _0"></span>31 December 2<span class="_ _0"></span>024<span class="ff1"> </span></span></div></div><div class="c xd5 y4a5 w5d h26"><div class="t m0 xd2 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xc5 y4a5 w5e h26"><div class="t m0 xd3 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x9 y4a6 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> income </div></div><div class="c xd5 y4a6 w5d h26"><div class="t m0 x55 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">1 093      </span></div></div><div class="c xc5 y4a6 w5e h26"><div class="t m0 x6e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4a7 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xd5 y4a7 w5d h26"><div class="t m0 x55 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4a7 w5e h26"><div class="t m0 x87 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="_ _1"></span><span class="ls0">(2 577)     </span></div></div><div class="c x9 y4a8 w5c h4f"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n foreign exc<span class="_ _0"></span>hange differences </div></div><div class="c xd5 y4a8 w5d h4f"><div class="t m0 x55 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">3 153      </span></div></div><div class="c xc5 y4a8 w5e h4f"><div class="t m0 x53 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">7 256      </span></div></div><div class="c x9 y4a9 w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>foreign exchange d<span class="_ _0"></span>ifferences </div></div><div class="c xd5 y4a9 w5d h26"><div class="t m0 x4f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="_ _1"></span><span class="ls0">(1 221)     </span></div></div><div class="c xc5 y4a9 w5e h26"><div class="t m0 x87 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="_ _1"></span><span class="ls0">(5 674)     </span></div></div><div class="c x9 y4aa w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Establishment<span class="_ _0"></span> of impair<span class="_ _0"></span>ment write-downs </div></div><div class="c xd5 y4aa w5d h26"><div class="t m0 x9 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">(275)     </span></div></div><div class="c xc5 y4aa w5e h26"><div class="t m0 x6e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4ab w5c h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment wr<span class="_ _0"></span>ite-downs </div></div><div class="c xd5 y4ab w5d h26"><div class="t m0 x55 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>  <span class="ls0">5      </span></div></div><div class="c xc5 y4ab w5e h26"><div class="t m0 x6e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x9 y4ac w5c h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Total net<span class="_ _0"></span> profit / (loss) </div></div><div class="c xd5 y4ac w5d h41"><div class="t m0 x55 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                          <span class="_ _1"></span><span class="ls0">2 755      </span></div></div><div class="c xc5 y4ac w5e h41"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">(995)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h8 y4ad ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y4ae ff1 fs4 fc0 sc0 ls0 ws0">In the <span class="_ _1"></span>Group&apos;s opinion<span class="_ _1"></span>, the fair value <span class="_ _1"></span>of financial assets <span class="_ _1"></span>and liabilities does<span class="_ _1"></span> not differ from<span class="_ _1"></span> their carryin<span class="_ _1"></span>g amount, mainly<span class="_ _c"></span> </div><div class="t m0 x9 h8 y4af ff1 fs4 fc0 sc0 ls0 ws0">due <span class="_ _1"></span>to th<span class="_ _1"></span>eir short <span class="_ _1"></span>maturity. <span class="_ _1"></span>In <span class="_ _1"></span>case of <span class="_ _1"></span>long<span class="_ _1"></span>-term finan<span class="_ _1"></span>cial lia<span class="_ _1"></span>bilities measu<span class="_ _1"></span>red at <span class="_ _1"></span>amortized<span class="_ _1"></span> cost,<span class="_ _1"></span> the <span class="_ _1"></span>Group <span class="_ _1"></span>uses market </div><div class="t m0 x9 h8 y4b0 ff1 fs4 fc0 sc0 ls0 ws0">interest <span class="_ _1"></span>rates. <span class="_ _1"></span>Therefore th<span class="_ _1"></span>e Group <span class="_ _1"></span>estimates <span class="_ _1"></span>that <span class="_ _1"></span>the <span class="_ _1"></span>carrying valu<span class="_ _1"></span>e of <span class="_ _1"></span>these <span class="_ _1"></span>liabilities <span class="_ _1"></span>also does <span class="_ _1"></span>not <span class="_ _1"></span>differ significantly </div><div class="t m0 x9 h8 y4b1 ff1 fs4 fc0 sc0 ls0 ws0">from their fair value<span class="_ _1"></span>. </div><div class="t m0 x9 h9 y4b2 ff2 fs0 fc2 sc0 lsd ws0">8.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Property, pl<span class="_ _0"></span>ant and equi<span class="_ _0"></span>pment </span></span></div><div class="t m0 x9 h5 y4b3 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y4b4 w5f h18"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y4b4 w60 h18"><div class="t m0 x31 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025<span class="_ _0"></span> </div></div><div class="c xd8 y4b4 w61 h18"><div class="t m0 x31 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x9 y4b5 w5f h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls1f ws0">Land<span class="ls0"> </span></div></div><div class="c x34 y4b5 w60 h41"><div class="t m0 xb2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c xd8 y4b5 w61 h41"><div class="t m0 xb2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c x9 y17b w5f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c x34 y17b w60 h26"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">42 087 </div></div><div class="c xd8 y17b w61 h26"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">42 706 </div></div><div class="c x9 y4b6 w5f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Plant and equ<span class="_ _0"></span>ipment </div></div><div class="c x34 y4b6 w60 h26"><div class="t m0 xb2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">4 188 </div></div><div class="c xd8 y4b6 w61 h26"><div class="t m0 xb2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">3 983 </div></div><div class="c x9 y82 w5f h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c x34 y82 w60 h26"><div class="t m0 xb2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">1 432 </div></div><div class="c xd8 y82 w61 h26"><div class="t m0 xb2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">3 220 </div></div><div class="c x9 y4b7 w5f h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Other </div></div><div class="c x34 y4b7 w60 h41"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">11 671 </div></div><div class="c xd8 y4b7 w61 h41"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">14 966 </div></div><div class="c x9 y4b8 w5f h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c x34 y4b8 w60 h41"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">62 285 </div></div><div class="c xd8 y4b8 w61 h41"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">67 782 </div></div><div class="c x9 y4b9 w5f h50"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y4b9 w60 h50"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y4b9 w61 h50"><div class="t m0 x15 h8 y3f4 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y4ba w5f h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Property<span class="_ _0"></span>, plant and e<span class="_ _0"></span>quipment not transfe<span class="_ _0"></span>rred for u<span class="_ _0"></span>se </div></div><div class="c x34 y4ba w60 h26"><div class="t m0 xb2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">1 239 </div></div><div class="c xd8 y4ba w61 h26"><div class="t m0 xb2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">2 839 </div></div><div class="c x9 y4bb w5f h50"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x34 y4bb w60 h50"><div class="t m0 x24 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y4bb w61 h50"><div class="t m0 x15 h8 y3f4 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y4bc w5f h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Total property, pl<span class="_ _0"></span>ant and equi<span class="_ _0"></span>pment </div></div><div class="c x34 y4bc w60 h41"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">63 524 </div></div><div class="c xd8 y4bc w61 h41"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">70 621 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 h5 y4bd ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h8 y4be ff1 fs4 fc0 sc0 ls0 ws0">Apart from <span class="_ _1"></span>the pro<span class="_ _1"></span>perty, plant <span class="_ _1"></span>and <span class="_ _1"></span>equipment serving <span class="_ _1"></span>as s<span class="_ _1"></span>ecurity in <span class="_ _1"></span>respect of <span class="_ _1"></span>working c<span class="_ _1"></span>apital facilities <span class="_ _1"></span>(note 18<span class="_ _1"></span>), there </div><div class="t m0 x9 h8 y4bf ff1 fs4 fc0 sc0 ls0 ws0">are no restrictions o<span class="_ _1"></span>n the use of property, p<span class="_ _1"></span>lant and equipment held by t<span class="_ _1"></span>he Group.<span class="_ _1"></span> </div><div class="t m0 x9 h8 y4c0 ff1 fs4 fc0 sc0 ls0 ws0">In 2025 and 2024, th<span class="_ _1"></span>e Group did not cap<span class="_ _1"></span>italise borrowing costs due to t<span class="_ _1"></span>he insignificancy of these amounts<span class="_ _1"></span>. <span class="_ _1"></span> </div><div class="t m0 x9 h8 y4c1 ff1 fs4 fc0 sc0 ls0 ws0">As <span class="_ _5"></span>at 31<span class="_ _5"></span> <span class="_ _0"></span>December <span class="_ _5"></span>2025, <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Group <span class="_ _5"></span>had<span class="_ _1"></span> <span class="_ _5"></span>commitments <span class="_ _5"></span>to <span class="_ _0"></span>incur <span class="_ _5"></span>expenses <span class="_ _0"></span>for <span class="_ _5"></span>property, <span class="_ _5"></span>p<span class="_ _1"></span>lant <span class="_ _5"></span>and <span class="_ _5"></span>equipment <span class="_ _0"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>amount </div><div class="t m0 x9 h8 y393 ff1 fs4 fc0 sc0 ls0 ws0">of PLN 77 thous<span class="_ _1"></span>and. </div><div class="t m0 x9 h5 y4c2 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h5 y4c3 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf wf h1e" ><div class="pc pc23 wf h1e"><img class="bi x94 ye0 w62 h1f" alt="" 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class="c x0 y1 w11 h1e"><div class="t m0 xd9 h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0">  <span class="_ _12"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span> <span class="_ _27"> </span> <span class="_ _f"> </span> <span class="_ _27"> </span>TOYA S.A. CAPITAL GROUP </div><div class="t m0 xda h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 xdb h5 ye3 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xdc h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 xdd h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xde h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">35<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xd6 hb y1b2 ff2 fs4 fc0 sc0 ls0 ws0">Changes in prop<span class="_ _1"></span>erty, plant and equipment by type<span class="_ _1"></span> </div></div><div class="c xdf y4c4 w63 h1b"><div class="t m0 x15 h6 yd4 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y4c4 w64 h1b"><div class="t m0 xc1 hd yd4 ff2 fs2 fc0 sc0 ls0 ws0"> Land  </div></div><div class="c x79 y4c4 w65 h1b"><div class="t m0 x1e hd yc8 ff2 fs2 fc0 sc0 ls0 ws0"> Buildings and </div><div class="t m0 x95 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">structures  </div></div><div class="c xe0 y4c4 w66 h1b"><div class="t m0 x62 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0"> Technical equip<span class="_ _0"></span>ment and </div><div class="t m0 xaa hd y64 ff2 fs2 fc0 sc0 ls0 ws0">machinery  </div></div><div class="c xe1 y4c4 w67 h1b"><div class="t m0 x95 hd yd4 ff2 fs2 fc0 sc0 ls0 ws0"> Vehicles  </div></div><div class="c xe2 y4c4 w68 h1b"><div class="t m0 x12 hd yd4 ff2 fs2 fc0 sc0 ls0 ws0"> Other  </div></div><div class="c xe3 y4c4 w69 h1b"><div class="t m0 x62 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0"> Property, plant and <span class="_ _5"></span>equipment </div><div class="t m0 xd7 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">not transferred for u<span class="_ _5"></span>s<span class="_ _1"></span>e  </div></div><div class="c x4e y4c4 w6a h1b"><div class="t m0 xc1 hd yd4 ff2 fs2 fc0 sc0 ls0 ws0"> Total  </div></div><div class="c xdf y4c5 w63 h4b"><div class="t m0 x15 hd y45d ff2 fs2 fc0 sc0 ls0 ws0"> Initial val<span class="_ _0"></span>ue </div></div><div class="c xa8 y4c5 w64 h4b"><div class="t m0 x33 hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4c5 w65 h4b"><div class="t m0 x50 hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4c5 w66 h4b"><div class="t m0 xa2 hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4c5 w67 h4b"><div class="t m0 xbb hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4c5 w68 h4b"><div class="t m0 x4f hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4c5 w69 h4b"><div class="t m0 xe4 hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4c5 w6a h4b"><div class="t m0 x68 hd y45d ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4c6 w63 h41"><div class="t m0 x15 hd y61 ff1 fs2 fc0 sc0 ls0 ws0"> As at<span class="ff2"> 1 January 2<span class="_ _0"></span>025 </span></div></div><div class="c xa8 y4c6 w64 h41"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">2 907      </span></div></div><div class="c x79 y4c6 w65 h41"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">53 131      </span></div></div><div class="c xe0 y4c6 w66 h41"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">16 344      </span></div></div><div class="c xe1 y4c6 w67 h41"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">8 726      </span></div></div><div class="c xe2 y4c6 w68 h41"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">29 097      </span></div></div><div class="c xe3 y4c6 w69 h41"><div class="t m0 xd7 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                <span class="ls0">2 839      </span></div></div><div class="c x4e y4c6 w6a h41"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">113 044      </span></div></div><div class="c xdf y4c7 w63 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xa8 y4c7 w64 h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4c7 w65 h41"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">646      </span></div></div><div class="c xe0 y4c7 w66 h41"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">227      </span></div></div><div class="c xe1 y4c7 w67 h41"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe2 y4c7 w68 h41"><div class="t m0 x52 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">1 518      </span></div></div><div class="c xe3 y4c7 w69 h41"><div class="t m0 xd7 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                <span class="ls0">4 157      </span></div></div><div class="c x4e y4c7 w6a h41"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">6 548      </span></div></div><div class="c xdf y4c8 w63 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on / sale </div></div><div class="c xa8 y4c8 w64 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4c8 w65 h26"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe0 y4c8 w66 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">(101)     </span></div></div><div class="c xe1 y4c8 w67 h26"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(2 767)     </span></div></div><div class="c xe2 y4c8 w68 h26"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(197)     </span></div></div><div class="c xe3 y4c8 w69 h26"><div class="t m0 x65 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4c8 w6a h26"><div class="t m0 x5a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(3 065)     </span></div></div><div class="c xdf y4c9 w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa8 y4c9 w64 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4c9 w65 h26"><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">3 799      </span></div></div><div class="c xe0 y4c9 w66 h26"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">1 640      </span></div></div><div class="c xe1 y4c9 w67 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 715      </span></div></div><div class="c xe2 y4c9 w68 h26"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">288      </span></div></div><div class="c xe3 y4c9 w69 h26"><div class="t m0 x95 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">(5 750)     </span></div></div><div class="c x4e y4c9 w6a h26"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">1 692      </span></div></div><div class="c xdf y4ca w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa8 y4ca w64 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4ca w65 h26"><div class="t m0 x62 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(3 241)     </span></div></div><div class="c xe0 y4ca w66 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">(246)     </span></div></div><div class="c xe1 y4ca w67 h26"><div class="t m0 x38 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(208)     </span></div></div><div class="c xe2 y4ca w68 h26"><div class="t m0 x7b h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">(381)     </div></div><div class="c xe3 y4ca w69 h26"><div class="t m0 x65 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                        <span class="_ _1"></span><span class="ls0">(7)     </span></div></div><div class="c x4e y4ca w6a h26"><div class="t m0 x38 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(5 083)     </span></div></div><div class="c xdf y4cb w63 h51"><div class="t m0 x15 hd y4cc ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xa8 y4cb w64 h51"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">2 907      </span></div></div><div class="c x79 y4cb w65 h51"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">54 335      </span></div></div><div class="c xe0 y4cb w66 h51"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">17 864      </span></div></div><div class="c xe1 y4cb w67 h51"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">7 466      </span></div></div><div class="c xe2 y4cb w68 h51"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">29 325      </span></div></div><div class="c xe3 y4cb w69 h51"><div class="t m0 xd7 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                <span class="ls0">1 239      </span></div></div><div class="c x4e y4cb w6a h51"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">113 136      </span></div></div><div class="c xdf y4cd w63 h52"><div class="t m0 x15 h53 y112 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y4cd w64 h52"><div class="t m0 x33 h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4cd w65 h52"><div class="t m0 x50 h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4cd w66 h52"><div class="t m0 x7e h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4cd w67 h52"><div class="t m0 xbb h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4cd w68 h52"><div class="t m0 x9 h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4cd w69 h52"><div class="t m0 xe4 h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4cd w6a h52"><div class="t m0 x68 h53 y4ce ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y3d4 w63 h54"><div class="t m0 x15 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y3d4 w64 h54"><div class="t m0 x33 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y3d4 w65 h54"><div class="t m0 x50 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y3d4 w66 h54"><div class="t m0 x7e h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y3d4 w67 h54"><div class="t m0 xbb h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y3d4 w68 h54"><div class="t m0 x9 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y3d4 w69 h54"><div class="t m0 xe4 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y3d4 w6a h54"><div class="t m0 x68 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4d0 w63 h26"><div class="t m0 x15 hd y64 ff1 fs2 fc0 sc0 ls0 ws0"> As at<span class="ff2"> 1 January 2<span class="_ _0"></span>024 </span></div></div><div class="c xa8 y4d0 w64 h26"><div class="t m0 x1d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">2 907     <span class="ff1"> </span></span></div></div><div class="c x79 y4d0 w65 h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">47 852     <span class="ff1"> </span></span></div></div><div class="c xe0 y4d0 w66 h26"><div class="t m0 x23 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">15 180     <span class="ff1"> </span></span></div></div><div class="c xe1 y4d0 w67 h26"><div class="t m0 x1e hd y64 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">5 190     <span class="ff1"> </span></span></div></div><div class="c xe2 y4d0 w68 h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">23 483     <span class="ff1"> </span></span></div></div><div class="c xe3 y4d0 w69 h26"><div class="t m0 x3b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">2 907     <span class="ff1"> </span></span></div></div><div class="c x4e y4d0 w6a h26"><div class="t m0 x62 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">97 519      </span></div></div><div class="c xdf y4d1 w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xa8 y4d1 w64 h26"><div class="t m0 x72 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d1 w65 h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">505      </span></div></div><div class="c xe0 y4d1 w66 h26"><div class="t m0 x1c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">474      </span></div></div><div class="c xe1 y4d1 w67 h26"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">511      </span></div></div><div class="c xe2 y4d1 w68 h26"><div class="t m0 x62 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">4 312      </span></div></div><div class="c xe3 y4d1 w69 h26"><div class="t m0 x6e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">11 144      </span></div></div><div class="c x4e y4d1 w6a h26"><div class="t m0 x62 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">16 946      </span></div></div><div class="c xdf y4d2 w63 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on / sale </div></div><div class="c xa8 y4d2 w64 h41"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d2 w65 h41"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe0 y4d2 w66 h41"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(304)     </span></div></div><div class="c xe1 y4d2 w67 h41"><div class="t m0 xaf h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(3 402)     </span></div></div><div class="c xe2 y4d2 w68 h41"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(374)     </span></div></div><div class="c xe3 y4d2 w69 h41"><div class="t m0 x87 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(275)     </span></div></div><div class="c x4e y4d2 w6a h41"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(4 355)     </span></div></div><div class="c xdf y4d3 w63 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa8 y4d3 w64 h26"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d3 w65 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">4 205      </span></div></div><div class="c xe0 y4d3 w66 h26"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">1 010      </span></div></div><div class="c xe1 y4d3 w67 h26"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">6 390      </span></div></div><div class="c xe2 y4d3 w68 h26"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">1 596      </span></div></div><div class="c xe3 y4d3 w69 h26"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">(10 932)     </span></div></div><div class="c x4e y4d3 w6a h26"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">2 269      </span></div></div><div class="c xdf y4d4 w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa8 y4d4 w64 h26"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d4 w65 h26"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">569      </span></div></div><div class="c xe0 y4d4 w66 h26"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">(16)     </span></div></div><div class="c xe1 y4d4 w67 h26"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">37      </span></div></div><div class="c xe2 y4d4 w68 h26"><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">80      </span></div></div><div class="c xe3 y4d4 w69 h26"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="_ _1"></span><span class="ls0">(5)     </span></div></div><div class="c x4e y4d4 w6a h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">665      </span></div></div><div class="c xdf y4d5 w63 h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024  </div></div><div class="c xa8 y4d5 w64 h26"><div class="t m0 x1d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x79 y4d5 w65 h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">53 131      </span></div></div><div class="c xe0 y4d5 w66 h26"><div class="t m0 x23 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">16 344      </span></div></div><div class="c xe1 y4d5 w67 h26"><div class="t m0 x1e hd y64 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">8 726      </span></div></div><div class="c xe2 y4d5 w68 h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">29 097      </span></div></div><div class="c xe3 y4d5 w69 h26"><div class="t m0 x3b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">2 839      </span></div></div><div class="c x4e y4d5 w6a h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">113 044      </span></div></div><div class="c xdf y4d6 w63 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y4d6 w64 h26"><div class="t m0 x33 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4d6 w65 h26"><div class="t m0 x50 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4d6 w66 h26"><div class="t m0 xa2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4d6 w67 h26"><div class="t m0 xbb h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4d6 w68 h26"><div class="t m0 x4f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4d6 w69 h26"><div class="t m0 xe4 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4d6 w6a h26"><div class="t m0 x68 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4d7 w63 h41"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation       </div></div><div class="c xa8 y4d7 w64 h41"><div class="t m0 x33 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4d7 w65 h41"><div class="t m0 x50 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4d7 w66 h41"><div class="t m0 xa2 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4d7 w67 h41"><div class="t m0 xbb hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4d7 w68 h41"><div class="t m0 x4f hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4d7 w69 h41"><div class="t m0 xe4 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4d7 w6a h41"><div class="t m0 x68 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4d8 w63 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xa8 y4d8 w64 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d8 w65 h41"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">10 425      </span></div></div><div class="c xe0 y4d8 w66 h41"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">12 361      </span></div></div><div class="c xe1 y4d8 w67 h41"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">5 506      </span></div></div><div class="c xe2 y4d8 w68 h41"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">14 131      </span></div></div><div class="c xe3 y4d8 w69 h41"><div class="t m0 x65 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4d8 w6a h41"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">42 423      </span></div></div><div class="c xdf y4d9 w63 h4f"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the fina<span class="_ _0"></span>ncial year  </div></div><div class="c xa8 y4d9 w64 h4f"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4d9 w65 h4f"><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">2 121      </span></div></div><div class="c xe0 y4d9 w66 h4f"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">1 613      </span></div></div><div class="c xe1 y4d9 w67 h4f"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">634      </span></div></div><div class="c xe2 y4d9 w68 h4f"><div class="t m0 x52 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">4 296      </span></div></div><div class="c xe3 y4d9 w69 h4f"><div class="t m0 x65 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4d9 w6a h4f"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">8 664      </span></div></div><div class="c xdf y4da w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xa8 y4da w64 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc5 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="fc0 ls0"> </span></div></div><div class="c x79 y4da w65 h26"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe0 y4da w66 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">(101)     </span></div></div><div class="c xe1 y4da w67 h26"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(1 651)     </span></div></div><div class="c xe2 y4da w68 h26"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(197)     </span></div></div><div class="c xe3 y4da w69 h26"><div class="t m0 x65 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4da w6a h26"><div class="t m0 x5a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(1 949)     </span></div></div><div class="c xdf y4db w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa8 y4db w64 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4db w65 h26"><div class="t m0 x4b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe0 y4db w66 h26"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe1 y4db w67 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 687      </span></div></div><div class="c xe2 y4db w68 h26"><div class="t m0 x59 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xe3 y4db w69 h26"><div class="t m0 x65 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4db w6a h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">1 687      </span></div></div><div class="c xdf y4dc w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa8 y4dc w64 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4dc w65 h26"><div class="t m0 x2b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">(298)     </span></div></div><div class="c xe0 y4dc w66 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">(197)     </span></div></div><div class="c xe1 y4dc w67 h26"><div class="t m0 x38 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(142)     </span></div></div><div class="c xe2 y4dc w68 h26"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(576)     </span></div></div><div class="c xe3 y4dc w69 h26"><div class="t m0 x65 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4dc w6a h26"><div class="t m0 xae hd y64 ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">(1 213)     </span></div></div><div class="c xdf y4dd w63 h41"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xa8 y4dd w64 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4dd w65 h41"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">12 248      </span></div></div><div class="c xe0 y4dd w66 h41"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">13 676      </span></div></div><div class="c xe1 y4dd w67 h41"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">6 034      </span></div></div><div class="c xe2 y4dd w68 h41"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">17 654      </span></div></div><div class="c xe3 y4dd w69 h41"><div class="t m0 x65 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4dd w6a h41"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">49 612      </span></div></div><div class="c xdf y4de w63 h22"><div class="t m0 x15 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y4de w64 h22"><div class="t m0 x68 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y4de w65 h22"><div class="t m0 xe5 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y4de w66 h22"><div class="t m0 xe6 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y4de w67 h22"><div class="t m0 x39 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y4de w68 h22"><div class="t m0 x55 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y4de w69 h22"><div class="t m0 xb5 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y4de w6a h22"><div class="t m0 xaa h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y4df w63 h54"><div class="t m0 x15 h55 y47c ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa8 y4df w64 h54"><div class="t m0 x33 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4df w65 h54"><div class="t m0 x50 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4df w66 h54"><div class="t m0 x7e h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4df w67 h54"><div class="t m0 xbb h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4df w68 h54"><div class="t m0 x9 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4df w69 h54"><div class="t m0 xe4 h55 y4cf ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4df w6a h54"><div class="t m0 x68 h53 y4cf ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4e0 w63 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>024 </div></div><div class="c xa8 y4e0 w64 h26"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-<span class="ff1"> </span></span></div></div><div class="c x79 y4e0 w65 h26"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">8 441     <span class="ff1"> </span></span></div></div><div class="c xe0 y4e0 w66 h26"><div class="t m0 x23 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">11 124     <span class="ff1"> </span></span></div></div><div class="c xe1 y4e0 w67 h26"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">3 455     <span class="ff1"> </span></span></div></div><div class="c xe2 y4e0 w68 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">10 749     <span class="ff1"> </span></span></div></div><div class="c xe3 y4e0 w69 h26"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ff1 ls0"> </span></div></div><div class="c x4e y4e0 w6a h26"><div class="t m0 x62 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">33 769      </span></div></div><div class="c xdf y4e1 w63 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the fina<span class="_ _0"></span>ncial year  </div></div><div class="c xa8 y4e1 w64 h26"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">- </span></div></div><div class="c x79 y4e1 w65 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">1 945      </span></div></div><div class="c xe0 y4e1 w66 h26"><div class="t m0 x1c h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">1 551      </span></div></div><div class="c xe1 y4e1 w67 h26"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">2 398      </span></div></div><div class="c xe2 y4e1 w68 h26"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">3 764      </span></div></div><div class="c xe3 y4e1 w69 h26"><div class="t m0 x87 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4e1 w6a h26"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">9 658      </span></div></div><div class="c xdf y4e2 w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xa8 y4e2 w64 h26"><div class="t m0 x59 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">- </span></div></div><div class="c x79 y4e2 w65 h26"><div class="t m0 x5a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe0 y4e2 w66 h26"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(296)     </span></div></div><div class="c xe1 y4e2 w67 h26"><div class="t m0 xaf h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 619)     </span></div></div><div class="c xe2 y4e2 w68 h26"><div class="t m0 x56 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(374)     </span></div></div><div class="c xe3 y4e2 w69 h26"><div class="t m0 x87 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4e2 w6a h26"><div class="t m0 x56 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(3 289)     </span></div></div><div class="c xdf y4e3 w63 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa8 y4e3 w64 h26"><div class="t m0 x59 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">- </span></div></div><div class="c x79 y4e3 w65 h26"><div class="t m0 x5a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe0 y4e3 w66 h26"><div class="t m0 x23 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe1 y4e3 w67 h26"><div class="t m0 x1e h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">2 246      </span></div></div><div class="c xe2 y4e3 w68 h26"><div class="t m0 x56 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe3 y4e3 w69 h26"><div class="t m0 x87 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4e3 w6a h26"><div class="t m0 x26 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">2 246      </span></div></div><div class="c xdf y4e4 w63 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa8 y4e4 w64 h41"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">- </span></div></div><div class="c x79 y4e4 w65 h41"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">39      </span></div></div><div class="c xe0 y4e4 w66 h41"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">(18)     </span></div></div><div class="c xe1 y4e4 w67 h41"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">26      </span></div></div><div class="c xe2 y4e4 w68 h41"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(8)     </span></div></div><div class="c xe3 y4e4 w69 h41"><div class="t m0 x87 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4e4 w6a h41"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">39      </span></div></div><div class="c xdf y4e5 w63 h4f"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024  </div></div><div class="c xa8 y4e5 w64 h4f"><div class="t m0 x59 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x79 y4e5 w65 h4f"><div class="t m0 x5a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">10 425      </span></div></div><div class="c xe0 y4e5 w66 h4f"><div class="t m0 x23 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">12 361      </span></div></div><div class="c xe1 y4e5 w67 h4f"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">5 506      </span></div></div><div class="c xe2 y4e5 w68 h4f"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">14 131      </span></div></div><div class="c xe3 y4e5 w69 h4f"><div class="t m0 x87 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e y4e5 w6a h4f"><div class="t m0 x62 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">42 423      </span></div></div><div class="c xdf y30a w63 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa8 y30a w64 h26"><div class="t m0 x33 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y30a w65 h26"><div class="t m0 x50 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y30a w66 h26"><div class="t m0 xa2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y30a w67 h26"><div class="t m0 xbb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y30a w68 h26"><div class="t m0 x4f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y30a w69 h26"><div class="t m0 xe4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y30a w6a h26"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4e6 w63 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xa8 y4e6 w64 h26"><div class="t m0 x33 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x79 y4e6 w65 h26"><div class="t m0 x50 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4e6 w66 h26"><div class="t m0 xa2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4e6 w67 h26"><div class="t m0 xbb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4e6 w68 h26"><div class="t m0 x4f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4e6 w69 h26"><div class="t m0 xe4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e y4e6 w6a h26"><div class="t m0 x68 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4e7 w63 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xa8 y4e7 w64 h26"><div class="t m0 x56 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">2 907      </span></div></div><div class="c x79 y4e7 w65 h26"><div class="t m0 x59 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">42 087      </span></div></div><div class="c xe0 y4e7 w66 h26"><div class="t m0 x30 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">4 188      </span></div></div><div class="c xe1 y4e7 w67 h26"><div class="t m0 x10 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">1 432      </span></div></div><div class="c xe2 y4e7 w68 h26"><div class="t m0 xcc hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">11 671      </span></div></div><div class="c xe3 y4e7 w69 h26"><div class="t m0 xd7 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                <span class="ls0">1 239      </span></div></div><div class="c x4e y4e7 w6a h26"><div class="t m0 x52 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">63 524      </span></div></div><div class="c xdf y4e8 w63 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xa8 y4e8 w64 h26"><div class="t m0 x1d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x79 y4e8 w65 h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">42 706      </span></div></div><div class="c xe0 y4e8 w66 h26"><div class="t m0 x1c hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">3 983      </span></div></div><div class="c xe1 y4e8 w67 h26"><div class="t m0 x1e hd y64 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">3 220      </span></div></div><div class="c xe2 y4e8 w68 h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">14 966      </span></div></div><div class="c xe3 y4e8 w69 h26"><div class="t m0 x3b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">2 839      </span></div></div><div class="c x4e y4e8 w6a h26"><div class="t m0 x62 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">70 621      </span></div></div><div class="c x0 y1 w11 h1e"><div class="t m0 xd6 ha y4e9 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x6b y3 w6b h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">36<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6a h9 y58 ff2 fs0 fc2 sc0 lsd ws0">9.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Intangible as<span class="_ _5"></span>se<span class="_ _1"></span>ts </span></span></div></div><div class="c x6a y4ea w6c h1b"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y4ea w6d h1b"><div class="t m0 x1c hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x33 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xe9 y4ea w6e h1b"><div class="t m0 x25 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xea hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x6a y4eb w6c h3d"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Licences, c<span class="_ _0"></span>oncessions<span class="_ _0"></span> and patents, includ<span class="_ _0"></span>ing: </div></div><div class="c xe8 y4eb w6d h3d"><div class="t m0 xea h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 925 </div></div><div class="c xe9 y4eb w6e h3d"><div class="t m0 xeb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 695 </div></div><div class="c x6a y4a0 w6c h3d"><div class="t m0 x18 h24 y4cf ff4 fs8 fc0 sc0 ls0 ws0">-<span class="fs2"> </span>software </div></div><div class="c xe8 y4a0 w6d h3d"><div class="t m0 x68 h56 y4cf ff4 fs8 fc0 sc0 ls0 ws0">2 925 </div></div><div class="c xe9 y4a0 w6e h3d"><div class="t m0 xea h56 y4cf ff4 fs8 fc0 sc0 ls0 ws0">2 695 </div></div><div class="c x6a y4ec w6c h3d"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Other - tr<span class="_ _0"></span>ademarks and <span class="_ _0"></span>industrial designs </div></div><div class="c xe8 y4ec w6d h3d"><div class="t m0 x3a h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">322<span class="ls0"> </span></div></div><div class="c xe9 y4ec w6e h3d"><div class="t m0 xaa h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">370<span class="ls0"> </span></div></div><div class="c x6a y4ed w6c h3d"><div class="t m0 x36 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">Total  </div></div><div class="c xe8 y4ed w6d h3d"><div class="t m0 xea hd y61 ff2 fs2 fc0 sc0 ls0 ws0">3 247 </div></div><div class="c xe9 y4ed w6e h3d"><div class="t m0 xeb hd y61 ff2 fs2 fc0 sc0 ls0 ws0">3 065 </div></div><div class="c x6a y262 w6c h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y262 w6d h3d"><div class="t m0 x83 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y262 w6e h3d"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y4ee w6c h3d"><div class="t m0 x24 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets under de<span class="_ _0"></span>velopment </div></div><div class="c xe8 y4ee w6d h3d"><div class="t m0 x3a h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">188<span class="ls0"> </span></div></div><div class="c xe9 y4ee w6e h3d"><div class="t m0 xeb h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">1 091 </div></div><div class="c x6a y4ef w6c h45"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y4ef w6d h45"><div class="t m0 x83 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y4ef w6e h45"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y4f0 w6c h45"><div class="t m0 x36 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">Total intangi<span class="_ _0"></span>ble assets </div></div><div class="c xe8 y4f0 w6d h45"><div class="t m0 xea hd y61 ff2 fs2 fc0 sc0 ls0 ws0">3 435 </div></div><div class="c xe9 y4f0 w6e h45"><div class="t m0 xeb hd y61 ff2 fs2 fc0 sc0 ls0 ws0">4 156 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y4f1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y4f2 ff1 fs4 fc0 sc0 ls0 ws0">There are no material intangi<span class="_ _1"></span>ble assets pro<span class="_ _1"></span>duced internally by the Group<span class="_ _1"></span>. </div><div class="t m0 x6a h8 y4f3 ff1 fs4 fc0 sc0 ls0 ws0">No security interes<span class="_ _1"></span>ts on the intangible ass<span class="_ _1"></span>ets have been created. <span class="_ _1"></span> </div><div class="t m0 x6a h8 y4f4 ff1 fs4 fc0 sc0 ls0 ws0">Intangible <span class="_ _d"></span>assets<span class="_ _1"></span> <span class="_ _18"></span>un<span class="_ _1"></span>der <span class="_ _d"></span>development <span class="_ _d"></span>include <span class="_ _d"></span>licences <span class="_ _d"></span>and <span class="_ _d"></span>software <span class="_ _d"></span>that <span class="_ _d"></span>is <span class="_ _d"> </span>being <span class="_ _d"> </span>implemented. <span class="_ _d"></span>No <span class="_ _d"></span>impairment <span class="_ _d"> </span>was </div><div class="t m0 x6a h8 y4f5 ff1 fs4 fc0 sc0 ls0 ws0">reported for these ass<span class="_ _1"></span>ets. </div><div class="t m0 x6a hb y4f6 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a hb y4f7 ff2 fs4 fc0 sc0 ls0 ws0">Changes in intangible assets<span class="_ _1"></span><span class="ff1"> </span> </div></div><div class="c x6a y4f8 w6f h1b"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y4f8 w70 h1b"><div class="t m0 x3b hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Software </div></div><div class="c xed y4f8 w71 h1b"><div class="t m0 x13 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Other </div></div><div class="c xee y4f8 w72 h1b"><div class="t m0 x5a hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">Intangible assets <span class="_ _0"></span>under </div><div class="t m0 x5f hd y64 ff2 fs2 fc0 sc0 ls0 ws0">development </div></div><div class="c xef y4f8 w73 h1b"><div class="t m0 x43 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c x6a y4f9 w6f h57"><div class="t m0 x15 hd y4fa ff2 fs2 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xec y4f9 w70 h57"><div class="t m0 xd4 hd y4fa ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y4f9 w71 h57"><div class="t m0 x7d hd y4fa ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y4f9 w72 h57"><div class="t m0 xa2 hd y4fa ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y4f9 w73 h57"><div class="t m0 x32 hd y4fa ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y4fb w6f h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xec y4fb w70 h41"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">8 544     <span class="ff1"> </span></span></div></div><div class="c xed y4fb w71 h41"><div class="t m0 x48 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">845     <span class="ff1"> </span></span></div></div><div class="c xee y4fb w72 h41"><div class="t m0 x58 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                       <span class="ls0">1 091     <span class="ff1"> </span></span></div></div><div class="c xef y4fb w73 h41"><div class="t m0 xae hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">10 480      </span></div></div><div class="c x6a y3a8 w6f h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Purchase  </div></div><div class="c xec y3a8 w70 h41"><div class="t m0 x28 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">5      </span></div></div><div class="c xed y3a8 w71 h41"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xee y3a8 w72 h41"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">307     <span class="_ _1"></span> </span></div></div><div class="c xef y3a8 w73 h41"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">312      </span></div></div><div class="c x6a y4fc w6f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xec y4fc w70 h26"><div class="t m0 xcc h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">1 197      </span></div></div><div class="c xed y4fc w71 h26"><div class="t m0 xcc h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                     <span class="_ _1"></span><span class="ls0">20      </span></div></div><div class="c xee y4fc w72 h26"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                     <span class="ls0">(1 210)     </span></div></div><div class="c xef y4fc w73 h26"><div class="t m0 x5b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">7     <span class="_ _1"></span> </span></div></div><div class="c x6a y4fd w6f h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xec y4fd w70 h26"><div class="t m0 x19 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(139)     </span></div></div><div class="c xed y4fd w71 h26"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xee y4fd w72 h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                          <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y4fd w73 h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">(139)     </span></div></div><div class="c x6a y4fe w6f h58"><div class="t m0 x15 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xec y4fe w70 h58"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">9 607      </span></div></div><div class="c xed y4fe w71 h58"><div class="t m0 x48 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">865      </span></div></div><div class="c xee y4fe w72 h58"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">188     <span class="_ _1"></span> </span></div></div><div class="c xef y4fe w73 h58"><div class="t m0 xae hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">10 660      </span></div></div><div class="c x6a y1f w6f h41"><div class="t m0 x15 hd y102 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xec y1f w70 h41"><div class="t m0 xd4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y1f w71 h41"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y1f w72 h41"><div class="t m0 xa2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y1f w73 h41"><div class="t m0 x32 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y4ff w6f h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>024 </div></div><div class="c xec y4ff w70 h26"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">8 053     <span class="ff1"> </span></span></div></div><div class="c xed y4ff w71 h26"><div class="t m0 x48 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">791     <span class="ff1"> </span></span></div></div><div class="c xee y4ff w72 h26"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">916     <span class="_ _1"></span><span class="ff1"> </span></span></div></div><div class="c xef y4ff w73 h26"><div class="t m0 xaf hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">9 760      </span></div></div><div class="c x6a y500 w6f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Purchase  </div></div><div class="c xec y500 w70 h26"><div class="t m0 x52 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">497      </span></div></div><div class="c xed y500 w71 h26"><div class="t m0 xcc h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                     <span class="_ _1"></span><span class="ls0">43      </span></div></div><div class="c xee y500 w72 h26"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">175     <span class="_ _1"></span> </span></div></div><div class="c xef y500 w73 h26"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">715      </span></div></div><div class="c x6a y501 w6f h44"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xec y501 w70 h44"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">(11)     </span></div></div><div class="c xed y501 w71 h44"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">11      </span></div></div><div class="c xee y501 w72 h44"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y501 w73 h44"><div class="t m0 x2c hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x6a y502 w6f h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xec y502 w70 h26"><div class="t m0 x2f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">5     <span class="_ _1"></span> </span></div></div><div class="c xed y502 w71 h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xee y502 w72 h26"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y502 w73 h26"><div class="t m0 x2c hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">5      </span></div></div><div class="c x6a y503 w6f h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xec y503 w70 h26"><div class="t m0 xcc hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">8 544      </span></div></div><div class="c xed y503 w71 h26"><div class="t m0 x48 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">845      </span></div></div><div class="c xee y503 w72 h26"><div class="t m0 x58 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                       <span class="ls0">1 091      </span></div></div><div class="c xef y503 w73 h26"><div class="t m0 xae hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">10 480      </span></div></div><div class="c x6a y504 w6f h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y504 w70 h41"><div class="t m0 xd4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y504 w71 h41"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y504 w72 h41"><div class="t m0 xa2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y504 w73 h41"><div class="t m0 x32 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y505 w6f h26"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">Accumulated amo<span class="_ _0"></span>rtization  </div></div><div class="c xec y505 w70 h26"><div class="t m0 xd4 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y505 w71 h26"><div class="t m0 x7d hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y505 w72 h26"><div class="t m0 xa2 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y505 w73 h26"><div class="t m0 x32 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y506 w6f h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xec y506 w70 h26"><div class="t m0 xcc hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">5 849     <span class="ff2"> </span></span></div></div><div class="c xed y506 w71 h26"><div class="t m0 x48 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">475     <span class="ff2"> </span></span></div></div><div class="c xee y506 w72 h26"><div class="t m0 x72 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="ls0">-<span class="_ _1"></span></span>     <span class="ff2 ls0"> </span></div></div><div class="c xef y506 w73 h26"><div class="t m0 xaf hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">6 324      </span></div></div><div class="c x6a y507 w6f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the<span class="_ _0"></span> financial year </div></div><div class="c xec y507 w70 h26"><div class="t m0 x52 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">914      </span></div></div><div class="c xed y507 w71 h26"><div class="t m0 xcc h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                     <span class="_ _1"></span><span class="ls0">68      </span></div></div><div class="c xee y507 w72 h26"><div class="t m0 x36 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y507 w73 h26"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">982      </span></div></div><div class="c x6a y508 w6f h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xec y508 w70 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(81)     </span></div></div><div class="c xed y508 w71 h26"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xee y508 w72 h26"><div class="t m0 x36 h6 y64 ff1 fs2 fc5 sc0 ls7 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="fc0 ls0"> </span></div></div><div class="c xef y508 w73 h26"><div class="t m0 x5b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(81)     </span></div></div><div class="c x6a y509 w6f h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xec y509 w70 h26"><div class="t m0 xcc hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">6 682      </span></div></div><div class="c xed y509 w71 h26"><div class="t m0 x48 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">543      </span></div></div><div class="c xee y509 w72 h26"><div class="t m0 x72 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                            <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y509 w73 h26"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">7 225      </span></div></div><div class="c x6a y50a w6f h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y50a w70 h26"><div class="t m0 xd4 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y50a w71 h26"><div class="t m0 x7d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y50a w72 h26"><div class="t m0 xa2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y50a w73 h26"><div class="t m0 x32 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y53 w6f h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>024 </div></div><div class="c xec y53 w70 h26"><div class="t m0 xcc hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">5 008     <span class="ff2"> </span></span></div></div><div class="c xed y53 w71 h26"><div class="t m0 x48 hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">404     <span class="ff2"> </span></span></div></div><div class="c xee y53 w72 h26"><div class="t m0 x36 hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="ff2 ls0"> </span></div></div><div class="c xef y53 w73 h26"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">5 412      </span></div></div><div class="c x6a y50b w6f h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the<span class="_ _0"></span> financial year </div></div><div class="c xec y50b w70 h41"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">842      </span></div></div><div class="c xed y50b w71 h41"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">71      </span></div></div><div class="c xee y50b w72 h41"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y50b w73 h41"><div class="t m0 x19 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">913      </span></div></div><div class="c x6a y34c w6f h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xec y34c w70 h26"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                               <span class="ls0">(1)     </span></div></div><div class="c xed y34c w71 h26"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xee y34c w72 h26"><div class="t m0 x24 h6 y61 ff1 fs2 fc5 sc0 ls7 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="fc0 ls0"> </span></div></div><div class="c xef y34c w73 h26"><div class="t m0 x1e hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(1)     </span></div></div><div class="c x6a y50c w6f h26"><div class="t m0 x15 hd yfb ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xec y50c w70 h26"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">5 849      </span></div></div><div class="c xed y50c w71 h26"><div class="t m0 x48 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">475      </span></div></div><div class="c xee y50c w72 h26"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                                <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xef y50c w73 h26"><div class="t m0 xaf hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">6 324      </span></div></div><div class="c x6a y50d w6f h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y50d w70 h26"><div class="t m0 xd4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y50d w71 h26"><div class="t m0 x7d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y50d w72 h26"><div class="t m0 xa2 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y50d w73 h26"><div class="t m0 x32 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y4df w6f h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xec y4df w70 h26"><div class="t m0 xd4 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y4df w71 h26"><div class="t m0 x7d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y4df w72 h26"><div class="t m0 xa2 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y4df w73 h26"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y50e w6f h44"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xec y50e w70 h44"><div class="t m0 xcc hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">2 925      </span></div></div><div class="c xed y50e w71 h44"><div class="t m0 x48 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                  <span class="ls0">322      </span></div></div><div class="c xee y50e w72 h44"><div class="t m0 x4b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                                           <span class="ls0">188     <span class="_ _1"></span> </span></div></div><div class="c xef y50e w73 h44"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">3 435      </span></div></div><div class="c x6a y50f w6f h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xec y50f w70 h41"><div class="t m0 x1d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">2 695      </span></div></div><div class="c xed y50f w71 h41"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">370      </span></div></div><div class="c xee y50f w72 h41"><div class="t m0 x58 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                                       <span class="ls0">1 091      </span></div></div><div class="c xef y50f w73 h41"><div class="t m0 xaf hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">4 156      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a hb y510 ff2 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h16 y511 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x6b y3 w6b h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA88AAAXgCAIAAADgw+xNAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdabRlV3Uf+v+ca62992luV52qV6kpqdQgVOpQqReSEBKdAINpBDa4ibE9jP3sPMf2ey/JyBgvHnbiPDuJbeKADXYAGQOSTSMhBKgXSKCmSiq1pVL1qvY2p9l7r7XmfB/2uVUliYQEmxIZrN+449Zt9r3nnH3Xh/9eNfecpKoAANyzF1t7OBoRXmb+2P/uMT/wgO97zMs4Rdb8rAoBDIHElx1zMMtJYRUMGAUrACgQFBFQAwAS5qgY6wcgRyRIAAUYj44ir9GxWNZGnmNmoAfnKiryoarr8Gyt3hBniITKY1lEWWkEyJIyIsAMVrCCAQIiIAQAVkGAFRiCUSEFzz/bQ45/FGfyh6BAi/HO45EkSZIkSZIcA/bwR5/6b1/8wt2bXhrv6BUZUV8RAel/6YDvewzzS8IoaSQVAKxCUIIQ9PCvaULskMagyhCGsEaCqKqClW2EATNAhR2qyaaH4pEZ6zTKeG4m2lk4uDP3c5ddeO5vfPjGLOfHn9j8yc/c9OyO3aY7OQzSj9yeWtivw6Fef/mKlcOd2wQMY40rlG2MsXlirMEgsoonFzgjVUYkCItYAikIcvgVlSb/UZy3HwIzT7bsOz/1f6alnyRJkiRJckzTdk35gDs/4PAfuL36P7P/+oOOiewiNbvbSlCCvvLnW6EPQEkVpMQKjqpEBmxAUCWB1sNJH+qssEZKVFXLVgtMWDXRvfZNl122/tQ1KxZMub6CFl+++rINv/PoU9vueODxTU9t3/pi/8AMlLttO3Vwj0F7uShEISBVBoNJSdVoMIikEsh5dkdelvLoicOAmi+T1dljcN7+p0jMTTut+yRJkiRJkmOdtr0pKjv2qjyJl+3aKmXgHACIDx8BAEdKM+DUC5lINsIKGZAdfVcjNEAjAA52vDuGMEt1f+XS8TddddGbrlh/4vJuC8NY7evaOTOcRqs7Zouu7UysP/mC9acc8tj03OA//sWXNz35fNHuDMt4yIwRsxJDCSECiEyAAAoVhiiaqwEGNaUlBjAAgwzAzbOKov/jl4wfarf7h/l7M3mXp3WfJEmSJElyrNO2wgjZV+dZ8MtyJAMRAFSavWEAYHP0EZ7z2DxhtoBD88w1QASqgDJplg8PHth20tKJt77lmis3vPbcU/MOYBQZyOQLIBXyKShL33NLLZMvsaCF89e1/+u/f9ezu/FnH//y/d/+LsISFcA6WAcolHD4LJEIwFIzalWFQogBGVVYaxPKCaDvc2KZfkD65h9JJUkAe7Vp3SdJkiRJkhzrtA0Q9B99z+MPcWclgJdu/RodWKkVEGKFUWKdr6KYrypRTznAgIWa+XSuCAMTBwWVXQdHuPSSNZe/7qpzTj7+hIV5DrioORMJNGagTLVDoYKxnLMKs2IyRx3RNRgKzlqm/99vX7999/m3fG/vfQ8+uXXbjul+LbbwlIUYlAzIAAbEhNJKpcpKbJQVLNrUbSsBpApobVuvOPM/MDrrj+LvLYgimtZ9kiRJkiTJsU/bgqNu7Guy7Q+OgPS/esAPPsaKz7RUYlEWMqJMzFGUJBR5RhBfluX4Au31wREGkJqsajU3Yeo2Zs9Yvfhn3v2WC85ZPZbBATm0BW+bLWdhwBIzAGEYLkaPz7CAZWQQIIyxB6I4Wb7arll+5m/dcOaeGXz+y/fc/LW7dh7sl9yuOZd8MkSCMgyimhDFOQtmVqUYGdGpJ6iVSBQPUvFj8vdmEUZM6z5JkiRJkuRYp21SIQ0/Ds9JQYGdgiOMkhGQgp1jkjDX7xvS8bHOcPYQt1qtdqsu+74309FgtVzZNjdceemNb710+WRW18gBC1hEiwAVKIEMlJU5EgId2XYnAut8IxGS5nrAQAEssxjWce24+dV3XXLBGSf+/TceuPuRp/b1BoNajGmLzYVN4DblzqsiBFQ18txIIJDREAkM+jE5sQCMihGT1n2SJEmSJMmxTtusYvTHYtczkPNUKDFg5u81RK0CRNdyED9XxsJ5rnvS67dJXnPSyte95uT1py49e+3xJyxqcYzWDwsJJo4xmthMoACKoAgWhYlgBQI1nbLJgJRATfVHdFAH1WYLnuLeFoi4lcFcfday89a945ldB558Yec3H9zyvSe2HJo7NI1uNBMqYk0uLlfuKBBJonpWIQ2EH5cTC4BVjaZKkiRJkiRJkmOetgWQf5omc/9YSkY5HzX0oPmNWPEAlGGIfTmcwr5ukV1+6fprLt1wyWuXdBgmojDCsdIYTGbhMniMevBxU2PtQQIIIdjRvnYTgonABAfYo9uegAAFsoLAAJiRIS7KbbFq4SkrF95wxVl7h/jmnRs/e9t9Tx/ozfR9OTSwBXcXaCUgAzKiAhWQssz9uKTtVxTnJ0mSJEmSJMcibYNYiX8s0jYUUoEYsPOl5AKpUfeIo6VYcDhr9eJ3vf3N11+2tg2YqG2JbBQawRByUa0Azh6VmwHANb+KIAZN4z6e//Z8tz4a9cs+clakBRUwgwgx1r5ut9oFUAkW53jfG19z6evO+MLtD33mC1/aM6xdvqjX9xW3lObbpFDTyIR/TP7eqlCkSpIkSZIkSZJjnraVWOnHojeclcpKBaIII8QAGOoQpibt6Sccf+YpSzecu+7SUyYzRS5wEIsB+wqGQBacBRgPjgrLBxVGkOlo37qZ8d4MoDwqhdPoTRkCRELTRFCaUhLjmnxqoNaYnKXpi8JAiwnA2nH93Z8658PXnnnfxme/u3n3PY89v3nn/oranvNmvrsSlH9cmu4JVFLaTpIkSZIkOfZpm5r7A/9xFHTUSBrBkQmLh4tUVNiANdPK+dLF0kKrqLa7oBfZ2zFwEbQVfITWaEXMbe/E2eO78fXrT/7gO64746RFiLCETELTYQ/EoC5ct3kUCDJFNnqsnEZ9qyMoNnUpSlDmZmfbNqFbR7dF0ihV40gGJ4L0518cAwBxs/ttqemoDWWOZBZP2LdddOZbN5xRC3/zO5s/+fd337FxZ5lN+XwRuGOzBWEwAzOEzkH6sMLMVgjBcsgINrp2bTMgQiughlSMyAgKKEHAIFDs/OP/3kS1Mqd1nyRJkiRJcqzT9j8JajZPj6Tvw32yj2IIUepIHrkxGasaQ2WAMmVa1rF0NCPkodWqPLvo7FPPP2PFpWeuOeG48a5RK1FVmAhE//0i89FdgMLFkZB5JEPr4dLl5hKAyDQDcV7yOoh09JE70uz7JZvho99qoAYRGoEAVUf22tetO/fsdZu27d/4wotfu++5J7fsmBvuGIoQFSArPGHYxbr2RCDhLAIemOPIo8sFFSUVIkE2upwAIRVbJ0mSJEmSpLRNqnxU0+6mjgLAS6qhxUMItqPsAjmoAgHDaTYVyn0dqhe5+nWnrr70okuuu+yspV2ygO/1WqFnwDAGBvA+ZO0j+b65ixEyH0pH0bmCbR6c59+b0RVAs5mtEW6Unb/fUPTmZTBnP+gCIxI8EAEBgzVaCsucHVs5funaJT931Wu27x58/Ftfe/ixp599Zk+kJYEX+dJ6FAoPW8ZWhJOsKrMqKFGEieTC4cHvdNT/FaQ+2UmSJEmSJD/paXuUZUdRm6DN/rFivj0IYGIVKQMZkAMcJMBwq5u7WLswd9rqRe++6vwbLr9gyWSutddBlRdZ3raAjqI1CFk7gnHkc5kfkn5U7QoQjuowQqN948NfObKZrf/DsY3x+7zGl31K1DQzoWZfX+PsrB2bmOwYIHRhppbn//cHb/ju0y988ZZ77vr21unBoTyfYsMDNtHlMIxYISoBqixsIhklO39pINAIRKj+k/+xkiRJkiRJkv/N0raCFNw0qlaQjuoxaBS1m9KLGK2VIGUMFcFkjp0M1i1tn3niujecd9V5605Y1rEdJtKoRslmUNEoxCayjcTCFHR+1xrMEILw4TwP0vkPmtfGR26DxMvajTC0OR4vryM5/F79UYPm6aVpm0Zx3HiY5iUSASrSbRMpS1CKQGTVCcXlJ6666Dfe/9yeubseeu7JbS/e/cjTu3phtnRiW8RZhBmwKki4aWZCgEAjaci0dFIZDbN2SVqvSZIkSZIkP9FpW4hf3vLiJeFUAVipMhXVvvp6ouWWTrZ/65c/cPGZ7RbAIm0OFhAYjcpsiKCAGgRgGKAGDAg1Fc1gCAN0dFTW+RsZCS28bIIjY7STPboZktSPLgWIMbpIaJ6vHL510pDDS/fIj8y3VwGg4EAs83vnIDYWw4CWNQaAKBnKw6ik/ayVnVNXnj2LcKj3+s/d/tDf3/7Ilh3TQq3KtSrDgAWZUdpWDwKLOgmZ1BY+LdYkSZIkSZKf9LQNshCCCJyBJZRl1mnXvkIMiAJIq9s1wzIT34I/blH7p9905fvednabkSkMwOQJQeGanHu4xqPZri7sqOpD5vtjE15ZCMKjbKyADuYbiRgoqRIZB7AX8UGzzLjRQHWGaojeujyEQBBjGFD4EtYaeunFg4qGQNZqDBKCyXMDlRpkYAx0vvLEWsTmeTExYELzMBVLnB3MLOxOFR33S2/fcOX5Z3/ys3c+8thTW2cGQYooSsWYRgPj4D0Qha23HY0cIGmxJkmSJEmS/MSnbRDYgpVUTQjCKsOZAsEYKGqNoVWXrz1t5YVnn3zJmWvWrV62oqtmOGtzAinAYCPIADOaOqMyv7U9anWiCkCJGJTP52w5krbVKLi5bxGARYQICGBWESEjIQqE2LiMg8JWQ3IZmETVuMxHZWMhUWJgUjBLXXJujry0I5lbyRhjDAAK1ZghAFKLKJHLfFCbGVWKqkRcx2idxOg1xMwU424BlTRmAca5y4tzf+vaQ71r7nv0yW89vO2Jp5/dumfHwYq8Gy+jo864kquGvnJTAOjHZiBlkiRJkiRJ8iqlbRFYArOWcyEOFnSL3vS+jMVRNd5xb7r+qre/7bJlY5gyaAEmwkhlC4PgQQSiWjPPhlWchmbIzOieS43QAAIZRvQggsmhOt+5T6EEYhgGwQO9GlWNpd3xqDGKWJOxbfqWgIAoqhHGgIoxACKkxkZADKqI3Bge3aHomSz08K2V2vTjU2MUKEufZRkZEgSnFVSZlQHUPeMKiAGsYxcAsqbEkKx1ti0Rlh0UWoMsjB32+nuP69i3bVj91ovPKAV33Pf4p75w2yNbdgyyxYf6gyhtjC8Dt1BFIKXtJEmSJEmSn+y0bSyDIkm0jhxTOb1rcQsUButPO/HnPvDu805bQEAB9Mpg2IxlBORArgYCRCCM2oYcqaKOhytGIJAIAjjH/DSa+TscCcRgUwcMBWJBOfIcszBkDYAKgEKDZo4MYJia2ZEg54MEAgGVIgicwVAhHpbQco5IuKkNIW5uABWab32S54EBwDbFMxpgARWwAiJlQG4UXCm8IJrMa2wBqHQim6/9ZhDxWGcc8LNVvyjGWoxrLznj9Zec8ZdfvP+vPn+bC1R2W0NXltOzaE+kyu0kSZIkSZKf9LStvswYBpHq3pKJ7Lzz1l9+/uq1q5efecJxXaMafGEVCK3cHOoNd/RUXCeqiU1DD21SthBp08REiXS+cWAQZhATxRiz3KxoCUGZIs3nbQG8Qxmxfe/clp27Z/uD/aVlrQujy6bGl0xNrFo8scTlKuo0WhaNflo7znG/DPv3923REjYqAom5YYohtzzezgoiAKokhAhExb5DVZRos8xrc8umid5283xRRiZGNqIq3HL75qrZckaKTiSr4ljNWAH4QbvVqYa+VQCAiK1CK8u63po9MyUD4+08M/TzN2x475s2PP38rm9+5/E7v/fck7P7fOkOmtSTJEmSJEmS5Cc7bWeGtZy1jm948zXvf8drT1iAcSAHMpUCNdkaVb+MJWXjf/f3X7n5tvv2lUVlpwRZUz2SySDTCkTeZACEjICbD6KoMcZ7r6pr1qy55Q8+jMNFHgQBAbjnu5tu+vvbv/v4c71ANstfGI51Cptr3dKyY2XlVP7Oay+/+tLzVy0cQ6yJBBYB+Mb9j/+nj31cbNEflMzcyjOr9dz0wYsvOOf3fufXs4xkPs0LcN+Dj33sEzft2LXH5S0vIGNrO7GvF6/ecM5vfuQdKyeMhUHEXL/+47+86Vv3PeRdp1eFMUwYKjvZcCwf/Nt/+RtrV6/04i23y8Aubz3xzMyf/PVn5wzF4dzCQn/tw+9du/K4jsPSU5evX7Ps195/zUObdvzXv/r03+1IyzVJkiRJkuR/27StXCi1oZ7VGwQrPobaOBfUCDFsEb2AD6LooCYgh+sggiS2tHK+3wn9NSuOu+q1k68/57STTjxp0YKFhGCULTEAIoYWQIFsvAj7BnZy44EFD/VPmnOrIG1IDfStjaBSJDIcSQaN4kvjLMh6GBUGDGfQ4azExa0Bi92vGdVYvHMO9z69+wtfv+uBJ56crVeX/jI76UO1C50VlVZGqiK3Efz4NG7/7NbJf3jhl968/p9dt34J9ydDT8VefMFZn77rgjs27hqgm+fjcThEqNvj2VNPlMue7f2LdcMsLoYi2v4hM3vTdzZ9afsZsbhe4gG09qGezQbZoqx3zZUnrR2XvGZlVFafmp696b7p/f1zxCG6fTWd1Ma+fGZPyFd97Htjv7m6u9LPGOoNeMGf/u39s3t3nH/ZBjPWbueF0/xv/uGuKy4447Lz1xmgkxOrXnPm0qv/4KNPH6zufWjTNx988qnt+57bX8bOkjlv1RZkM60DYjRcOZTMrhZoVGUrzcnXaBAJQipO1MUsrfskSZIkSZJjnbYhNbQijc3o9UBGbE4m91ERASJkOcdlMpSi27WW+71DWvWd9mTw4tWXrf+F99x46gnjCwwKIGiIPuRZzkf38aD5Vn2mGHg11rSLrKeihTWADHrBV2xYyIgYKAGcF53g6ygBlqEBMThr1IDFS4C3WQ3rgS/fvePf/OkneQIHyxBjTflkKGdQDdCqjdaWpT/oQQxMRuOT+w+9+Cd//tnB7hc++t43rB4vyNou4f/5zRs3/eof7i0hGjXr1FHLyET6n//kcz//+2+f6CDP4WG27gvfuuspj7UwfWBoDYVABcXT1yy/8vyzEANZBlCBvvPI5gO9HheTYg0wBkBBvdIXnfzTN33u/Vf++qKMOy57+pmdu3e88Nsffc/v/7u/sZMrJse7mx6670///Udv+tQ/XHz+ulFjFiKAiHn5ovF3XX/RW66/qAK+cu/OP/yzT1OI/ZojLGBanQ7IDEsLNZQVXBgRIARoVEBUGM1fI3USTJIkSZIkOXaOTFc0CFYrgwCIAkJWTFHDgnNkOVwGNi0zQd6GmX754q5isH9ZVp67qv0X//bX/+i3b7zo5PElxnPse1+xosgKBsUQXvmQQrlzlpljqHQ4jYM74/4dGdUGIj6CMwiDrM07kWwEgZkgIE+xkuGsVD3ECg6UdQXdrTP44u33Hwp2yGNiushbJDX8YNGyJXkc2NBrIaDqgcSNT8ZeiWKSF6/51M133P/UVpDt9cqCsbSLC19zUo7KsAQlUFaHaF2+98Wdjz3z4hwwLcMS9tOfu3vgx8gYYA7SM6IQHcv0Ix/66RZTYQ3go/hS8ORzh4qJKcp4WNfgLlhU4VodIXPgxQPfeWSnKwoYu3Xr1ve+650dg5nZ2be+7cqfe+/5UbSq4b1vGq7o4eaGREbgAA5AiTdetOIzf/rP33/9RSuyslPvW9HVrNw/nD0IWJS1Vj7CjMrMwSASspGMgIWglJZ9kiRJkiTJMXJkb5s1WA2RWGCEWGFgHXwAK5gQSkiw2pvkerzgtaumrt5w8dpV3fXrTljUQYZhBk8IkVw0VhUqAsKoI/VLHzJQJoBUA1fNLHBcC1kTUUsgOzTtCIvMgSkEj7rMc0dax3KmMMrqEWpIGKPSG1Rqt/fD//uf/u6hLfvskhP6fk6zAnW0Ote1Vd6fO+PkteOdfNu2bZlwX2N/0EMxCZG5GGyx/D985t6L1p6ycKogwYTig9edd98Djx6MVjRDZwGqWR9mW5n91JeeO/2CU4egJ57e9bmvbC6zk9TV4CGbEIeVKYfXXXPBhlMz56EUyZTB5MOABx7eWZGtuAIbHzvQOS9+bGzRbBnzBYs/edPNN5z94aXdnNW3jRDgjLn55m8++r0H33jFuXmG8bECemQYfaMwKlGnLI2zRMF42/zrD132828+77ntO+968MmHHt38zLQeZIZriSgN+zBGrYE03U+gSpEMEBQpbidJkiRJkhzztK3EkUhgIjeDzQkqRMFpQFU7ClMTXcxu3nDBOe9687UXn7logjCYLRd1QHUNIWRdKDOk6WwNQKGqo+4iIwQ02+kRp65cfMX6k2fLGHywBmSK2rQf2dXbO+vRKjDsw3HWymM5s2Lh+KlnLG/JwGrprIkxTkxOBsLA4xOfve2O+x+R7ql1TeA2QjneNnxoz4fefuW1V124dhlyYMfe8k//+tZ7Nz23fVCXJCATtRXN1OO7h5+85c6PfPiajoQx4y86efH733TJx7/8SJ9Z2KHo+uHBjPWbm3Y+sGt4xvLWF+7a2MeyIVnYWVjDgV0dTzp+4XuvO4/7w06rRUqgWCu+cufunQdpztbIFcWklkVu9kWg51VMZmz2zPZtDz2z89yTV01NjD2z6eFTll+YZ+b6a6+cbLs9u3bmQFUGZvCo6GP0jyE1rNBo4FHXrSIH3OTS9ilL11527tpdB9/y1QefvfmuR1/Ytn26PzRFy3sOymoLEAMGBBAj9l42ezNJkiRJkiQ5Fmk7wgRyeri9NQLqKjfS1lri3ETBJyyY/Nlf/pkLzjh1cSvPIAXQGbeoa5gMDESAAKbgPTMbYyQKEb1yI9UAFMK733LxDW+5mAzaBjECBlum8a/+/I6v37sZ1iFU7HL1lYnDS8+/+Nc/dM44wUa0MpQRvoZzqPq49fY7W92FMz6gbaEMrWf377jytGU/87YLl43BAQqcsqT4lQ/cUHz+to9/5bugccDBZTBjw+H0nd959KqrrzxnNaBVNyveed2Vn7/je3NBBsM+CkvWqmJW8fmv3jn+s2987OlDhwbIxgH2kKjDogM+/cTFp6wxx3EuPVCLAa6kvu1b36ZiAqYPmYF6NtQ1dU1mroym2xmUs4u7CzZvP3DFeSevXH38X//+H1x9xYW5NYXDe959yb/+3X93cA4SAyuIwHTkyiUChppGLIrcQD00Gsqs2o7hExbh/W88+aILTn7gO8/c8pXbn35hV8vm0XUGooEyYRo1LicBpbSdJEmSJElyzNO2slUYghpWFe9kWKC/cqJ97ilrzjh5xcXrT1l7/KQjGKiDdxoMIgSwGeYH00SCBWXsmnxo2HzfhyQN45lp0WhyjYXAaKnmxEmYctq0rEpFVkysSMoxJ9rbu8JiAnAcAURj6hYAbH5yy6AvVRaNi4Ei6siQcVO+941nr2qhq4CUCDVssW5J9svvecPd33t683RfTAcC1BE2f27vvi9/8/6zfvbiXALF3trjFv3h7/3Sr/z+FwdCUG/YlLWSi1/61uN7Z4pNz5Z2bKzWg8gq9Fwh9vKzT/u9X7p6AU1DBmS7AHm4Z/YMNz63axiXgBjOmVCNmfrX3v+W//zfbum5rogyeKj23k273vc2HL9i8QfefcN/+bOPXbbh/K6pqeR3XHfZp//yU+98yzWWmv9faE4ZAyrEBGVigKECVZASac7N+caUysIpOve6tT996YkPP7Vj09Pb7n3k6ad3HTpY1cOYCWWBrSHVUKV1nyRJkiRJcqzTNpgRvHXItA6D6RXj2bvfdOX1l57xmlVdCxiFI6iAQQwHMDSCBIRI4sF1s7v9ym1TfUnxsQIknklzakK5ByqotqjjwbmWTn0AMyKRkoqhkGnVBlpaQQYgYzkn5B767JYtRTH1Yq+UKY9yBnaiqKVDwwtOWzVpBZ5gSsgQJB3YNVN89toVW76zfSgGRICS6nSljzz1/HR5aSdzZEIXctm6ies3nPLZbzw6Mz3A1HjkAjZUceqOW5+gbHJqSevgcAeiOM5WTOS/96tvOGkCDhU8yAiY+9J64LFNe/tBuw79Giq5Dq+8aM0vvPmEz3+ptXe3JzZFp9PrzTyy5cUXpjExHq+9/OKLLrro5q/d91d/9ueD3uz1V1/x0V/6YMvCHhmiyUAz+hICIhgiAppCE2qGbjLgmvtc4RHQaWXLzz3+6nOP/8X3Xnr/5sHH/ubzDz35goetgzFWu62xtO6TJEmSJEmOedqu+8YEJ9UYV68564R//otvPfv4MafgGoSYWTARZJT8oAZsQEFJFaMegdzkw6bnxfe7E09f8mFTjixQAUAqREyqpCDS0VhJJgUrgZtcrh6kgANQgw7OVcottjSa8h4DRLott2Cyg+AhDgZghgixMHjxggmLF0iDSgQpFCZv7z4wM4ioqchoSFJl3Lrm3OU33/qt2G4PhkO0OtDScAc+FhNtr0NEbdl26FXnnrNyzRI49Y4cXIbo+z6nDE9tmYnGCAWYzBGycPDic07oACsWjm2erX3lvQ9s3YG+//YjO8++bKmEYcu13nb9xW++7uKM4QAJyPhIQc+Rq6HR+eKmgTlBFQSQgAkwAEMgAQIidUSArQIuOa19+r/8wK337bj72999eOPmPb0q+CKt+yRJkiRJkmOdtldMFW/acNpVF6y+6KyTlnfRFrRDzQQ2yswxiggzze+zUvPeKiIQLdRCFGrUQd2RX0/z0folydEARppNWTIEAyDCREBgBSaQBSmIQerhA6w0OROj3VwPDIFZ35oeksnHNJQoxlESs1u8eBEzqsrnLhdk7AyAIKqM8THLpCSqpABISUF7D83OBcxRPqWBpSpAV5656t2vX/+33/jOMFsIDxguy2AnxqLMDQ/st52p+mB/0bi98Z3rWqhtXQvanJGYEDk/VOLBx3Ygc+JnyGZZlMWFuXT9RFv03NNX37HlSc5s9AOYLJL72y9++cYLbpzomFJBER1SVkKUjISiEjenerR7rVKvXk8AACAASURBVIBFpWAFC0w86gQzwAjUXL1QBksAkYpDPU4kcNbixitWvvPSlc9s2fClp3c++vC2tO6TJEmSJEmOddqeysI5xy94w/qTlneQAQVKaB0H/SjE4wvJZhHE6CsIMBGm+VmGMTCQpjW0HGng/fKEffTGdqaEMDrEOgKgHhSAwE7IKuUgBVuoqVF7zgMAMs1bQF4DNVBzy6PtSZUqiIBciJV1WSBy7S4CKioyEgMVuBpwzhBbCABiskoxqkQyQ0YJVJFbDJLhBNO/+Mh1m55/4bv7MRtyYrZs2EXFbNZyCGPGZO/7qUtOOzErcAg0rr6lrorslfCVO7Zv29WvWgwWIzlqvOa041ePw8Zy/Zkn+b97mGxGkFjVkrV2vHhgx44XF63ozsWiMzHWIoqhrobDvNueP5mAclNDogDUExEhiyAFN3elNqXxjAgNHk45I4IFmsmRGQMa4mDo8vaEM+OrF+zuLNm3p0zrPkmSJEmS5Fin7a17B5/75v03fenODetPPfPkVRecuXLtMtPqTDhYKxJ1QAhCFgAIpApEGkVBUZCOdp7VHK7dpqMy9tH13BwBw3q4UaAFxTiK6t5JKcZFysAZRKBqtXZQqFHqAJYUuYaM7XinIjPjsolSuogFnPWDcs/0YBjtMIaCKZIRCNQzALhBHZVZ2EBVLZHE3NrxDFMWYwDBKDKS2lDdEfqj3/n59/+rjz81G2OtarSS6LiwrHZ44Bd+6qoPXbN2EQ0Bryrggaj21O70+PTtX69cF5VxuZ2g6Ku9p522OmLgya5bveyMhXHbgYPcmZqtSIGa2l/+9vOnf/CSNmUaozDI2KLbFYnUbGoDTaUNqQIoyZISU9PJD6wCxKbwponmjFoQSUnUCjiCAjQQDpnW5ienn3rq2fsf/O5tW8puO8PPbUhLP0mSJEmS5Jim7Z6ZnGmfMFvFzXc8g1sfWzKVX37O2p97xyUXnNCuAkzZ73aziM5w4C1RURhIHfqlLZyCghIZQ+wO78O+3NEjVSiQsj0cwUlkVJkCQm1Qs9YRTTGJOqlbMsgBwCgVSjCKtsSK7eIxze10fyicr5BsAuWQu9nB2Xr7zgPHrz0O8CpgjgbRR9TRvbB9f89HZDlMoXWPLagqTz9h7SKLMTRVMZZchtifsH7d4s5bLjtn6y33D5AHrWGdV0t+9tw1Y//He89c5JAjA6y4SKSG2Gvx5XufenzP7h4tAy3QXsWt3sQYTjhhmUd7hrFgChesW7nv3o0H5nqwXTVSirvniRd/mbIO0DLm8Fljc7iXizSb3ERKQKSC5/ezDRSI0IjDU3DEUKxcToAtI/WETYaDNW69f89nbrnjya17hrXCFrXrZiZP6z5JkiRJkuRYp22EWqseWZN1OghurhredueDmx7+7nvedPn1V168dumCAwESZsbbHQMdVrOFsbbThhLBWg9RGIOX3tx3ZCz8S6tK+KXPQQDV0Y2TRsgoFFpBGOKNRqOB5ieYR4AJRAxg6eIlGRkJ3rQhGiBREIOv9u7dJ2uPG9YeplBBb1AW3cW5xY49B6IQOIMyBqXkiNXwnHPOsAZodoiJoQriOKzQ7hy/aipGcVp7MSBAYRAXTI61HQBIBBtmNiqx6pfSaX39jjsrX4NquDJyKJlarakHn5ke2ue1z63u1IHYlmKBhiwfWzCc6xHkxZ3b9+/D1GKY+cIbPXJ5gmYGZNNlG0CTkQ1AEGgclZqISlQYyzYXW8xUfm5YdsZztbj7sX2fueWOBx57dn8/mvYibruoBohp0SdJkiRJkrwKadsaMaZWoSgZGata2Imx53uH/uhzd//FLfedfvLqC8479eKTzNoTT5xo53neqUEaJVPDMl9AHAACsiO//aXZcfS+mWo4+kQEFIgBchHwnJfUNooslB5M4p14I0poKpFHUdExq+C1p6+dbGd9NbOhwuAgspwkhshf/eb3zlp74pol7Rgx1JxaC57Z17/1209v3jELswDBANF1Opn0Vx/Xff2G062qxJKMI6LhsG4VlgxFBZFBhEMFMoGUFEa9xEqBKHDMCvVKFK1x3eefP/joxudNaxEsIIfQcr3+oCzNp2/ZSLdsimYINdHkQbsxYDgUNg7Kc72Z275y6yk/88bgg7UMEBEBkFG/P+hR3VtaUh51OgnEAuNB5IwwfMSc6s4eP7d17z0P3vXAdzfvn5nrB+eppZ32UK2vibOMdJgWfZIkSZIkyauQtmMsDQtMJoAaJ641NyiRLS4hM8Phzo0HHti28e/iphNWrXrjVVe88dLXLiqgMGzhFFKrMU2A1qajH8AgGfXum0+I8+Gbj9rIjdB4eOBkJBs5syqEmhWqpDR6g5Icvg2T1EUs6mbXXnLhZ75y90DmajMOrY0SiqmvfXtzq33rxa87740Xr2bg+T3xjz/xlW88tPkAFqAzCa/QSFrqYPrGD163dqltQQxEIQIU7Q5CyVlhCI6NRoGZL3IhAGoNEWAZrAgSBYbIIse9D28NtEDsFMQDAyXVDEJFJeMtu7AvWyDCrTEZeESBEGWtwexML/KXvnHvG66+fN3y1pHTRGCFvjRwA4CWowYkRCCnlNWAtwhAL+D5Xf7mOx/6yr0Pz8zMCVnhbCgTg0gKR9a5zoQD12Vl05JPkiRJkiR5VdK2ddZaW1a1VIJMkBWABQys5fEOYpg9NBfj1PaDhzZv+eq3v7f9vW+7+rXritpjysFmERSBAGkGrQAQKIMEQJO5afTVl3UraQaJ63yrQAKxgkXzSI6IRTOBldHXRz9ICF1rIbj64gue2/7iHRt3RKMeqALg2sgXfvmBp7/18Jabv7o4L9pPbtm2df8g5AuExuBaqHqW63p679qVC664+JymfQcIze8HIFGZmZrGhCEG2w7klJ1qjMQRpEBVw5poCEQIFgPg8S17K+3UoQ1UsB4YusKRrxHqXu8QjQeylLGUjpC1kLdjqMF5xePb56a/dM+jJ7z7wpfmYCE0A25IQHK4sAQMMiAnZGtgViGEaY+v37vtc1/8h6f2zM1IXg4jiGCNsQW3cmtzZVMPhxCFcWnFJ0mSJEmSvDpp2wcMoyLLkRkip4qmkxyqoSjIMOV5TWdC/e44vPm+5+959GOLxs2l55585YUnn33yqqmWYZBVLWAAiAozQZugKEQKKESNqhqndHjqJDebt9wMKo+1JfGRKRuHWKXYC3ao1gMOTKP20gr1JNQSc/66CXnPG5/f/enN+6dVC9OerHysaXEfKgO/75nZILM+FrUZc8UkSoEvDVUtmZ3s+F985yWrp2AEhBqIIBVABdY5QDWCYsgpzHEXnAMG5KMOhYgAZ5VJJHhiWzJ2RfvQ0897mgh1B1mHDFN5cOF4yNkzqJgkcF+Uy9ivi+7ugwcpjKtpozVeitlV8d/ctfmnbrjwxAzNUB/SqBqIAI1MysQqQsbU2mJjhDgAswG7Z+KdDz1x9yNbn9u2e+ueg2VQzcZqcjw2xmxCHSMUSrGuRxvzhoE6rfgkSZIkSZJXJ23DZEp5s4mqEpt/SGrDkRQsSkBpGDDQHGZitx/sOzDcdvvDn/vqnSevWvjmN1x+6YbzT5kCj6aNGwWiV0KMobYEW9hm0jth1EYQALTpoq2i3pDrsB8z9Vy0kVqoA3fywnXyzvjhww3gEKEeSpbQZbvh9EUfufHN/9d/+OT4WPtAPYTrKmzkDHkxs+c5jE2ilUPJB6EMHVsWOnCzu3/lfdf99NWvdUDOMKoYVa1ACC4qxA8HolWZ63BOmtGYColRAjQw4Jg0BPI1tawAt973ne37XvShg8ygCnro4HEL3R//zkfXrm53BSKIfZ+3Td7iB5/pfeR3/6gn2peA9oI4MAMa27zPP7ylXLGuKEtMtFEPfV4wQo3oAcBaYga0b50HZmvsn8EXb3vg01/8aiwm9/U9XFvsQrEMNlARhQQdTZzU5tkLa1rqSZIkSZIkr27abgoVRrFMoMoaGWJFm1EpRAIzCwgUUPFqg7ZErEP2yHO9PX97/9fv2/aOK89700XHd9uoa2jEeGEdWedygxCqHpNy5uZLkZtUzoAFRQtiwPqezO5p5VMertQo/WGv3Ff1FomAuKmebjL6KH5LJVnOl5934i/e+LZP3PQl7ZMdXxaChR8AE8XiRWXl0ZsDAc6YWMuh/dMHtv/ye679hfdcksXmBR9uREgK+IhMhQ1PTbSmOnZBxx0KPjaTHMkX5C18VDAJqcDa5ozddtttmYmm6rWziXpYLl26eIJ2nrSgPUXoGC0yygtXh0jAaUvbaybt1oMzgYjsREnetvPQn31+63Y9bW27jQj4GKy3pMR5u6nSVnBV+52K/dN66x0P3vqNu57cumfx6rX7pgchmzB5W3yEMEDzRfPadHGhUc4WOlz7DZMWfZIkSZIkyauStglK81MMlVQYSipCMh9zGbQfyk0wBpwiq7lF1gnVzx/022cObXrq5k/chJPWrL7iktMveO2psYCpUThw5Nx1DYvEmk1oppELNQHaSYzWqI1hRReriqHJTcllOdFV4yaCPXFhloUKFoaz+fYnGchJiFlGpY/LO+Yj7zzn2otOu/XuR2+/95Fte6d7AhocjH7YdRnYMDRTXT6Zbbho3SXn3HDluadkQTIEQcYAlAGIUiRYC/ICDQBQV7n2Tm1NV5wHskqxJX5pl6SsqEUggi0UdseOvf1tL67oTC0ar4b+BTdmzGDmdWeuPGUSGWC0JqklUttY0bhmzL31wlO/ePs9k4YDbOhSbipP1ZaND1RXn9hyJogW3W6Iwsw1oRKUgme2Tt/37Ufv2T7c+MSTB2b7Ju/wguN39pTyCSjHoBCAaT5kNzlbR1c1pFBNW9tJkiRJkiSvCjqcxN7/x9/6zL1bAKFRxzlt2mCP2ocQADiplCjCKSzIAgzrEGJzlEZPdTnZbXVye2jf9olM3vf2a9953fnLFmIMcICFErTAAFpEsnF+i1tDLVK5rDUX7GyN8Ta84JBHdDADLGK/MC8BEm4HYgMY8coOzQ2OEEAH1TDLux58qMbu/dVDjz757HNbZ3r9XhU63fHTz1i37sTV645vdxgTDhTqzNKgHJpiPAMoViAEzodAXWOBrUh64PxQ7O7wWAqUBhUjMBgoympVxxC8Vh75uAdUMRhiWuE62DPAeBstwPV1wlJGYB4Q+WAmfDVo5Vkdotj8wEDE8VDhDMIQuUGuw6l2qxlU44XAqIEA3LXx0J984paNz2zvTC455OvaBzW5gJQcshw+QhWG2LD4mkSaTuRHU5KjPzWCybF83yd+Ji39JEmSJEmSY5q2P/DH3/jsPc8e/kYkKBGaNzT72TTW90IUmANTZAIrECA1TIBTgkLGtSwgdZZpFufyMLO4HU9cvvDy80+9ZP0pp65ZmTkzpnNAK5ANQAQMwBIZlYiw7QwD5Zh1TDV3hsoFodAh/Cw4EzPuyTBgRftKlmAQjdaEIXFEiADDtkWcwIBNDVJCAACwIoNkWpJGMEIUIQfTdgoSDyCwGxIYaEtJ9SEYNzATM+yW1QPlvDamIgDIIS70mKBwwbT6AXlAK6JsoWTvUQuQwRWSFREkiFobh2nOjErBFKuBdXlUCFiZLSJLsBSjCFlXeW9s60CvenDTs1+//8lndh56dNvMLCaGaEswxs6QdSEqQLA5vIdhEEg8a2SNAqPUzOg8uuLmJYOFrISUtpMkSZIkSV6FtD2/t/2PdHhrfP7zuoa1WZbFGM8777x3vWv9+5divEALIHjEIeYOojsOzkF5P1pv0VJkIiIgxwJEQASOwdqUWQs0gueb2TXFL3T0S3rZ6Mofreb0HT2h0QCkAepHb5BaFmcOIA8M0GxbK4NaPuYwuQIHgRnAA5+5bddf3fSlPdMDdW1tLnJUSCNB9ei5QT8sg2pyrNj38Q+lpZ8kSZIkSXIM/MinnWTttvc+xigi37733o0bNz5+Gt523Rs2nL3U1K4DLSaOg68gAYS2pQhDUNIIUaktWbYMbUaYjzJ0UywxGnTTbOS+inXJpAKCBTU7yqNLDTIAQBZqATXzFyAalYxRUaVM0YrG1UCI2DfEF+587mtf/9YTW3fmE0vzVqcMileUhSRJkiRJkiQpbb+EiGgIYkyW54HZe/+ph4af3/iFM45fctqaJVeds+qys05YmBU5IkLNcWhJxSuylmGCRlUZjVVkRjPnhQBiIxGIwCiGN927lQAdTbTEy2sofnQiJADU1EwbGCUTQEpWASWnQEE1lEMIoELVlhE18TDq9oO9hzY+vWnzroc2Pr17es4LBbj+XD/AqW0BTeX86K7HdKdjkiRJkiRJStsvF0Jg54wxVVWhLKO1WLB2dvbQ/dvDY3t33XLXo+Ph4D/76es/+ObzpzKrw2HLqRqKEg0IpMQ6313DgoyAIyCAaTaRRzNyRnNvmhqSY51KyYLM/BwfAEKqTDYAAjTvC8shxFozdqYGZgnb91f/8VO3feOBh3vRICtyZ8HtflV5MiZrscni/HY4QRlCaakmSZIkSZKktP1KzCwxqkhRFKbTiTGWZQ+kqHy/jEMYzab+yxe/edcD37v8gte++7oLF1vEgKJ5Xr42zY2YKs2WNVOmOKowXF9yQ+B8kcnogGPTWdqDIoiJMwDapGthlYxsBHOTucn+/+zd65NkZ33Y8d9zztPdM7va1dUYgrladVrEwZhgQQoHqNiBip1Uqii/SCqVy5+QfyMpJy/zwpWLq+y4bANJFSns2BaxMUZACRQTC2H26Abo4iBZe9PuzPTlnCcvZne0lGblZqOz0918Pm/UOl2lHf22e+q7z/6mTzfKEXFhFo89PfvuX174D7/xqWcv7Hen3lTtnL5ycHD18sWdnXzHvW/en/d7e7O0Mz66/Y/XKACA2r55bZeScq5KmR0cREoppfHyuXqyO+9KV6LUO+dny0tp9MKT+1959pFfe+jPH3zf3/z7H3rXg81b7zkTO3m0W/qc6qqaR5SILsWijjrF4SellGs5mm78ScVrt028bZU6jziIaz/AOEo59bMoi4iI1NUp1ymXSC9GfO+FV778aPvVR5/58/YvX7x0MM+n96q7++W4vzyLuk5n750vZgdXFqnO9amzXd97aQIAqO2/Xp9SlNJFpOrawfPd/fnuYJyryaKazEodo9NdSl2Jg9JduLBov/Ct//b5L7/zntEH3//ef/nLH33vm8ejiEnknbTsF4tUFmkcZbEso93De5JH9NEfHiK/GtyD/h91XRcRdV0vl8tSSpXzOKXR4VF6v4yI5cGinpwq1WSZ4uLe4txTz/+7zz3yF3/x9IWLi74+M+93Y3znLNVdlUr0MSqHHwxT6p3DPzd0/eH/guAGAFDbP7yScpeqEnV//dbpN0gRVYzPPvnSpaf/58Pfap/5Rx95/0cf/On3vWPcl7wzyin65WKR6zyPWMy7UYrxKEddouuvB/fgUkoppYjIOUfEqPRRusXBfj0aRZ0jjeP0ZC/i/Dyefn7/v//e5z/3B//rlTvfdelSX43ujOrUYjmq83jZH/5RoYu+i+gjpfiBD/g7OqDX3AAAavuHcbG+t0TdVXWJqqQ6Shd9qWKRSp/LfFSWizJZTO7LqX/8hf0nfvMPf+OzX3jf/W/96Afu/9jPPvD2+87kepL6fm8Rk1GdUvR9P4qqqsr11ZI+Xf8wvkH+qFBKSqmU0vf94UeV192VVC1Go9GyS4s+vxLp60++9EePPvUn/7t97uUrL12Z1bsPLPZTmZzKo1PdvCtRuipFLFMsq7KoyyJF6VLuqhs7u7/xM0jK9V0ZAADU9l9jnu96ddm6dFG6unR1LOrSV2WZoi8lSp8WJRZlZy9N5st84dsX//SxP/6V//jZT/zcB375H/+Dv9Xs7uSYRezNY6eu6jrKsss53RilA+V213U558Oz7eVy2fd9VONcT/o0uRjVnz3x8r/51d/6s++8vDe6O07dM+vORtV1u2dify+Wy+ViGSliElEvYjm/ftuaqErqX/0Q8cOxlIhydJ+gkqpXOxwAALX9evouoqTSR/SpXPtsuy5Gy5Si2o1IVenG0Xep7utxSaOrXdkrOyXt3jU6+5kvtb/75W9P3/3Wj/3Mm3/ug+/5qXe/rdSxLDHJ47h2j/YS0VdRD7SBkXPu+/5wdTvnnHN+5nz3lfb5hx7+5le/9Z3vX57vxW4/esuynsRsGd0ypX4yW3T9qK+i1H3Upe/mMVtGziVSiVT6UV+ipHRt6bwcbo+UVH7gM8PLbfv0cAAANrq2c5kd3uD9+i1pqi7qPo2jqiMmkXLuXpmUq8u6PuhKpDrqSanrWOxfmdxxaueOi1fOf+Ppl55/4uHPfLr81P1v/4WP/p1PfuIj1c5oUleHwZoiSvTVMD8r2fd9RIxGo77vn3jiiS9+8Yu//qWnv37hjn5yZj66uyxmsXMmJjsx34u9C6NJOlsvL194KU3eUdX9crkodal3c9oZLWeLiLqUXKKOqMrRqfbhvXzK4R19Dm9Kf7gYI7YBADa5tqtY5jK/Lb/o0YLEtX+to6/L4toHikSUiIMU0c9ymkVcje76Z43MYj8iRuO9GL9QvWeU6xe+N/+DX/vKp7/+4r/45Cc+8MB977ijOtNfiu58SntxsHdw+sG+j3Edy9miSmU0GvcpSlz77837uKvqX/16SolUR1RdxH4XfYqooo+4a/Fs5J1Io66cmqXx1ao6iHhxFr/12fbT/+MPL13eX47eshyPokSe78coorsUe5ciIsY5Slxe1nHmJ0p0EZEPp30QEWV0bfJdpC5S1BF1d+ysyht7E8lxv3z1xjkAANy22u6j6m7TDWHeAMvRj+3N96udO6tJ+cK581/7lV9/yz2nPvjAWz/+oemH3/u2N52u0h39uCujKlWly+MSpUS/V0eKlKqoRiV2UtqPUUTUUdURVepT6bvFvM7Vqb5EnUtJfaRZfd9iGXWdr5bq3PdeevgbT371see+/czzL5zfL6M7+snZeYkNmluX+i5VXvcAALe7tkuq+ypvzBc+ORVp3KfUlxJ59/JOffn57z99+cXPPvrc3ZP45D/8+N/98P2/eF9UKQ5m3e44RXRRltHNo66qiOj7iFiM77t+j5xIkVIqZbEf9U5VRcyu9MtudOr0c/VuquLxZ2b/+b/+9tcee+LSLB30O9XkzHL3x+d97lMVUa6vjG+Avuu6VHvdAwDc7tqOlGKDTj0vvxjjcdSTWHax7KKvd3/iXfsv/9/FQbr8yvxXf+f3f/t3z/zrj/zYP/snv3T3ZHyli1zyJOUUEcsuchV1FaVMIiKufeh3ioio86kz3XzR92W0c2cV0fXlS0/v/c6nHnr8XHvh8mzWn1rm3WW1u5j3kUZp50ws+1juR70xcyspSjjbBgC4/bW9UT+Kd+/ubG92ZT5PVR6X0U7XLxfnX0zLLo12ckwWi/nLF/f//ece+09//MTP/vQDv/Dgux/4yXe+9Z7R3ZNRjqj6fpRKipj0FyMioo40KjFepOryrEqTvFfiu88d/OnXvvnVR/7Pl74fr1zZL7Gb6rOR6z6Nl32VJlWJUVmUSDnyKEq3MbXtjjkAACdS26lfpn6+KV/3y69cPn327t08Xiz7RaRqNF4ezKud3ShlvlykalxF+qvxPX+1WD71yPOf+pPH7z6Vf/5D7/vnn/zYe94eO1W1ExERb1peiUhRTSLlZaquRMx24jcf+t5/+czvP/vi5W58OqrJbNmXbpwnkz5S10fVR6pSHo275bI/2IuIqPtUbUxtj+Igx8jrHgDgdtf2KBY7cbApX/f87I/vR+q7FClHVNGnGE/6rkRESnWKKKmPUkVJEbmanL66XDz0xa9849FH3v+e+//VP/34z7zrjioiFlWMxt28it3dF690D339yU//3he++ezFl2Y5du6c97lfpHG1iBzRHUREfXhPni6i28slrv1sZFpGbExt5+X+btrxugcAuN21fUdcvbdc3JSv+3J9z6sfIRiRSqmiT1GqUlJ0KUoqsd9fjejq0uWY51hO6nn1ypVvPfLsv3384Z9825s/9uG//fc+/KHcj5/6zrN/9PDnH3386e++eKmvJ2WZ7srjvr+w7Kt6NK66WURU127uWFKUVA5/3cMPxt6wzYxc791Z7G0DANwmqVz/OOenrsT52eZ84SUiRXV4v8XDH3MskaJU0UfpU+ojYq+aXHu2RBWRU4zKYlTFKBbzKxf7xfzgb7yzqiJVcXU/9vdjPI7oY1RFTtF3EV2McuyVo0n9wK94qCrRpejTBv1+x2Qc7z3rlQ8AAAAAbLJXz7YBAIA3lhVeAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1l8+epRSMg4AALgFpZRjr6ejJ9q2NSYAALg1TdO89qJNEgAAGIraBgCAoWQjAICBHPvXynDLbrb365W2br8jN3K2DQAAQ1HbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAADA3U08DwAAG7xJREFU6vLNnmiaxnQAYBVt2xoCcCxn2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AADw+rIRAMBA2rY1BLzSfsQ52wYAALUNAACbJpVSrj1KyTgAAOAWHEX1TWsbAAB4Y9kkAQAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAqG0AABhSPnqUUjIOAAC4BaWUY6+noyfatjUmAAC4NU3TvPaiTRIAABiK2gYAgKHkmz1x7Ek4APBatjE5WbJtnd/7zrYBAGAoahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAwCry4T9SSmYBAAC3ppRy7PV0sycAAID/TzZJAABAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAALBu8tGjlJJxAADArSmlvF5tnzt3zowA2AhN0xjCemrb1hBOynQ6LaX4LTjB+R973SYJAAAMRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAt0M2AoBBuQ/LLXOTDmALONsGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAADgtdxLEvgBbnx4y9z4EHxvWatvPma+Jt/5nW0DAMBQ1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAgFVkIwBu1LatIQC+t5g5bxRn2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgCATebuNgDDcoMJgB9lzrYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAAB4rVRKufYoJeMAAIBbc9TVN8qv/zQAABshpVRKadvWKE7EdDo99rpNEgAAGIraBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAALZLfv2nU0o/IoMopXg1AABwW2tbgwIAwC2zSQIAAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAIAfVj56lFIyDgCAzSXn1rq2SynGAQCwualdSmnb1ihOxHQ6Pfa6TRIAABiK2gYAgKFkIwAA2D5N0xjC0FbZ23G2DQAAQ1HbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAABWkUoppgAAsAXatjWEE9Q0zWsvOtsGAIChqG0AABhKNgIAgO1z7FYDb6xVVnecbQMAwFDUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAALBdUinFFAAANr7qUiqltG1rFCdiOp0e29XOtgEAYChqGwAAhpKNAABg+zRNYwhDW2Vvx9k2AAAMRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFhFNgIAgO3Ttq0hrANn2wAAoLYBAGDT2CQBANhCTdMYwtBWWddxtg0AAENR2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAMB2yUYAALB92rY1hHXgbBsAANQ2AABsGpskAABbqGkaQxjaKus6zrYBAGAoahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAwCqyEQAAbJ+2bQ1hHTjbBgAAtQ0AAJvGJgkAwBZqmsYQhrbKuo6zbQAAGIraBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAALZLPnqUUjIOAIDNJefWurbPnTtnHAAAG2o6nZZS2rY1ipOa/7HXbZIAAMBQ1DYAAAwl3+yJpmlMB7bYzf6q0XvfSNd/pKbqjYCZr/+3qSPOtgEAYChqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAADAKlIp5dqjlIwDAABuzVFX3yi//tMAAGyElFIppW1bozgR0+n02Os2SQAAYChqGwAAhpKNAABg+zRNYwhDW2Vvx9k2AAAMRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAA2yUbAQDA9mnb1hDWgbNtAABQ2wAAsGlskgAAbKGmaQxhaKus6zjbBgCAoahtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAACryEePUkrGAQCwueTcWtd2KcU4AAA2N7VLKW3bGsWJmE6nx163SQIAAENR2wAAMJRsBAAA26dpGkMY2ip7O862AQBgKGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAA2C756FFKyTgAADaXnFvr2i6lGAcAwOZq29YQ1o1NEgAAUNsAALBpshEAAGyfpmkMYWirrO442wYAgKGobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAq0ilFFMAANj4qkuplNK2rVGciOl0emxXO9sGAIChqG0AABhKNgIAgO3TNI0hDG2VvR1n2wAAMBS1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAGyXbAQAANunbVtDWAfOtgEAQG0DAMCmsUkCALCFmqYxhKGtsq7jbBsAAIaitgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAArCIbAQDA9mnb1hDWgbNtAABQ2wAAsGlskgAAbKGmaQxhaKus6zjbBgCAoahtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAYLvko0cpJeMAANhccm6ta/vcuXPGAQCwoabTaSmlbVujOKn5H3vdJgkAAAxFbQMAwFDyzZ5omsZ0YIvd7K8avfeNdP1HaqreCJj5+n+bOuJsGwAAhqK2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACsIpVSrj1KyTgAAODWHHX1jfLrPw0AwEZIKZVS2rY1ihMxnU6PvW6TBAAAhqK2AQBgKNkIAAC2T9M0hjC0VfZ2nG0DAMBQ1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACwXbIRAABsn7ZtDWEdONsGAAC1DQAAm8YmCQDAFmqaxhCGtsq6jrNtAAAYitoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACwLfLrP51SMiOOlFIMAQDgDattdQUAALfMJgkAAKhtAADYNNkIAAC2T9u2hrAOnG0DAIDaBgCATWOTBABgCzVNYwhDW2Vdx9k2AAAMRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAA2yUfPUopGQcAwOaSc2td26UU4wAA2NzULqW0bWsUJ2I6nR573SYJAAAMRW0DAMBQshEAAGyfpmkMYWir7O042wYAgKGobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAq8hHj1JKxgEAsLnk3FrXdinFOAAANje1Sylt2xrFiZhOp8det0kCAABDUdsAADCUbAQAANunaRpDGNoqezvOtgEAYChqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AANgu2QgAALZP27aGsA6cbQMAgNoGAIBNY5MEAGALNU1jCENbZV3H2TYAAAxFbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAWEU2AgCA7dO2rSGsA2fbAACgtgEAYNPYJAEA2EJN0xjC0FZZ13G2DQAAQ1HbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAwHbJRgAAsH3atjWEdeBsGwAA1DYAAGwamyQAAFuoaRpDGNoq6zrOtgEAYChqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAADAKvLRo5SScQAAbC45t9a1fe7cOeMAANhQ0+m0lNK2rVGc1PyPvW6TBAAAhqK2AQBgKPlmTzRNYzqwxW72V43e+0a6/iM1VW8EzHz9v00dcbYNAABDUdsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwDAdkmllGuPUjIOAAC4NUddfaP8+k8DALARUkqllLZtjeJETKfTY6/bJAEAgKGobQAAGEo2AgCA7dM0jSEMbZW9HWfbAAAwFLUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAGAV2QgAALZP27aGsA6cbQMAgNoGAIBNY5MEAGALNU1jCENbZV3H2TYAAAxFbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAADbJR89SikZBwDA5pJza13bpRTjAADY3NQupbRtaxQnYjqdHnvdJgkAAAxFbQMAwFCyEQAAbJ+maQxhaKvs7TjbBgCAoahtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAACryEePUkrGAQCwueTcWtd2KcU4AAA2N7VLKW3bGsWJmE6nx163SQIAAENR2wAAMJRsBAAA26dpGkMY2ip7O862AQBgKGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAA2C7ZCAAAtk/btoawDpxtAwCA2gYAgE1jkwQAYAs1TWMIQ1tlXcfZNgAADEVtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABYRTYCAIDt07atIawDZ9sAAKC2AQBg09gkAQDYQk3TGMLQVlnXcbYNAABDUdsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwDAdslHj1JKxgEAsLnk3FrX9rlz54wDAGBDTafTUkrbtkZxUvM/9rpNEgAAGIraBgCAoeSbPdE0jenAFrvZXzV67xvp+o/UVL0RMPP1/zZ1xNk2AAAMRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQDA/2vXDlIbhqEoivJBa5H2vxxrMz+DFFNoFEJbYcmcM4mxZy84XByjtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAgE9EZn4dRZgDAAB+5+zq78r7ywAAbCEiMrP3bopLtNZenvcmCQAAzKK2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAMAeyvvLEWGjf5SZRgAAUNvqEAAA/sqbJAAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAA91XOo4gwBwDAvuTc0rV9HIc5AAA21VrLzN67Ka7a/+V5b5IAAMAsahsAAGYpowu1VuvAjY3+anTvm3T9Sa3qRsDm6/9MnTzbBgCAWdQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAIBPRGY+j3rv5gAA2FRrLTMV3bX7/zzv2TYAAMyitgEAYJYyulBrtQ7c2OivRve+Sdef1KpuBGy+/s/UybNtAACYRW0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAA91KeHxFhCwCArSm6Fb+UzLQCAADM4E0SAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAIDaBgAA1DYAAKhtAABQ2wAAgNoGAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAUNsAAIDaBgAAtQ0AAGobAABQ2wAAoLYBAEBtAwAAahsAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAAFDbAACgtgEAQG0DAABqGwAA1DYAAKhtAABAbQMAgNoGAAC1DQAAqG0AAFDbAACgtgEAALUNAABqGwAA1DYAAKC2AQBAbQMAgNoGAADUNgAAqG0AAFDbAACA2gYAALUNAABqGwAAUNsAAKC2AQBAbQMAAGobAADUNgAAqG0AAEBtAwCA2gYAALUNAACobQAAUNsAAKC2AQAAtQ0AAGobAADUNgAAoLYBAEBtAwCA2gYAANQ2AACobQAAQG0DAIDaBgAAtQ0AAKhtAABQ2wAAoLYBAAC1DQAAahsAANQ2AACgtgEAQG0DAAAAAMDYA+jrGOWqoA/tAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">37<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6a h9 y58 ff2 fs0 fc2 sc0 lsd ws0">10.<span class="ff7 ls0"> <span class="_ _28"> </span><span class="ff2">Right<span class="_ _0"></span>-<span class="ls20">of</span>-use asset<span class="_ _0"></span>s </span></span></div></div><div class="c x6a y512 w74 h18"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y512 w75 h18"><div class="t m0 xeb hd y386 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xd3 hd yb9 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c x3d y512 w76 h18"><div class="t m0 x24 hd y386 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x87 hd yb9 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x6a y513 w74 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls1f ws0">Land<span class="ls0"> </span></div></div><div class="c xf0 y513 w75 h26"><div class="t m0 xf1 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">5 435 </div></div><div class="c x3d y513 w76 h26"><div class="t m0 x81 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">5 890 </div></div><div class="c x6a y514 w74 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c xf0 y514 w75 h26"><div class="t m0 xcb h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">16 799 </div></div><div class="c x3d y514 w76 h26"><div class="t m0 xa0 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">22 140 </div></div><div class="c x6a y515 w74 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Plant and equ<span class="_ _0"></span>ipment </div></div><div class="c xf0 y515 w75 h41"><div class="t m0 x71 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">697<span class="ls0"> </span></div></div><div class="c x3d y515 w76 h41"><div class="t m0 x70 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">951<span class="ls0"> </span></div></div><div class="c x6a y516 w74 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c xf0 y516 w75 h26"><div class="t m0 xf1 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 270 </div></div><div class="c x3d y516 w76 h26"><div class="t m0 x81 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">3 014 </div></div><div class="c x6a y517 w74 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c xf0 y517 w75 h26"><div class="t m0 xcb hd y61 ff2 fs2 fc0 sc0 ls6 ws0">24<span class="ls0"> </span>201<span class="ls0"> </span></div></div><div class="c x3d y517 w76 h26"><div class="t m0 xa0 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">31<span class="ls0"> </span>995<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y518 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y519 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y51a w77 h59"><div class="t m0 x15 h6 y51b ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y51a w78 h59"><div class="t m0 x85 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0"> Land  </div></div><div class="c xf3 y51a w79 h59"><div class="t m0 xcc hd ye7 ff2 fs2 fc0 sc0 ls0 ws0"> Buildings and </div><div class="t m0 x24 hd y74 ff2 fs2 fc0 sc0 ls0 ws0">structures  </div></div><div class="c xf4 y51a w7a h59"><div class="t m0 xd6 hd ye8 ff2 fs2 fc0 sc0 ls0 ws0"> Technical </div><div class="t m0 x5a hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">equipment and </div><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">machinery  </div></div><div class="c xf5 y51a w7b h59"><div class="t m0 x25 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0"> Vehicles  </div></div><div class="c xf6 y51a w7c h59"><div class="t m0 xc1 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c x6a y23e w77 h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xf2 y23e w78 h26"><div class="t m0 x15 hd y102 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y23e w79 h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf4 y23e w7a h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf5 y23e w7b h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y23e w7c h26"><div class="t m0 x8d h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y51c w77 h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y51c w78 h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y51c w79 h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf4 y51c w7a h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf5 y51c w7b h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y51c w7c h26"><div class="t m0 x8d h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y51d w77 h44"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xf2 y51d w78 h44"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">6 481      </span></div></div><div class="c xf3 y51d w79 h44"><div class="t m0 x5b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">52 359      </span></div></div><div class="c xf4 y51d w7a h44"><div class="t m0 x56 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">1 775      </span></div></div><div class="c xf5 y51d w7b h44"><div class="t m0 x10 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">6 745      </span></div></div><div class="c xf6 y51d w7c h44"><div class="t m0 x38 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">67 360      </span></div></div><div class="c x6a yd2 w77 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">New lease c<span class="_ _0"></span>ontracts </div></div><div class="c xf2 yd2 w78 h41"><div class="t m0 x1b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 yd2 w79 h41"><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">2 977      </span></div></div><div class="c xf4 yd2 w7a h41"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 yd2 w7d h41"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf6 yd2 w32 h41"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">2 977      </span></div></div><div class="c x6a y51e w77 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease<span class="_ _0"></span> contracts </div></div><div class="c xf2 y51e w78 h26"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y51e w79 h26"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">487      </span></div></div><div class="c xf4 y51e w7a h26"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf5 y51e w7b h26"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(115)     </span></div></div><div class="c xf6 y51e w7c h26"><div class="t m0 x10 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">372     <span class="ff2"> </span></span></div></div><div class="c x6a y6f w77 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Termination <span class="_ _0"></span>of lease co<span class="_ _0"></span>ntracts </div></div><div class="c xf2 y6f w78 h26"><div class="t m0 xae h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y6f w79 h26"><div class="t m0 x2b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(2 370)     </span></div></div><div class="c xf4 y6f w7a h26"><div class="t m0 x5a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y6f w7b h26"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf6 y6f w7c h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(2 370)     </span></div></div><div class="c x6a y51f w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf2 y51f w78 h26"><div class="t m0 xae h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y51f w79 h26"><div class="t m0 x38 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf4 y51f w7a h26"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf5 y51f w7b h26"><div class="t m0 x72 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(1 715)     </span></div></div><div class="c xf6 y51f w7c h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">(1 715)     </span></div></div><div class="c x6a y434 w77 h41"><div class="t m0 x15 hd yfb ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences<span class="ff2"> </span></div></div><div class="c xf2 y434 w78 h41"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">       <span class="ls0">(383)     </span></div></div><div class="c xf3 y434 w79 h41"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">       <span class="ls0">(815)     </span></div></div><div class="c xf4 y434 w7a h41"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y434 w7b h41"><div class="t m0 xae h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(37)     </span></div></div><div class="c xf6 y434 w7c h41"><div class="t m0 x1d hd y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(1 235)    <span class="ff2"> </span></span></div></div><div class="c x6a y26b w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xf2 y26b w78 h26"><div class="t m0 x18 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">6 098      </span></div></div><div class="c xf3 y26b w79 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">52 638      </span></div></div><div class="c xf4 y26b w7a h26"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">1 775      </span></div></div><div class="c xf5 y26b w7b h26"><div class="t m0 x18 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">4 878      </span></div></div><div class="c xf6 y26b w7c h26"><div class="t m0 x5a hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">65 389      </span></div></div><div class="c x6a y33d w77 h26"><div class="t m0 xf7 hd y102 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y33d w78 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y33d w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y33d w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y33d w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y33d w7c h26"><div class="t m0 x8d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y520 w77 h26"><div class="t m0 x15 h6 y102 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y520 w78 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y520 w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y520 w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y520 w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y520 w7c h26"><div class="t m0 x8d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y521 w77 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2024<span class="_ _5"></span> </div></div><div class="c xf2 y521 w78 h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">6 411     <span class="ff1"> </span></span></div></div><div class="c xf3 y521 w79 h26"><div class="t m0 x16 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">48 753     <span class="ff1"> </span></span></div></div><div class="c xf4 y521 w7a h26"><div class="t m0 x10 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">1 775     <span class="ff1"> </span></span></div></div><div class="c xf5 y521 w7b h26"><div class="t m0 x1d hd y64 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">6 432     <span class="ff1"> </span></span></div></div><div class="c xf6 y521 w7c h26"><div class="t m0 x26 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">63 371      </span></div></div><div class="c x6a y522 w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">New lease c<span class="_ _0"></span>ontracts </div></div><div class="c xf2 y522 w78 h26"><div class="t m0 x26 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y522 w79 h26"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">3 450      </span></div></div><div class="c xf4 y522 w7a h26"><div class="t m0 x5a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y522 w7d h26"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">2 395      </span></div></div><div class="c xf6 y522 w32 h26"><div class="t m0 x62 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">5 845      </span></div></div><div class="c x6a y523 w77 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease<span class="_ _0"></span> contracts </div></div><div class="c xf2 y523 w78 h41"><div class="t m0 x26 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y523 w79 h41"><div class="t m0 x36 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">382      </span></div></div><div class="c xf4 y523 w7a h41"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y523 w7b h41"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">204      </span></div></div><div class="c xf6 y523 w7c h41"><div class="t m0 x62 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">586      </span></div></div><div class="c x6a y410 w77 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf2 y410 w78 h26"><div class="t m0 x26 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y410 w79 h26"><div class="t m0 x26 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf4 y410 w7a h26"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y410 w7b h26"><div class="t m0 x36 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 269)     </span></div></div><div class="c xf6 y410 w7c h26"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(2 269)     </span></div></div><div class="c x6a y524 w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf2 y524 w78 h26"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">70      </span></div></div><div class="c xf3 y524 w79 h26"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(226)     </span></div></div><div class="c xf4 y524 w7a h26"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y524 w7b h26"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(17)     </span></div></div><div class="c xf6 y524 w7c h26"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(173)     </span></div></div><div class="c x6a y178 w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf2 y178 w78 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">6 481      </span></div></div><div class="c xf3 y178 w79 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">52 359      </span></div></div><div class="c xf4 y178 w7a h26"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">1 775      </span></div></div><div class="c xf5 y178 w7b h26"><div class="t m0 x1d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">6 745      </span></div></div><div class="c xf6 y178 w7c h26"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">67 360      </span></div></div><div class="c x6a y525 w77 h26"><div class="t m0 xf7 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y525 w78 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y525 w79 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y525 w7a h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y525 w7b h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y525 w7c h26"><div class="t m0 x8d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y526 w77 h44"><div class="t m0 x15 hd y527 ff2 fs2 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation     </div></div><div class="c xf2 y526 w78 h44"><div class="t m0 x15 hd y64 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xf3 y526 w79 h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y526 w7a h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y526 w7b h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y526 w7c h44"><div class="t m0 x8d h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y528 w77 h41"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y528 w78 h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y528 w79 h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y528 w7a h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y528 w7b h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y528 w7c h41"><div class="t m0 x8d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y529 w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xf2 y529 w78 h26"><div class="t m0 xaf hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">591      </span></div></div><div class="c xf3 y529 w79 h26"><div class="t m0 x2f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">30 219      </span></div></div><div class="c xf4 y529 w7a h26"><div class="t m0 x48 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">824      </span></div></div><div class="c xf5 y529 w7b h26"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">3 731      </span></div></div><div class="c xf6 y529 w7c h26"><div class="t m0 x9f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">35 365      </span></div></div><div class="c x6a y297 w77 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c xf2 y297 w78 h26"><div class="t m0 xaf h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">110      </span></div></div><div class="c xf3 y297 w79 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">8 448      </span></div></div><div class="c xf4 y297 w7a h26"><div class="t m0 x48 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">254      </span></div></div><div class="c xf5 y297 w7b h26"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">1 679      </span></div></div><div class="c xf6 y297 w7c h26"><div class="t m0 x38 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">10 491     <span class="ff2"> </span></span></div></div><div class="c x6a y52a w77 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">Termination <span class="_ _0"></span>of lease co<span class="_ _0"></span>ntracts </div></div><div class="c xf2 y52a w78 h26"><div class="t m0 x94 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">         <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y52a w79 h26"><div class="t m0 x36 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(2 370)     </span></div></div><div class="c xf4 y52a w7a h26"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y52a w7b h26"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf6 y52a w7c h26"><div class="t m0 x24 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(2 370)     </span></div></div><div class="c x6a y52b w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf2 y52b w78 h26"><div class="t m0 x38 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y52b w79 h26"><div class="t m0 x4b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf4 y52b w7a h26"><div class="t m0 x24 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y52b w7b h26"><div class="t m0 x26 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(1 687)     </span></div></div><div class="c xf6 y52b w7c h26"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(1 687)     </span></div></div><div class="c x6a y52c w77 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf2 y52c w78 h41"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(38)     </span></div></div><div class="c xf3 y52c w79 h41"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(458)     </span></div></div><div class="c xf4 y52c w7a h41"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y52c w7b h41"><div class="t m0 x2f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(115)     </span></div></div><div class="c xf6 y52c w7c h41"><div class="t m0 x18 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(611)    <span class="ff2"> </span></span></div></div><div class="c x6a y52d w77 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xf2 y52d w78 h41"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">663      </span></div></div><div class="c xf3 y52d w79 h41"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">35 839      </span></div></div><div class="c xf4 y52d w7a h41"><div class="t m0 x56 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">1 078      </span></div></div><div class="c xf5 y52d w7b h41"><div class="t m0 x18 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">3 608      </span></div></div><div class="c xf6 y52d w7c h41"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">41 188      </span></div></div><div class="c x6a y52e w77 h26"><div class="t m0 xf7 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y52e w78 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y52e w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y52e w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y52e w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y52e w7c h26"><div class="t m0 x8d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y3b6 w77 h26"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y3b6 w78 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y3b6 w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y3b6 w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y3b6 w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y3b6 w7c h26"><div class="t m0 x8d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y52f w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>024 </div></div><div class="c xf2 y52f w78 h26"><div class="t m0 x36 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">469     <span class="ff1"> </span></span></div></div><div class="c xf3 y52f w79 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">23 230     <span class="ff1"> </span></span></div></div><div class="c xf4 y52f w7a h26"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">571     <span class="ff1"> </span></span></div></div><div class="c xf5 y52f w7b h26"><div class="t m0 x1d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">4 577     <span class="ff1"> </span></span></div></div><div class="c xf6 y52f w7c h26"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">28 847      </span></div></div><div class="c x6a y530 w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c xf2 y530 w78 h26"><div class="t m0 x36 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">115      </span></div></div><div class="c xf3 y530 w79 h26"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">7 081      </span></div></div><div class="c xf4 y530 w7a h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">253      </span></div></div><div class="c xf5 y530 w7b h26"><div class="t m0 x1d h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">1 412      </span></div></div><div class="c xf6 y530 w7c h26"><div class="t m0 x56 hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">8 861     <span class="ff2"> </span></span></div></div><div class="c x6a y531 w77 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf2 y531 w78 h26"><div class="t m0 x26 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf3 y531 w79 h26"><div class="t m0 x26 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf4 y531 w7a h26"><div class="t m0 x5a h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y531 w7b h26"><div class="t m0 x36 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 246)     </span></div></div><div class="c xf6 y531 w7c h26"><div class="t m0 x2b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(2 246)     </span></div></div><div class="c x6a y532 w77 h41"><div class="t m0 x15 hd yfb ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences<span class="ff2"> </span></div></div><div class="c xf2 y532 w78 h41"><div class="t m0 x16 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">7      </span></div></div><div class="c xf3 y532 w79 h41"><div class="t m0 x56 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">(92)     </span></div></div><div class="c xf4 y532 w7a h41"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf5 y532 w7b h41"><div class="t m0 x57 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                  <span class="ls0">(12)     </span></div></div><div class="c xf6 y532 w7c h41"><div class="t m0 x58 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">(97)    <span class="ff2"> </span></span></div></div><div class="c x6a y255 w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf2 y255 w78 h26"><div class="t m0 x36 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">591      </span></div></div><div class="c xf3 y255 w79 h26"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">30 219      </span></div></div><div class="c xf4 y255 w7a h26"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">824      </span></div></div><div class="c xf5 y255 w7b h26"><div class="t m0 x1d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">3 731      </span></div></div><div class="c xf6 y255 w7c h26"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">35 365      </span></div></div><div class="c x6a y533 w77 h26"><div class="t m0 xf7 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y533 w78 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y533 w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y533 w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y533 w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y533 w7c h26"><div class="t m0 x8d h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y534 w77 h26"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xf2 y534 w78 h26"><div class="t m0 x15 hd y61 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xf3 y534 w79 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y534 w7a h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y534 w7b h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y534 w7c h26"><div class="t m0 x8d h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y535 w77 h44"><div class="t m0 x15 h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y535 w78 h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y535 w79 h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y535 w7a h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y535 w7b h44"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y535 w7c h44"><div class="t m0 x8d h6 y1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y536 w77 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xf2 y536 w78 h26"><div class="t m0 x57 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">5 435      </span></div></div><div class="c xf3 y536 w79 h26"><div class="t m0 x5a hd y64 ff2 fs2 fc0 sc0 ls7 ws0">       <span class="ls0">16 799      </span></div></div><div class="c xf4 y536 w7a h26"><div class="t m0 x48 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">697      </span></div></div><div class="c xf5 y536 w7b h26"><div class="t m0 xaf hd y64 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">1 270      </span></div></div><div class="c xf6 y536 w7c h26"><div class="t m0 x58 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">24 201      </span></div></div><div class="c x6a y537 w77 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf2 y537 w78 h41"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">5 890      </span></div></div><div class="c xf3 y537 w79 h41"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">           <span class="ls0">22 140      </span></div></div><div class="c xf4 y537 w7a h41"><div class="t m0 x10 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">951      </span></div></div><div class="c xf5 y537 w7b h41"><div class="t m0 x1d hd y61 ff2 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">3 014      </span></div></div><div class="c xf6 y537 w7c h41"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">31 995      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y538 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y1bd ff1 fs4 fc0 sc0 ls0 ws0"> <span class="_ _34"> </span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x6b y3 w6b h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">38<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6a h8 y539 ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>2025, <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Parent <span class="_ _18"></span>Company <span class="_ _c"></span>did <span class="_ _c"></span>not <span class="_ _c"></span>enter <span class="_ _c"></span>into <span class="_ _c"></span>any <span class="_ _c"></span>new <span class="_ _c"></span>lease <span class="_ _c"></span>agreements<span class="_ _1"></span>. <span class="_ _1"></span>The <span class="_ _c"></span>subs<span class="_ _1"></span>idiary <span class="_ _c"></span>entered <span class="_ _1"></span>in<span class="_ _1"></span>to <span class="_ _1"></span>a <span class="_ _c"></span>war<span class="_ _1"></span>ehouse </div><div class="t m0 x6a h8 y53a ff1 fs4 fc0 sc0 ls0 ws0">lease <span class="_ _d"></span>agreement, <span class="_ _d"></span>which <span class="_ _d"></span>increased <span class="_ _d"></span>the <span class="_ _d"></span>right<span class="_ _1"></span>-<span class="ls17">of</span>-use <span class="_ _d"></span>assets <span class="_ _d"></span>by <span class="_ _d"></span>PLN <span class="_ _d"></span>2,977 <span class="_ _d"></span>thousand. <span class="_ _d"></span>The <span class="_ _d"></span>following <span class="_ _18"></span>modification<span class="_ _1"></span>s <span class="_ _d"></span>were </div><div class="t m0 x6a h8 y53b ff1 fs4 fc0 sc0 ls0 ws0">made: </div><div class="t m0 x6a h8 y39 ff1 fs4 fc0 sc0 ls0 ws0">- war<span class="_ _1"></span>ehouse <span class="_ _1"></span>lease <span class="_ _1"></span>agreements <span class="_ _1"></span><span class="ff5">–</span> <span class="_ _1"></span>as <span class="_ _1"></span>a <span class="_ _1"></span>result <span class="_ _1"></span>of <span class="_ _1"></span>the ind<span class="_ _1"></span>exation <span class="_ _1"></span>of rent <span class="_ _1"></span>rat<span class="_ _1"></span>es pro<span class="_ _1"></span>vided <span class="_ _1"></span>for in<span class="_ _1"></span> the <span class="_ _1"></span>agreement, <span class="_ _1"></span>the <span class="_ _1"></span>right<span class="_ _c"></span>-<span class="ls17">of</span>-</div><div class="t m0 x6a h8 y96 ff1 fs4 fc0 sc0 ls0 ws0">use assets<span class="_ _1"></span> and the lease liability increased b<span class="_ _1"></span>y PLN 487 thousand,<span class="_ _1"></span> </div><div class="t m0 x6a h8 y53c ff1 fs4 fc0 sc0 ls0 ws0">- car <span class="_ _1"></span>lease agreements <span class="_ _1"></span><span class="ff5">–</span> as <span class="_ _1"></span>a result of <span class="_ _1"></span>amendments to <span class="_ _1"></span>the concluded <span class="_ _1"></span>agreements, th<span class="_ _1"></span>e right<span class="_ _1"></span>-<span class="ls17">of</span>-use assets<span class="_ _1"></span> and <span class="_ _1"></span>the lease </div><div class="t m0 x6a h8 y53d ff1 fs4 fc0 sc0 ls0 ws0">liability decreased by<span class="_ _1"></span> PLN 27 thousan<span class="_ _1"></span>d. </div><div class="t m0 x6a h8 ye ff1 fs4 fc0 sc0 ls0 ws0">In 2025, <span class="_ _5"></span>the Parent Company&apos;s f<span class="_ _0"></span>orklift le<span class="_ _0"></span>ase agreement <span class="_ _5"></span>expi<span class="_ _1"></span>red, and <span class="_ _5"></span>in accordance with <span class="_ _5"></span>the terms <span class="_ _0"></span>of <span class="_ _0"></span>the agreement, <span class="_ _5"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6a h8 y53e ff1 fs4 fc0 sc0 ls0 ws0">Company <span class="_ _18"></span>decided<span class="_ _1"></span> <span class="_ _c"></span>to<span class="_ _1"></span> <span class="_ _c"></span>p<span class="_ _1"></span>urchase <span class="_ _18"></span>them. <span class="_ _18"></span>Consequ<span class="_ _1"></span>ently, <span class="_ _18"></span>these <span class="_ _18"></span>as<span class="_ _1"></span>sets <span class="_ _18"></span>were <span class="_ _c"></span>r<span class="_ _1"></span>eclassified <span class="_ _18"></span>to <span class="_ _18"></span>fix<span class="_ _1"></span>ed <span class="_ _c"></span>as<span class="_ _1"></span>sets. <span class="_ _18"></span>As <span class="_ _18"></span>a <span class="_ _18"></span>resu<span class="_ _1"></span>lt <span class="_ _c"></span>of <span class="_ _18"></span>th<span class="_ _1"></span>is </div><div class="t m0 x6a h8 y53f ff1 fs4 fc0 sc0 ls0 ws0">transaction,<span class="_ _1"></span> <span class="_ _5"></span>the <span class="_ _5"></span>righ<span class="_ _1"></span>t-<span class="ls17">of</span>-use <span class="_ _5"></span>assets decreased <span class="_ _5"></span>by <span class="_ _5"></span>PLN 1,715 <span class="_ _5"></span>thousand<span class="_ _1"></span>. <span class="_ _5"></span>PLN <span class="_ _5"></span>at<span class="_ _1"></span> <span class="_ _5"></span>initial <span class="_ _5"></span>valu<span class="_ _1"></span>e <span class="_ _5"></span>(PLN <span class="_ _5"></span>28 <span class="_ _0"></span>thousand<span class="_ _1"></span> <span class="_ _5"></span>at <span class="_ _5"></span>boo<span class="_ _1"></span>k <span class="_ _5"></span>value </div><div class="t m0 x6a h8 y4f0 ff1 fs4 fc0 sc0 ls0 ws0">on the redemption dat<span class="_ _1"></span>e). </div><div class="t m0 x6a h8 y117 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y540 ff1 fs4 fc0 sc0 ls0 ws0">Lease liabilities are presented <span class="_ _1"></span>in note 21.<span class="_ _1"></span> </div><div class="t m0 x6a h9 y269 ff2 fs0 fc2 sc0 lsd ws0">11.<span class="ff7 ls0"> <span class="_ _28"> </span><span class="ff2">Goo<span class="_ _0"></span>dwill </span></span></div><div class="t m0 x6a h8 y541 ff1 fs4 fc0 sc0 ls0 ws0">Goodwill <span class="_ _1b"> </span>amounting <span class="_ _23"> </span>to <span class="_ _1b"> </span>PLN <span class="_ _d"> </span>830 <span class="_ _23"> </span>thousand <span class="_ _1b"> </span>includ<span class="_ _1"></span>es <span class="_ _d"> </span>only <span class="_ _1b"> </span>the <span class="_ _1b"> </span>goo<span class="_ _1"></span>dwill <span class="_ _d"> </span>resu<span class="_ _1"></span>lting <span class="_ _1b"> </span>from <span class="_ _1b"> </span>the <span class="_ _1b"> </span>acquisition<span class="_ _1"></span>s <span class="_ _d"> </span>of <span class="_ _23"> </span>Yato <span class="_ _d"> </span>Tools </div><div class="t m0 x6a h8 y542 ff1 fs4 fc0 sc0 ls0 ws0">(Shanghai) Co. Ltd. <span class="_ _1"></span>in 2013. </div></div><div class="c x6a y543 w7e he"><div class="t m0 xf8 hd y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y543 w7f he"><div class="t m0 x50 hd y64 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">5 </span></div></div><div class="c xfa y543 w67 he"><div class="t m0 x5f hd y64 ff2 fs2 fc0 sc0 ls6 ws0">202<span class="ls0">4 </span></div></div><div class="c x6a yaa w7e h10"><div class="t m0 xf8 hd y5e ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c xf9 yaa w7f h10"><div class="t m0 x83 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">735<span class="ls0"> </span></div></div><div class="c xfa yaa w67 h10"><div class="t m0 xeb hd y61 ff2 fs2 fc0 sc0 ls6 ws0">723<span class="ls0"> </span></div></div><div class="c x6a y544 w7e h10"><div class="t m0 xf8 h6 y5e ff1 fs2 fc0 sc0 ls0 ws0">Foreign excha<span class="_ _0"></span>nge differ<span class="_ _0"></span>ences </div></div><div class="c xf9 y544 w7f h10"><div class="t m0 x67 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">(61) </div></div><div class="c xfa y544 w67 h10"><div class="t m0 xfb h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x6a y545 w7e h14"><div class="t m0 xf8 hd y80 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er </div></div><div class="c xf9 y545 w7f h14"><div class="t m0 x83 hd y64 ff2 fs2 fc0 sc0 ls6 ws0">674<span class="ls0"> </span></div></div><div class="c xfa y545 w67 h14"><div class="t m0 xeb hd y64 ff2 fs2 fc0 sc0 ls6 ws0">735<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y546 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a hb y547 ff2 fs4 fc0 sc0 ls0 ws0">Impairment te<span class="_ _1"></span>st for goodwill </div><div class="t m0 x6a h8 y548 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _16"> </span>Manag<span class="_ _1"></span>ement <span class="_ _31"> </span>Board <span class="_ _31"> </span>re<span class="_ _1"></span>views <span class="_ _16"> </span>the <span class="_ _31"> </span>bus<span class="_ _1"></span>iness <span class="_ _31"> </span>performan<span class="_ _1"></span>ce <span class="_ _16"> </span>by <span class="_ _31"> </span>geographic<span class="_ _1"></span> <span class="_ _16"> </span>areas <span class="_ _31"> </span>(<span class="_ _1"></span>locations <span class="_ _31"> </span>of<span class="_ _c"></span> subsidiaries<span class="_ _1"></span>) <span class="_ _16"> </span>and </div><div class="t m0 x6a h8 y549 ff1 fs4 fc0 sc0 ls0 ws0">distribution<span class="_ _1"></span> <span class="_ _1"></span>channels. <span class="_ _1"></span>The <span class="_ _c"></span>main <span class="_ _c"></span>geographic <span class="_ _1"></span>areas <span class="_ _c"></span>identified<span class="_ _1"></span> <span class="_ _1"></span>include <span class="_ _1"></span>Po<span class="_ _1"></span>land <span class="_ _1"></span>and <span class="_ _c"></span>European <span class="_ _c"></span>countries <span class="_ _1"></span>(except <span class="_ _c"></span>Romania)<span class="_ _1"></span>, </div><div class="t m0 x6a h8 y54a ff1 fs4 fc0 sc0 ls0 ws0">Romania (subsidiary<span class="_ _1"></span> in <span class="_ _0"></span>Romania), as well as China and non-Eu<span class="_ _1"></span>ropean foreign markets (subsidiaries in China). In all these </div><div class="t m0 x6a h8 y54b ff1 fs4 fc0 sc0 ls0 ws0">areas, the Group conducts activities in various distribution chann<span class="_ _1"></span>els.  <span class="_ _0"></span>Goodwill is analysed by the Management Board at </div><div class="t m0 x6a h8 y320 ff1 fs4 fc0 sc0 ls0 ws0">the geographic <span class="_ _5"></span>ar<span class="_ _1"></span>eas level. <span class="_ _0"></span>The <span class="_ _0"></span>above goodwill <span class="_ _5"></span>is<span class="_ _1"></span> allocated to <span class="_ _0"></span>subsidiaries located in <span class="_ _5"></span>Chin<span class="_ _1"></span>a, i.e<span class="_ _0"></span>. Y<span class="_ _0"></span>ato Tools (Shanghai) <span class="_ _0"></span>Co. </div><div class="t m0 x6a hb y54c ff1 fs4 fc0 sc0 ls0 ws0">Ltd. and Yato Too<span class="_ _1"></span>ls Jiaxing Co. Ltd.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6a h8 y322 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y54d ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>recoverable <span class="_ _c"></span>amount <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>cas<span class="_ _1"></span>h-generating <span class="_ _c"></span>unit <span class="_ _c"></span>has <span class="_ _1"></span>been <span class="_ _1"></span>determined <span class="_ _c"></span>based <span class="_ _c"></span>on <span class="_ _1"></span>value<span class="_ _1"></span>-<span class="lsf">in</span>-use <span class="_ _1"></span>calculations<span class="_ _1"></span> <span class="_ _1"></span>for <span class="_ _1"></span>eac<span class="_ _1"></span>h </div><div class="t m0 x6a h8 y54e ff1 fs4 fc0 sc0 ls0 ws0">operating segment separately<span class="_ _1"></span>. These calculations u<span class="_ _1"></span>se pre-ta<span class="_ _1"></span>x cash flow projections<span class="_ _1"></span> based on finan<span class="_ _1"></span>cial budgets covering </div><div class="t m0 x6a h8 y277 ff1 fs4 fc0 sc0 ls0 ws0">a five-year <span class="_ _18"></span>period. <span class="_ _d"></span>Cash <span class="_ _18"></span>flows <span class="_ _18"></span>beyon<span class="_ _1"></span>d <span class="_ _18"></span>the <span class="_ _18"></span>five-y<span class="_ _1"></span>ear <span class="_ _c"></span>period<span class="_ _1"></span> <span class="_ _18"></span>are <span class="_ _18"></span>extrapolated <span class="_ _18"></span>us<span class="_ _1"></span>ing <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>estimated <span class="_ _18"></span>growth <span class="_ _d"></span>rates <span class="_ _c"></span>s<span class="_ _1"></span>tated </div><div class="t m0 x6a h8 y54f ff1 fs4 fc0 sc0 ls0 ws0">below. <span class="_ _18"></span>The <span class="_ _18"></span>growth <span class="_ _18"></span>rate <span class="_ _18"></span>does<span class="_ _1"></span> <span class="_ _c"></span>no<span class="_ _1"></span>t <span class="_ _c"></span>exceed <span class="_ _18"></span>the <span class="_ _18"></span>lon<span class="_ _1"></span>g-term <span class="_ _18"></span>av<span class="_ _1"></span>erage <span class="_ _c"></span>gro<span class="_ _1"></span>wth <span class="_ _18"></span>rate <span class="_ _18"></span>for <span class="_ _18"></span>the <span class="_ _18"></span>tool <span class="_ _18"></span>indu<span class="_ _1"></span>stry <span class="_ _c"></span>in <span class="_ _d"></span>which <span class="_ _c"></span>the <span class="_ _18"></span>cash<span class="_ _1"></span>-</div><div class="t m0 x6a h8 y550 ff1 fs4 fc0 sc0 ls0 ws0">generating unit operates.<span class="_ _1"></span> </div><div class="t m0 x6a h8 y50b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y27b ff1 fs4 fc0 sc0 ls0 ws0">The key assumption<span class="_ _1"></span>s used for value<span class="_ _1"></span>-<span class="lsf">in</span>-use calculations are as<span class="_ _1"></span> follows: </div></div><div class="c x6a y551 w80 h5a"><div class="t m0 x15 h3b yef ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xf4 y551 w81 h5a"><div class="t m0 x86 hd y44a ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x67 hd y44b ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xfc y551 w54 h5a"><div class="t m0 x86 hd y44a ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x67 hd y44b ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x6a y552 w80 h5b"><div class="t m0 x15 h6 y101 ff1 fs2 fc0 sc0 ls0 ws0">compound annual<span class="_ _0"></span> rate of gro<span class="_ _0"></span>wth of sales r<span class="_ _0"></span>evenue </div></div><div class="c xf4 y552 w81 h5b"><div class="t m0 xd4 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ls6">4% </span> </div></div><div class="c xfc y552 w54 h5b"><div class="t m0 xd4 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ls6">4% </span> </div></div><div class="c x6a y553 w80 h5c"><div class="t m0 x15 h6 y101 ff1 fs2 fc0 sc0 ls0 ws0">rate of<span class="_ _0"></span> growth after the<span class="_ _0"></span> forecast period </div></div><div class="c xf4 y553 w81 h5c"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">2% <span class="ls0"> </span></div></div><div class="c xfc y553 w54 h5c"><div class="t m0 x32 h6 y64 ff1 fs2 fc0 sc0 ls6 ws0">2% <span class="ls0"> </span></div></div><div class="c x6a y554 w80 h5c"><div class="t m0 x15 h6 y101 ff1 fs2 fc0 sc0 ls0 ws0">weighted ave<span class="_ _0"></span>rage cost of c<span class="_ _0"></span>apital (discount r<span class="_ _0"></span>ate) </div></div><div class="c xf4 y554 w81 h5c"><div class="t m0 x67 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">6,8% </div></div><div class="c xfc y554 w54 h5c"><div class="t m0 x67 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">5,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y555 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y556 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>annual <span class="_ _1"></span>rate <span class="_ _1"></span>of <span class="_ _1"></span>gro<span class="_ _1"></span>wth <span class="_ _1"></span>of <span class="_ _1"></span>sales <span class="_ _1"></span>revenue <span class="_ _1"></span>was<span class="_ _1"></span> <span class="_ _1"></span>used <span class="_ _1"></span>as <span class="_ _1"></span>the <span class="_ _1"></span>key <span class="_ _1"></span>ass<span class="_ _1"></span>umption. <span class="_ _1"></span>The <span class="_ _1"></span>volume <span class="_ _1"></span>of <span class="_ _1"></span>sales <span class="_ _1"></span>in <span class="_ _1"></span>each <span class="_ _1"></span>p<span class="_ _1"></span>eriod <span class="_ _1"></span>is <span class="_ _1"></span>the </div><div class="t m0 x6a h8 y557 ff1 fs4 fc0 sc0 ls0 ws0">main driver for re<span class="_ _0"></span>venue and costs. The compound annual rate of growth of <span class="_ _0"></span>sales revenue is based on past performance. </div><div class="t m0 x6a h8 y558 ff1 fs4 fc0 sc0 ls0 ws0">The lon<span class="_ _1"></span>g ter<span class="_ _1"></span>m growth<span class="_ _1"></span> r<span class="_ _1"></span>ates u<span class="_ _1"></span>sed were <span class="_ _1"></span>estimated <span class="_ _1"></span>on <span class="_ _1"></span>a <span class="_ _1"></span>very <span class="_ _1"></span>conservative <span class="_ _1"></span>level. <span class="_ _1"></span>The <span class="_ _1"></span>discount <span class="_ _1"></span>rates <span class="_ _1"></span>used <span class="_ _1"></span>are p<span class="_ _1"></span>re<span class="_ _1"></span>-tax <span class="_ _1"></span>and </div><div class="t m0 x6a h8 y559 ff1 fs4 fc0 sc0 ls0 ws0">reflect specific risks<span class="_ _1"></span> relating to that market<span class="_ _1"></span>. </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x6b y3 w6b h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">39<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6a h8 ya ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>recoverabl<span class="_ _1"></span>e <span class="_ _5"></span>amoun<span class="_ _1"></span>t <span class="_ _5"></span>calculated on <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>basis of <span class="_ _5"></span>value <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _5"></span>use,  <span class="_ _5"></span>using<span class="_ _1"></span> <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>above assumptions, <span class="_ _5"></span>constit<span class="_ _1"></span>utes <span class="_ _5"></span>appro<span class="_ _1"></span>ximately </div><div class="t m0 x6a h8 y165 ff1 fs4 fc0 sc0 ls0 ws0">1<span class="ls3">95</span>% <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>book <span class="_ _1"></span>valu<span class="_ _1"></span>e for <span class="_ _1"></span>all <span class="_ _c"></span>segments <span class="_ _1"></span>(1<span class="ls3">66<span class="_ _1"></span></span>% <span class="_ _1"></span>in <span class="_ _1"></span>2024). <span class="_ _1"></span>The <span class="_ _1"></span>following <span class="_ _1"></span>changes <span class="_ _1"></span>in <span class="_ _1"></span>key<span class="_ _1"></span> <span class="_ _1"></span>assumptions <span class="_ _1"></span>would <span class="_ _1"></span>remove <span class="_ _1"></span>this </div><div class="t m0 x6a h8 y49d ff1 fs4 fc0 sc0 ls0 ws0">excess  in <span class="_ _23"> </span>at  le<span class="_ _0"></span>ast  one <span class="_ _1b"> </span>segment  (the  impact <span class="_ _23"> </span>of  e<span class="_ _0"></span>ach  assumption <span class="_ _23"> </span>was  estimated <span class="_ _23"> </span>under <span class="_ _23"> </span>the <span class="_ _23"> </span>assumption  that <span class="_ _23"> </span>other </div><div class="t m0 x6a h8 y55a ff1 fs4 fc0 sc0 ls0 ws0">assumption<span class="_ _1"></span>s remain unchanged):<span class="_ _1"></span> </div><div class="t m0 x6a h8 y55b ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">decrease <span class="_ _d"></span>in <span class="_ _d"></span>forecasted <span class="_ _18"></span>r<span class="_ _1"></span>evenue <span class="_ _d"></span>growth <span class="_ _18"></span>rate<span class="_ _1"></span> <span class="_ _18"></span>in<span class="_ _1"></span> <span class="_ _18"></span>the <span class="_ _d"></span>next <span class="_ _d"></span>5 <span class="_ _d"></span>years <span class="_ _d"></span>by <span class="_ _1b"> </span>7.6 <span class="_ _d"></span>percentage <span class="_ _d"></span>point <span class="_ _d"></span>(2024: <span class="_ _d"></span>decrease <span class="_ _d"></span>by <span class="_ _d"></span>3.3 </span></span></div><div class="t m0 x97 h8 y5f ff1 fs4 fc0 sc0 ls0 ws0">percentage points); <span class="_ _1"></span> </div><div class="t m0 x6a h8 y55c ff8 fs4 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">increase in the dis<span class="_ _1"></span>count rate by 2.7 p<span class="_ _1"></span>ercentage point (2024<span class="_ _1"></span>: increase by 1.3 percentag<span class="_ _1"></span>e points). </span></span></div><div class="t m0 x6a h9 y55d ff2 fs0 fc2 sc0 lsd ws0">12.<span class="ff7 ls0"> <span class="_ _28"> </span><span class="ff2">Inv<span class="_ _0"></span>entory </span></span></div></div><div class="c x6a y55e w82 h1b"><div class="t m0 x15 h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y55e w81 h1b"><div class="t m0 x86 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x67 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ff1 ls0"> </span></div></div><div class="c x60 y55e w66 h1b"><div class="t m0 x70 hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xfe hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ff1 ls0"> </span></div></div><div class="c x6a y55f w82 h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Goods fo<span class="_ _0"></span>r resale at ware<span class="_ _0"></span>house and in transi<span class="_ _0"></span>t </div></div><div class="c xfd y55f w81 h3d"><div class="t m0 x1f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">458 655      </span></div></div><div class="c x60 y55f w66 h3d"><div class="t m0 x23 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">496 534 </span></div></div><div class="c x6a y560 w82 h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected ret<span class="_ _0"></span>urns from customers </div></div><div class="c xfd y560 w81 h3d"><div class="t m0 xae h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">230      </span></div></div><div class="c x60 y560 w66 h3d"><div class="t m0 x25 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls6">567<span class="ls0"> </span></span></div></div><div class="c x6a y561 w82 h5d"><div class="t m0 x15 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">Total inventories <span class="_ _0"></span>(carrying a<span class="_ _0"></span>mount)<span class="ff1"> </span></div></div><div class="c xfd y561 w81 h5d"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">458 885     <span class="ff1"> </span></span></div></div><div class="c x60 y561 w66 h5d"><div class="t m0 x23 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">497 101<span class="ff1"> </span></span></div></div><div class="c x6a y562 w82 h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Revaluat<span class="_ _0"></span>ion write-down fo<span class="_ _0"></span>r goods for resal<span class="_ _0"></span>e at ware<span class="_ _0"></span>house to net recov<span class="_ _0"></span>erable amount </div></div><div class="c xfd y562 w81 h3d"><div class="t m0 xae h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 735      </span></div></div><div class="c x60 y562 w66 h3d"><div class="t m0 x25 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 781 </span></div></div><div class="c x6a y563 w82 h3d"><div class="t m0 x15 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">Total inventories <span class="_ _0"></span>(gross) </div></div><div class="c xfd y563 w81 h3d"><div class="t m0 x1f hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">465 620      </span></div></div><div class="c x60 y563 w66 h3d"><div class="t m0 x23 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">503 882 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x7f h8 y564 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y565 ff1 fs4 fc0 sc0 ls0 ws0">The table below presents<span class="_ _1"></span> changes in revaluat<span class="_ _1"></span>ion write-down<span class="_ _1"></span>s to net realizable value o<span class="_ _1"></span>n inventory: </div><div class="t m0 x6a h8 y566 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y567 w82 he"><div class="t m0 x15 h3b yef ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y567 w81 he"><div class="t m0 x67 hd y64 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c x60 y567 w66 he"><div class="t m0 xfe hd y64 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x6a y568 w82 h3d"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c xfd y568 w81 h3d"><div class="t m0 xae hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 781     <span class="ff2"> </span></span></div></div><div class="c x60 y568 w66 h3d"><div class="t m0 x25 hd y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 337<span class="ff2"> </span></span></div></div><div class="c x6a y569 w82 h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Increase </div></div><div class="c xfd y569 w81 h3d"><div class="t m0 xae h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">382      </span></div></div><div class="c x60 y569 w66 h3d"><div class="t m0 x25 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls6">700<span class="ls0"> </span></span></div></div><div class="c x6a y40d w82 h3d"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span>/utilisation </div></div><div class="c xfd y40d w81 h3d"><div class="t m0 xaf h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(166)     </span></div></div><div class="c x60 y40d w66 h3d"><div class="t m0 x20 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(272) </span></div></div><div class="c x6a y4fc w82 h45"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xfd y4fc w81 h45"><div class="t m0 xaf h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(262)     </span></div></div><div class="c x60 y4fc w66 h45"><div class="t m0 x23 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                <span class="ls6">16<span class="ls0"> </span></span></div></div><div class="c x6a y56a w82 h45"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er </div></div><div class="c xfd y56a w81 h45"><div class="t m0 xae hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 735      </span></div></div><div class="c x60 y56a w66 h45"><div class="t m0 x25 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">6 781 </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y56b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y270 ff1 fs4 fc0 sc0 ls0 ws0">Utilisation <span class="_ _5"></span>an<span class="_ _1"></span>d <span class="_ _5"></span>reversal <span class="_ _0"></span>of <span class="_ _5"></span>inventory w<span class="_ _0"></span>rite-downs m<span class="_ _0"></span>ade <span class="_ _0"></span>in <span class="_ _5"></span>the <span class="_ _0"></span>current <span class="_ _5"></span>year <span class="_ _0"></span>as <span class="_ _5"></span>w<span class="_ _1"></span>ell <span class="_ _5"></span>as <span class="_ _5"></span>write<span class="_ _1"></span>-downs <span class="_ _0"></span>made <span class="_ _5"></span>in <span class="_ _5"></span>p<span class="_ _1"></span>revious <span class="_ _5"></span>years<span class="_ _1"></span> </div><div class="t m0 x6a h8 y271 ff1 fs4 fc0 sc0 ls0 ws0">were recorded in the financial res<span class="_ _1"></span>ult and presented as cost of goods for resale s<span class="_ _1"></span>old. Reversal of write<span class="_ _1"></span>-offs resulted from </div><div class="t m0 x6a h8 y56c ff1 fs4 fc0 sc0 ls0 ws0">a <span class="_ _18"></span>decrease <span class="_ _18"></span>in<span class="_ _1"></span> <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>valu<span class="_ _1"></span>e <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _18"></span>these <span class="_ _18"></span>inventories, <span class="_ _18"></span>which, <span class="_ _d"></span>in <span class="_ _c"></span>a<span class="_ _1"></span>ccordance <span class="_ _18"></span>with <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>poli<span class="_ _1"></span>cy <span class="_ _18"></span>adopted <span class="_ _18"></span>by<span class="_ _1"></span> <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group,<span class="_ _1"></span> <span class="_ _c"></span>s<span class="_ _1"></span>hould <span class="_ _18"></span>be </div><div class="t m0 x6a h8 y56d ff1 fs4 fc0 sc0 ls0 ws0">written down.<span class="_ _1"></span> </div><div class="t m0 x6a h8 y56e ff1 fs4 fc0 sc0 ls0 ws0">For collaterals establis<span class="_ _1"></span>hed on inventories, please refer to no<span class="_ _1"></span>te <span class="_ _1"></span><span class="ls3">20</span>. </div><div class="t m0 x6a h9 y56f ff2 fs0 fc2 sc0 lsd ws0">13.<span class="ff7 ls0"> <span class="_ _28"> </span><span class="ff2">Tra<span class="_ _0"></span>de and other s<span class="_ _0"></span>hort-term receiv<span class="_ _0"></span>ables </span></span></div></div><div class="c x6a y570 w83 h1b"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y570 w84 h1b"><div class="t m0 x1f hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x5f hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ff1 ls0"> </span></div></div><div class="c x29 y570 w85 h1b"><div class="t m0 x1a hd yc8 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 xaa hd y61 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ff1 ls0"> </span></div></div><div class="c x6a y2e6 w83 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables fro<span class="_ _0"></span>m related parties </div></div><div class="c xff y2e6 w84 h26"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">1      </span></div></div><div class="c x29 y2e6 w85 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                              <span class="ls0">2      </span></div></div><div class="c x6a y34a w83 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables fro<span class="_ _0"></span>m third parties </div></div><div class="c xff y34a w84 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">95 053      </span></div></div><div class="c x29 y34a w85 h26"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">91 492      </span></div></div><div class="c x6a y571 w83 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">Total trade recei<span class="_ _0"></span>vables </div></div><div class="c xff y571 w84 h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">95 054      </span></div></div><div class="c x29 y571 w85 h26"><div class="t m0 x31 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">91 494      </span></div></div><div class="c x6a y572 w83 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y572 w84 h26"><div class="t m0 xbb h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y572 w85 h26"><div class="t m0 x7f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y573 w83 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Taxes, custom dut<span class="_ _0"></span>ies and so<span class="_ _0"></span>cial security<span class="_ _0"></span> receivables  </div></div><div class="c xff y573 w84 h41"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">23 097      </span></div></div><div class="c x29 y573 w85 h41"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">32 306      </span></div></div><div class="c x6a y574 w83 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Other r<span class="_ _0"></span>eceivables from thi<span class="_ _0"></span>rd parties </div></div><div class="c xff y574 w84 h26"><div class="t m0 xaf h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">1 557      </span></div></div><div class="c x29 y574 w85 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">2 765      </span></div></div><div class="c x6a y575 w83 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Advances fo<span class="_ _0"></span>r deliveries <span class="_ _0"></span>of goods for<span class="_ _0"></span> resale </div></div><div class="c xff y575 w84 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">9 011      </span></div></div><div class="c x29 y575 w85 h26"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">12 281      </span></div></div><div class="c x6a y576 w83 h44"><div class="t m0 x15 h6 y577 ff1 fs2 fc0 sc0 ls0 ws0">Prepayments an<span class="_ _0"></span>d deferr<span class="_ _0"></span>ed costs </div></div><div class="c xff y576 w84 h44"><div class="t m0 xae h6 y577 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">2 699      </span></div></div><div class="c x29 y576 w85 h44"><div class="t m0 x10 h6 y577 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">2 296      </span></div></div><div class="c x6a y578 w83 h41"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Total gross rec<span class="_ _0"></span>eivables </div></div><div class="c xff y578 w84 h41"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">131 418      </span></div></div><div class="c x29 y578 w85 h41"><div class="t m0 x24 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">141 142      </span></div></div><div class="c x6a y579 w83 h26"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y579 w84 h26"><div class="t m0 xbb h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y579 w85 h26"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y57a w83 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Impairment writ<span class="_ _0"></span>e-downs of doub<span class="_ _0"></span>tful trade<span class="_ _0"></span> receivabl<span class="_ _0"></span>es </div></div><div class="c xff y57a w84 h26"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">(3 410)     </span></div></div><div class="c x29 y57a w85 h26"><div class="t m0 x18 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">(3 435)     </span></div></div><div class="c x6a y57b w83 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Impairment writ<span class="_ _0"></span>e-downs of ot<span class="_ _0"></span>her receivable<span class="_ _0"></span>s </div></div><div class="c xff y57b w84 h26"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x29 y57b w85 h26"><div class="t m0 x5b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(36)     </span></div></div><div class="c x6a y36f w83 h26"><div class="t m0 x15 hd yef ff2 fs2 fc0 sc0 ls0 ws0">Total net receivabl<span class="_ _0"></span>es </div></div><div class="c xff y36f w84 h26"><div class="t m0 x4b hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">128 008      </span></div></div><div class="c x29 y36f w85 h26"><div class="t m0 x24 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">137 671      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h5e y57c ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y57d ff1 fs4 fc0 sc0 ls0 ws0">The average <span class="_ _1"></span>repayment <span class="_ _1"></span>period o<span class="_ _1"></span>f receivables <span class="_ _1"></span>is 51 d<span class="_ _1"></span>ays.<span class="_ _1"></span> For <span class="_ _1"></span>collaterals estab<span class="_ _1"></span>lished on <span class="_ _1"></span>receivables, p<span class="_ _1"></span>lease refer to <span class="_ _1"></span>note<span class="_ _1"></span> </div><div class="t m0 x6a h8 y57e ff1 fs4 fc0 sc0 ls3 ws0">20<span class="ls0">. </span></div></div><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:108.900000px;bottom:165.906000px;width:14.637000px;height:18.207000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x6b y3 w6b h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">40<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6a h8 ya ff1 fs4 fc0 sc0 ls0 ws0">Changes in gross<span class="_ _1"></span> trade receivables are summarized in t<span class="_ _1"></span>able below.<span class="_ _1"></span> </div><div class="t m0 x6a h8 y57f ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y580 w86 h5f"><div class="t m0 xd1 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y580 w87 h5f"><div class="t m0 x57 hd y581 ff2 fs2 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed  </div><div class="t m0 x55 hd y582 ff2 fs2 fc0 sc0 ls0 ws0">in group </div></div><div class="c x100 y580 w88 h5f"><div class="t m0 x23 hd y581 ff2 fs2 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed </div><div class="t m0 x13 hd y582 ff2 fs2 fc0 sc0 ls0 ws0">individuall<span class="_ _0"></span>y </div></div><div class="c xe9 y580 w89 h5f"><div class="t m0 xea hd y583 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c x6a y584 w86 h46"><div class="t m0 x15 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>025 </div></div><div class="c xed y584 w87 h46"><div class="t m0 x13 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">88 593 </div></div><div class="c x100 y584 w88 h46"><div class="t m0 xa1 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">2 901 </div></div><div class="c xe9 y584 w89 h46"><div class="t m0 x70 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">91 494 </div></div><div class="c x6a y53d w86 h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Increase due<span class="_ _0"></span> to sales </div></div><div class="c xed y53d w87 h26"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                <span class="ls0">1 051 654      </span></div></div><div class="c x100 y53d w88 h26"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                        <span class="ls0">84     <span class="_ _1"></span> </span></div></div><div class="c xe9 y53d w89 h26"><div class="t m0 x5b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">1 051 738      </span></div></div><div class="c x6a y585 w86 h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les written-off </div></div><div class="c xed y585 w87 h41"><div class="t m0 x59 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                      <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x100 y585 w88 h41"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                      <span class="ls0">(81)    <span class="_ _1"></span> </span></div></div><div class="c xe9 y585 w89 h41"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">(81)     </span></div></div><div class="c x6a y586 w86 h26"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les classifie<span class="_ _0"></span>d individually as irrec<span class="_ _0"></span>overable </div></div><div class="c xed y586 w87 h26"><div class="t m0 x38 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(232)     </span></div></div><div class="c x100 y586 w88 h26"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                     <span class="ls0">232      </span></div></div><div class="c xe9 y586 w89 h26"><div class="t m0 x2b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x6a y587 w86 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Collecte<span class="_ _0"></span>d receivables </div></div><div class="c xed y587 w87 h26"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(1 035 197)     </span></div></div><div class="c x100 y587 w88 h26"><div class="t m0 x10 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe9 y587 w89 h26"><div class="t m0 x1d h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">            <span class="ls0">(1 035 197)     </span></div></div><div class="c x6a y588 w86 h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Compensated r<span class="_ _0"></span>eceivabl<span class="_ _0"></span>es </div></div><div class="c xed y588 w87 h26"><div class="t m0 x18 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                        <span class="ls0">(1 199)     </span></div></div><div class="c x100 y588 w88 h26"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                            <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe9 y588 w89 h26"><div class="t m0 x16 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                      <span class="ls0">(1 199)     </span></div></div><div class="c x6a y589 w86 h46"><div class="t m0 x15 h6 y44b ff1 fs2 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>hanges, including cur<span class="_ _0"></span>rency translat<span class="_ _0"></span>ion differenc<span class="_ _0"></span>es </div></div><div class="c xed y589 w87 h46"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                     <span class="ls0">(11 639)     </span></div></div><div class="c x100 y589 w88 h46"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                                      <span class="ls0">(62)    <span class="_ _1"></span> </span></div></div><div class="c xe9 y589 w89 h46"><div class="t m0 x59 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(11 701)     </span></div></div><div class="c x6a y58a w86 h46"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2025 </div></div><div class="c xed y58a w87 h46"><div class="t m0 x13 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">91 980 </div></div><div class="c x100 y58a w88 h46"><div class="t m0 xa1 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">3 074 </div></div><div class="c xe9 y58a w89 h46"><div class="t m0 x70 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">95 054 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h5e y58b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y58c ff1 fs4 fc0 sc0 ls0 ws0">The Group<span class="_ _1"></span> applies <span class="_ _1"></span>a simplifie<span class="_ _1"></span>d approach<span class="_ _1"></span> and <span class="_ _1"></span>measures the <span class="_ _1"></span>allowance in <span class="_ _1"></span>an amou<span class="_ _1"></span>nt equ<span class="_ _1"></span>al to <span class="_ _1"></span>the expected <span class="_ _1"></span>credit los<span class="_ _1"></span>ses </div><div class="t m0 x6a h8 y41 ff1 fs4 fc0 sc0 ls0 ws0">throughout <span class="_ _d"></span>the <span class="_ _18"></span>life <span class="_ _18"></span>cycle <span class="_ _d"></span>using <span class="_ _d"></span>the <span class="_ _18"></span>provision<span class="_ _1"></span> <span class="_ _18"></span>matrix, <span class="_ _18"></span>des<span class="_ _1"></span>cribed <span class="_ _18"></span>in <span class="_ _18"></span>th<span class="_ _1"></span>e <span class="_ _18"></span>accounting <span class="_ _d"></span>policies <span class="_ _18"></span>descried <span class="_ _d"></span>in <span class="_ _18"></span>Note <span class="_ _d"></span>3.13. <span class="_ _18"></span>Th<span class="_ _1"></span>e </div><div class="t m0 x6a h8 y58d ff1 fs4 fc0 sc0 ls0 ws0">impact <span class="_ _d"></span>of <span class="_ _18"></span>creation <span class="_ _d"></span>and<span class="_ _1"></span> <span class="_ _18"></span>rever<span class="_ _1"></span>sal <span class="_ _18"></span>o<span class="_ _1"></span>f <span class="_ _18"></span>impairment <span class="_ _d"></span>write-do<span class="_ _1"></span>wn <span class="_ _d"></span>of <span class="_ _18"></span>trade <span class="_ _d"></span>and <span class="_ _d"></span>other <span class="_ _18"></span>receiva<span class="_ _1"></span>bles <span class="_ _d"></span>has <span class="_ _d"></span>been <span class="_ _18"></span>included <span class="_ _d"></span>in <span class="_ _d"></span>line<span class="_ _5"></span> </div><div class="t m0 x6a h8 y58e ff1 fs4 fc0 sc0 ls0 ws0">&quot;Expected credit losses&quot;. Cha<span class="_ _1"></span>nges in the write<span class="_ _1"></span>-downs of trad<span class="_ _1"></span>e and other receivables are presented in<span class="_ _1"></span> the table below<span class="_ _1"></span>: </div><div class="t m0 x6a h8 y58f ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y242 w8a h12"><div class="t m0 x15 h8 y1 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y242 w81 h12"><div class="t m0 x6d hd y64 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">25 </span></div></div><div class="c x101 y242 w8b h12"><div class="t m0 x6d hd y64 ff2 fs2 fc0 sc0 ls6 ws0">20<span class="ls0">24 </span></div></div><div class="c x6a y590 w8a h26"><div class="t m0 x15 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c xee y590 w81 h26"><div class="t m0 x97 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">3 435 </div></div><div class="c x101 y590 w8b h26"><div class="t m0 x97 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">3 171 </div></div><div class="c x6a y591 w8a h26"><div class="t m0 x15 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0">Increase </div></div><div class="c xee y591 w81 h26"><div class="t m0 x96 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                           <span class="ls0">87      </span></div></div><div class="c x101 y591 w8b h26"><div class="t m0 x1c h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                         <span class="ls0">275      </span></div></div><div class="c x6a y592 w8a h41"><div class="t m0 x15 h6 yfb ff1 fs2 fc0 sc0 ls0 ws0">Reversal </div></div><div class="c xee y592 w81 h41"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(32)     </span></div></div><div class="c x101 y592 w8b h41"><div class="t m0 x25 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(5)     </span></div></div><div class="c x6a y593 w8a h26"><div class="t m0 x15 h6 yef ff1 fs2 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xee y593 w81 h26"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                          <span class="ls0">(80)     </span></div></div><div class="c x101 y593 w8b h26"><div class="t m0 x25 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">(6)     </span></div></div><div class="c x6a y594 w8a h46"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er </div></div><div class="c xee y594 w81 h46"><div class="t m0 x97 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">3 410 </div></div><div class="c x101 y594 w8b h46"><div class="t m0 x97 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">3 435 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 y26d ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y26e ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _d"></span>table <span class="_ _d"> </span>below <span class="_ _1b"> </span>presents<span class="_ _1"></span> <span class="_ _d"></span>the <span class="_ _d"></span>ageing <span class="_ _d"> </span>structu<span class="_ _1"></span>re <span class="_ _d"></span>of <span class="_ _d"></span>receivables, <span class="_ _1b"> </span>including <span class="_ _1b"> </span>average <span class="_ _d"> </span>expected <span class="_ _d"> </span>credit <span class="_ _1b"> </span>loss <span class="_ _1b"> </span>ratio <span class="_ _d"> </span>for <span class="_ _1b"> </span>each </div><div class="t m0 x6a h8 y26f ff1 fs4 fc0 sc0 ls0 ws0">overdue period<span class="_ _1"></span>. </div><div class="t m0 x6a h8 y595 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y596 w8c h47"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2025<span class="_ _0"></span> </div></div><div class="c x102 y596 w8d h47"><div class="t m0 x1b hd y44b ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c xd0 y596 w8e h47"><div class="t m0 x1a hd y44b ff2 fs2 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c x103 y596 w8f h47"><div class="t m0 x72 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c x104 y596 w2e h47"><div class="t m0 x62 hd y44b ff2 fs2 fc0 sc0 ls6 ws0">31<span class="ls0">-60 days </span></div></div><div class="c x105 y596 w90 h47"><div class="t m0 x26 hd y44b ff2 fs2 fc0 sc0 ls6 ws0">61<span class="ls0">-90 days </span></div></div><div class="c x106 y596 w25 h47"><div class="t m0 x16 hd y44b ff2 fs2 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c x6a y597 w8c h44"><div class="t m0 x15 hd y598 ff2 fs2 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c x102 y597 w8d h44"><div class="t m0 x31 hd y598 ff2 fs2 fc0 sc0 ls0 ws0">95 054 </div></div><div class="c xd0 y597 w8e h44"><div class="t m0 x70 hd y598 ff2 fs2 fc0 sc0 ls0 ws0">76 765 </div></div><div class="c x103 y597 w8f h44"><div class="t m0 x9f hd y598 ff2 fs2 fc0 sc0 ls0 ws0">12 033 </div></div><div class="c x104 y597 w2e h44"><div class="t m0 x12 hd y598 ff2 fs2 fc0 sc0 ls6 ws0">849<span class="ls0"> </span></div></div><div class="c x105 y597 w90 h44"><div class="t m0 x12 hd y598 ff2 fs2 fc0 sc0 ls6 ws0">949<span class="ls0"> </span></div></div><div class="c x106 y597 w25 h44"><div class="t m0 x85 hd y598 ff2 fs2 fc0 sc0 ls0 ws0">4 458 </div></div><div class="c x6a y599 w8c h60"><div class="t m0 x15 h6 y80 ff1 fs2 fc0 sc0 ls0 ws0">Group anal<span class="_ _0"></span>ysis </div></div><div class="c x102 y599 w8d h60"><div class="t m0 xc1 hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y599 w8e h60"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y599 w8f h60"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y599 w2e h60"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y599 w90 h60"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y599 w25 h60"><div class="t m0 x4f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y59a w8c h1b"><div class="t m0 x15 h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Gross val<span class="_ _0"></span>ue of trade re<span class="_ _0"></span>ceivables analysed </div><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">on grouped l<span class="_ _0"></span>evel </div></div><div class="c x102 y59a w8d h1b"><div class="t m0 x31 hd y61 ff1 fs2 fc0 sc0 ls0 ws0">91 980<span class="ff2"> </span></div></div><div class="c xd0 y59a w8e h1b"><div class="t m0 x70 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">76 765 </div></div><div class="c x103 y59a w8f h1b"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">12 033 </div></div><div class="c x104 y59a w2e h1b"><div class="t m0 x12 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">849<span class="ls0"> </span></div></div><div class="c x105 y59a w90 h1b"><div class="t m0 x12 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">949<span class="ls0"> </span></div></div><div class="c x106 y59a w25 h1b"><div class="t m0 x85 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 384 </div></div><div class="c x6a y59b w8c h61"><div class="t m0 x15 h6 y5c ff1 fs2 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss rat<span class="_ _0"></span>io </div></div><div class="c x102 y59b w8d h61"><div class="t m0 xc1 hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y59b w8e h61"><div class="t m0 x96 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,01%-0,05% </div></div><div class="c x103 y59b w8f h61"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,1-<span class="ls6">5%</span> </div></div><div class="c x104 y59b w2e h61"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,7%-<span class="ls6">25%</span> </div></div><div class="c x105 y59b w90 h61"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8%-<span class="ls6">50%</span> </div></div><div class="c x106 y59b w25 h61"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,9%-100%  </div></div><div class="c x6a y59c w8c h62"><div class="t m0 x15 h6 y5b ff1 fs2 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses (i<span class="_ _0"></span>mpairment loss f<span class="_ _0"></span>or </div><div class="t m0 x15 h6 y5c ff1 fs2 fc0 sc0 ls0 ws0">customers <span class="_ _0"></span>analysed at gro<span class="_ _0"></span>ups level) </div></div><div class="c x102 y59c w8d h62"><div class="t m0 xc1 h6 yc8 ff1 fs2 fc0 sc0 ls7 ws0">                            </div><div class="t m0 x1b hd y64 ff1 fs2 fc0 sc0 ls0 ws0">(515)    <span class="ff2"> </span></div></div><div class="c xd0 y59c w8e h62"><div class="t m0 x1f h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(352)     </span></div></div><div class="c x103 y59c w8f h62"><div class="t m0 x31 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">       <span class="ls0">(83)     </span></div></div><div class="c x104 y59c w2e h62"><div class="t m0 x10 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(22)     </span></div></div><div class="c x105 y59c w90 h62"><div class="t m0 x62 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(13)     </span></div></div><div class="c x106 y59c w25 h62"><div class="t m0 x1b h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(45)     </span></div></div><div class="c x6a y48c w8c h23"><div class="t m0 x15 h6 yf1 ff1 fs2 fc0 sc0 ls0 ws0">Individual<span class="_ _0"></span> analysis </div></div><div class="c x102 y48c w8d h23"><div class="t m0 xc1 hd y61 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y48c w8e h23"><div class="t m0 x7f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y48c w8f h23"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y48c w2e h23"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y48c w90 h23"><div class="t m0 x82 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y48c w25 h23"><div class="t m0 x4f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y59d w8c h1b"><div class="t m0 x15 h6 yc8 ff1 fs2 fc0 sc0 ls0 ws0">Gross val<span class="_ _0"></span>ue of trade re<span class="_ _0"></span>ceivables analysed </div><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">on indivi<span class="_ _0"></span>dual level </div></div><div class="c x102 y59d w8d h1b"><div class="t m0 x1e hd y61 ff1 fs2 fc0 sc0 ls0 ws0">3 074<span class="ff2"> </span></div></div><div class="c xd0 y59d w8e h1b"><div class="t m0 x6d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x103 y59d w8f h1b"><div class="t m0 x107 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y59d w2e h1b"><div class="t m0 x107 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y59d w90 h1b"><div class="t m0 x107 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y59d w25 h1b"><div class="t m0 x85 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">3 074 </div></div><div class="c x6a y3d8 w8c h63"><div class="t m0 x15 h6 y59e ff1 fs2 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on indi<span class="_ _0"></span>vidual customers </div></div><div class="c x102 y3d8 w8d h63"><div class="t m0 x58 hd y61 ff1 fs2 fc0 sc0 ls7 ws0">       <span class="ls0">(2 894)    <span class="ff2"> </span></span></div></div><div class="c xd0 y3d8 w8e h63"><div class="t m0 x30 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x103 y3d8 w8f h63"><div class="t m0 x5a h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x104 y3d8 w2e h63"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x105 y3d8 w90 h63"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x106 y3d8 w25 h63"><div class="t m0 x58 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 894)     </span></div></div><div class="c x6a y59f w8c h64"><div class="t m0 x15 hd y5c ff2 fs2 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c x102 y59f w8d h64"><div class="t m0 x24 hd y64 ff2 fs2 fc0 sc0 ls0 ws0">(3 410)     </div></div><div class="c xd0 y59f w8e h64"><div class="t m0 x1f hd y64 ff2 fs2 fc0 sc0 ls7 ws0">                   <span class="ls0">(352)     </span></div></div><div class="c x103 y59f w8f h64"><div class="t m0 x56 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(83)     </span></div></div><div class="c x104 y59f w2e h64"><div class="t m0 xae hd y64 ff2 fs2 fc0 sc0 ls7 ws0">      <span class="ls0">(22)     </span></div></div><div class="c x105 y59f w90 h64"><div class="t m0 x10 hd y64 ff2 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(13)     </span></div></div><div class="c x106 y59f w25 h64"><div class="t m0 xcc hd y64 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 940)     </span></div></div><div class="c x6a y5a0 w8c h61"><div class="t m0 x15 hd y180 ff2 fs2 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c x102 y5a0 w8d h61"><div class="t m0 x31 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">91 645 </div></div><div class="c xd0 y5a0 w8e h61"><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">76 413 </div></div><div class="c x103 y5a0 w8f h61"><div class="t m0 x9f hd y61 ff2 fs2 fc0 sc0 ls0 ws0">11 950 </div></div><div class="c x104 y5a0 w2e h61"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">827<span class="ls0"> </span></div></div><div class="c x105 y5a0 w90 h61"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">936<span class="ls0"> </span></div></div><div class="c x106 y5a0 w25 h61"><div class="t m0 x85 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">1 519 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h8 yff ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y50f ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a2 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a5 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5a6 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x6b y3 w6b h3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x7c h4 y4 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP </div><div class="t m0 x4 h5 y5 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2025 </div><div class="t m0 x5 h5 y6 ff1 fs1 fc0 sc0 ls0 ws0"> (amounts are expressed in PLN thousand, unless specified othe<span class="_ _0"></span>rwise)<span class="_ _1"></span> </div><div class="t m0 xe7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an inte<span class="_ _0"></span>gral part of these co<span class="_ _0"></span>nsolidated fina<span class="_ _0"></span>ncial statements </div><div class="t m0 x9d h7 y8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x79 h8 y9 ff1 fs4 fc0 sc0 ls3 ws0">41<span class="ff3 fs5 ls0"> </span></div></div><div class="c x6a y5a7 w8c hf"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x102 y5a7 w8d hf"><div class="t m0 x1b hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Total </div></div><div class="c xd0 y5a7 w8e hf"><div class="t m0 x1a hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c x103 y5a7 w8f hf"><div class="t m0 x72 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c x104 y5a7 w2e hf"><div class="t m0 x62 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">31<span class="ls0">-60 days </span></div></div><div class="c x105 y5a7 w90 hf"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">61<span class="ls0">-90 days </span></div></div><div class="c x106 y5a7 w25 hf"><div class="t m0 x16 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c x6a y5a8 w8c h4f"><div class="t m0 x15 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c x102 y5a8 w8d h4f"><div class="t m0 x31 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">91 494 </div></div><div class="c xd0 y5a8 w8e h4f"><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">76 184 </div></div><div class="c x103 y5a8 w8f h4f"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">9 202 </div></div><div class="c x104 y5a8 w2e h4f"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">986<span class="ls0"> </span></div></div><div class="c x105 y5a8 w90 h4f"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">576<span class="ls0"> </span></div></div><div class="c x106 y5a8 w25 h4f"><div class="t m0 x85 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">4 546 </div></div><div class="c x6a y5a9 w8c h60"><div class="t m0 x15 h6 y4fa ff1 fs2 fc0 sc0 ls0 ws0">Group anal<span class="_ _0"></span>ysis </div></div><div class="c x102 y5a9 w8d h60"><div class="t m0 xc1 hd y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y5a9 w8e h60"><div class="t m0 x7f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y5a9 w8f h60"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y5a9 w2e h60"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y5a9 w90 h60"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y5a9 w25 h60"><div class="t m0 x4f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y5aa w8c h1c"><div class="t m0 x15 h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">Gross val<span class="_ _0"></span>ue of trade re<span class="_ _0"></span>ceivables analysed </div><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">on grouped l<span class="_ _0"></span>evel </div></div><div class="c x102 y5aa w8d h1c"><div class="t m0 x31 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">88 593 </div></div><div class="c xd0 y5aa w8e h1c"><div class="t m0 x70 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">76 184 </div></div><div class="c x103 y5aa w8f h1c"><div class="t m0 x20 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">9 202 </div></div><div class="c x104 y5aa w2e h1c"><div class="t m0 x12 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">986<span class="ls0"> </span></div></div><div class="c x105 y5aa w90 h1c"><div class="t m0 x12 h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">496<span class="ls0"> </span></div></div><div class="c x106 y5aa w25 h1c"><div class="t m0 x85 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">1 725 </div></div><div class="c x6a y5ab w8c h61"><div class="t m0 x15 h6 y5c ff1 fs2 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss rat<span class="_ _0"></span>io </div></div><div class="c x102 y5ab w8d h61"><div class="t m0 xc1 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y5ab w8e h61"><div class="t m0 x96 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,01%-0,05% </div></div><div class="c x103 y5ab w8f h61"><div class="t m0 x9f h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,1-<span class="ls6">5%</span> </div></div><div class="c x104 y5ab w2e h61"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,7%-<span class="ls6">25%</span> </div></div><div class="c x105 y5ab w90 h61"><div class="t m0 x72 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,8%-<span class="ls6">50%</span> </div></div><div class="c x106 y5ab w25 h61"><div class="t m0 x5b h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">0,9%-100%  </div></div><div class="c x6a y4ed w8c h62"><div class="t m0 x15 h6 y5ac ff1 fs2 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses (i<span class="_ _0"></span>mpairment loss f<span class="_ _0"></span>or </div><div class="t m0 x15 h6 y5c ff1 fs2 fc0 sc0 ls0 ws0">customers <span class="_ _0"></span>analysed at gro<span class="_ _0"></span>ups level) </div></div><div class="c x102 y4ed w8d h62"><div class="t m0 x58 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">          <span class="ls0">(540) </span></div></div><div class="c xd0 y4ed w8e h62"><div class="t m0 x52 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                             <span class="ls0">(363) </span></div></div><div class="c x103 y4ed w8f h62"><div class="t m0 x56 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(64) </span></div></div><div class="c x104 y4ed w2e h62"><div class="t m0 x56 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(27) </span></div></div><div class="c x105 y4ed w90 h62"><div class="t m0 xcc h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(11) </span></div></div><div class="c x106 y4ed w25 h62"><div class="t m0 x56 h6 y64 ff1 fs2 fc0 sc0 ls7 ws0">                 <span class="ls0">(75) </span></div></div><div class="c x6a y5ad w8c h65"><div class="t m0 x15 h6 y492 ff1 fs2 fc0 sc0 ls0 ws0">Individual<span class="_ _0"></span> analysis </div></div><div class="c x102 y5ad w8d h65"><div class="t m0 xc1 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y5ad w8e h65"><div class="t m0 x7f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y5ad w8f h65"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y5ad w2e h65"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y5ad w90 h65"><div class="t m0 x82 h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y5ad w25 h65"><div class="t m0 x4f h6 y64 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y39d w8c h1c"><div class="t m0 x15 h6 yd0 ff1 fs2 fc0 sc0 ls0 ws0">Gross val<span class="_ _0"></span>ue of trade re<span class="_ _0"></span>ceivables analysed </div><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">on indivi<span class="_ _0"></span>dual level </div></div><div class="c x102 y39d w8d h1c"><div class="t m0 x1e h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 901 </div></div><div class="c xd0 y39d w8e h1c"><div class="t m0 x6d h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x103 y39d w8f h1c"><div class="t m0 x107 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y39d w2e h1c"><div class="t m0 x107 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y39d w90 h1c"><div class="t m0 x7b h6 y61 ff1 fs2 fc0 sc0 ls6 ws0">80<span class="ls0"> </span></div></div><div class="c x106 y39d w25 h1c"><div class="t m0 x85 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">2 821 </div></div><div class="c x6a y18a w8c h63"><div class="t m0 x15 h6 y59e ff1 fs2 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on indi<span class="_ _0"></span>vidual customers </div></div><div class="c x102 y18a w8d h63"><div class="t m0 x4b h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(2 895) </span></div></div><div class="c xd0 y18a w8e h63"><div class="t m0 x58 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                                    <span class="ls0">-<span class="_ _1"></span> </span></div></div><div class="c x103 y18a w8f h63"><div class="t m0 xdf h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">  <span class="ls0">- </span></div></div><div class="c x104 y18a w2e h63"><div class="t m0 x58 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                    <span class="ls0">- </span></div></div><div class="c x105 y18a w90 h63"><div class="t m0 xcc h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">               <span class="ls0">(80) </span></div></div><div class="c x106 y18a w25 h63"><div class="t m0 x108 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">              <span class="ls0">(2 815) </span></div></div><div class="c x6a y5ae w8c h66"><div class="t m0 x15 hd y5c ff2 fs2 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c x102 y5ae w8d h66"><div class="t m0 x108 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">        <span class="ls0">(3 435) </span></div></div><div class="c xd0 y5ae w8e h66"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                             <span class="lsc">(363)<span class="ls0"> </span></span></div></div><div class="c x103 y5ae w8f h66"><div class="t m0 x25 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">  <span class="lsc">(64)<span class="ls0"> </span></span></div></div><div class="c x104 y5ae w2e h66"><div class="t m0 x4b hd y61 ff2 fs2 fc0 sc0 ls7 ws0">               <span class="lsc">(27)<span class="ls0"> </span></span></div></div><div class="c x105 y5ae w90 h66"><div class="t m0 xae hd y61 ff2 fs2 fc0 sc0 ls7 ws0">      <span class="lsc">(91)<span class="ls0"> </span></span></div></div><div class="c x106 y5ae w25 h66"><div class="t m0 xcc hd y61 ff2 fs2 fc0 sc0 ls7 ws0">             <span class="ls0">(2 890) </span></div></div><div class="c x6a y5af w8c h61"><div class="t m0 x15 hd y5c ff2 fs2 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c x102 y5af w8d h61"><div class="t m0 x31 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">88 059 </div></div><div class="c xd0 y5af w8e h61"><div class="t m0 x70 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">75 821 </div></div><div class="c x103 y5af w8f h61"><div class="t m0 x20 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">9 138 </div></div><div class="c x104 y5af w2e h61"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">959<span class="ls0"> </span></div></div><div class="c x105 y5af w90 h61"><div class="t m0 x12 hd y61 ff2 fs2 fc0 sc0 ls6 ws0">485<span class="ls0"> </span></div></div><div class="c x106 y5af w25 h61"><div class="t m0 x85 hd y61 ff2 fs2 fc0 sc0 ls0 ws0">1 656 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x97 h55 y5b0 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x97 h55 y5b1 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 yd1 ff1 fs4 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>ind<span class="_ _1"></span>ividual <span class="_ _c"></span>analysis <span class="_ _c"></span>is <span class="_ _c"></span>carried <span class="_ _c"></span>out <span class="_ _c"></span>in <span class="_ _c"></span>relation <span class="_ _c"></span>to <span class="_ _c"></span>customers <span class="_ _c"></span>for <span class="_ _c"></span>which <span class="_ _c"></span>indicators <span class="_ _c"></span>described <span class="_ _c"></span>in <span class="_ _c"></span>the <span class="_ _c"></span>policy <span class="_ _c"></span>in <span class="_ _c"></span>note <span class="_ _c"></span>3.13 </div><div class="t m0 x6a h8 y5b2 ff1 fs4 fc0 sc0 ls0 ws0">have been identified,<span class="_ _1"></span> i.e. most often overdu<span class="_ _1"></span>e for over 90 d<span class="_ _1"></span>ays, which results<span class="_ _1"></span> in the customer being trans<span class="_ _1"></span>ferred for debt </div><div class="t m0 x6a h8 y5b3 ff1 fs4 fc0 sc0 ls0 ws0">collection. <span class="_ _c"></span>The <span class="_ _1"></span>allo<span class="_ _1"></span>wance <span class="_ _1"></span>for <span class="_ _c"></span>expected <span class="_ _c"></span>credit <span class="_ _1"></span>loss<span class="_ _1"></span>es <span class="_ _1"></span>for <span class="_ _1"></span>th<span class="_ _1"></span>is <span class="_ _1"></span>grou<span class="_ _1"></span>p <span class="_ _1"></span>of <span class="_ _1"></span>cus<span class="_ _1"></span>tomers <span class="_ _1"></span>is <span class="_ _c"></span>determined <span class="_ _1"></span>takin<span class="_ _1"></span>g <span class="_ _1"></span>into <span class="_ _c"></span>account<span class="_ _c"></span> <span class="_ _1"></span>the </div><div class="t m0 x6a h8 y5b4 ff1 fs4 fc0 sc0 ls0 ws0">terms <span class="_ _c"></span>and <span class="_ _c"></span>conditions <span class="_ _c"></span>of <span class="_ _1"></span>ins<span class="_ _1"></span>urance, <span class="_ _1"></span>prov<span class="_ _1"></span>ided <span class="_ _1"></span>that <span class="_ _c"></span>the <span class="_ _c"></span>customer <span class="_ _1"></span>is <span class="_ _c"></span>su<span class="_ _1"></span>bject <span class="_ _1"></span>to <span class="_ _c"></span>insurance, <span class="_ _c"></span>i.e. <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>allowance <span class="_ _c"></span>includes <span class="_ _c"></span>the </div><div class="t m0 x6a h8 y5b5 ff1 fs4 fc0 sc0 ls0 ws0">own contribution in accordance with the concluded agreement.<span class="_ _1"></span> In re<span class="_ _0"></span>lation to receivables analys<span class="_ _1"></span>ed individually, the part </div><div class="t m0 x6a h8 y47f ff1 fs4 fc0 sc0 ls0 ws0">not covered b<span class="_ _1"></span>y the write-down relates to t<span class="_ _1"></span>he insured receivables.<span class="_ _1"></span> </div><div class="t m0 x6a h8 y568 ff1 fs4 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>relation <span class="_ _c"></span>to <span class="_ _c"></span>the <span class="_ _c"></span>remaining <span class="_ _1"></span>c<span class="_ _1"></span>ustomers, <span class="_ _c"></span>analysed <span class="_ _c"></span>in <span class="_ _c"></span>groups <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>use <span class="_ _c"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>prov<span class="_ _1"></span>isions <span class="_ _1"></span>matrix, <span class="_ _c"></span>expected <span class="_ _c"></span>credit <span class="_ _c"></span>los<span class="_ _1"></span>s </div><div class="t m0 x6a h8 y5b6 ff1 fs4 fc0 sc0 ls0 ws0">ratios <span class="_ _c"></span>are <span class="_ _c"></span>determined <span class="_ _1"></span>s<span class="_ _1"></span>eparately <span class="_ _c"></span>for <span class="_ _c"></span>insured <span class="_ _c"></span>receivables <span class="_ _c"></span>(lower <span class="_ _c"></span>range <span class="_ _c"></span>limits <span class="_ _c"></span>shown <span class="_ _c"></span>in <span class="_ _c"></span>the <span class="_ _c"></span>table <span class="_ _c"></span>above) <span class="_ _c"></span>and <span class="_ _c"></span>unin<span class="_ _1"></span>sured </div><div class="t m0 x6a h8 y5b7 ff1 fs4 fc0 sc0 ls0 ws0">receivables (main ra<span class="_ _1"></span>nge limits). Expected credit los<span class="_ _1"></span>s ratios are determined s<span class="_ _1"></span>eparately for each company<span class="_ _1"></span> in the Group<span class="_ _1"></span>. </div><div class="t m0 x6a h9 y5b8 ff2 fs0 fc2 sc0 lsd ws0">14.<span class="ff7 ls0"> <span class="_ _28"> </span><span class="ff2">Cash <span class="_ _5"></span>an<span class="_ _1"></span>d cash e<span class="_ _5"></span>qui<span class="_ _1"></span>valen<span class="_ _0"></span>ts </span></span></div></div><div class="c x6a y2fd w91 h67"><div class="t m0 x15 hd y598 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x109 y2fd w41 h67"><div class="t m0 x10a hd y5b9 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x33 hd y598 ff2 fs2 fc0 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xfa y2fd w92 h67"><div class="t m0 x1e hd y5b9 ff2 fs2 fc0 sc0 ls0 ws0">31 December   </div><div class="t m0 x70 hd y598 ff2 fs2 fc0 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x6a y43a w91 h45"><div class="t m0 x15 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x109 y43a w41 h45"><div class="t m0 x67 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y43a w92 h45"><div class="t m0 xb4 h6 y61 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6a y5ba w91 h3d"><div class="t m0 x15 h6 y409 ff1 fs2 fc0 sc0 ls0 ws0">Cash in hand and<span class="_ _0"></span> at bank </div></div><div class="c x109 y5ba w41 h3d"><div class="t m0 x26 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">63 406 </span></div></div><div class="c xfa y5ba w92 h3d"><div class="t m0 x52 h6 y61 ff1 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">39 128      </span></div></div><div class="c x6a y5bb w91 h3d"><div class="t m0 x15 hd y409 ff2 fs2 fc0 sc0 ls0 ws0">Total cash and cas<span class="_ _0"></span>h equivalents </div></div><div class="c x109 y5bb w41 h3d"><div class="t m0 x26 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">63 406 </span></div></div><div class="c xfa y5bb w92 h3d"><div class="t m0 x52 hd y61 ff2 fs2 fc0 sc0 ls7 ws0">                       <span class="ls0">39 128      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x6a h6 y5bc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5bd ff1 fs4 fc0 sc0 ls0 ws0">Apart <span class="_ _1"></span>from <span class="_ _1"></span>cash <span class="_ _1"></span>disclosed <span class="_ _1"></span>in <span class="_ _1"></span>the s<span class="_ _1"></span>tatement on <span class="_ _1"></span>finan<span class="_ _1"></span>cial pos<span class="_ _1"></span>ition, <span class="_ _1"></span>the Parent <span class="_ _1"></span>Co<span class="_ _1"></span>mpany <span class="_ _1"></span>has <span class="_ _1"></span>a s<span class="_ _1"></span>eparate ban<span class="_ _1"></span>k accou<span class="_ _1"></span>nt for<span class="_ _1"></span> </div><div class="t m0 x6a h8 y4b6 ff5 fs4 fc0 sc0 ls0 ws0">the funds<span class="_ _1"></span> of th<span class="_ _1"></span>e Company Social <span class="_ _1"></span>Benefits Fu<span class="_ _1"></span>nd (ZFŚS) which<span class="_ _1"></span> are <span class="_ _1"></span>presented under <span class="_ _1"></span>other receivables <span class="_ _1"></span>in their <span class="_ _1"></span>net amount </div><div class="t m0 x6a h8 y5be ff1 fs4 fc0 sc0 ls0 ws0">together <span class="_ _c"></span>with <span class="_ _c"></span>liabilit<span class="_ _1"></span><span class="ff5">ies <span class="_ _c"></span>towar<span class="_ _1"></span>ds <span class="_ _c"></span>the <span class="_ _c"></span>ZFŚS <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>receivables <span class="_ _c"></span>und<span class="_ _1"></span>er <span class="_ _1"></span>loa<span class="_ _1"></span>ns <span class="_ _c"></span>granted. <span class="_ _18"></span>As <span class="_ _c"></span>at <span class="_ _c"></span>31 <span class="_ _c"></span>December <span class="_ _c"></span>2<span class="_ _1"></span>025, <span class="_ _c"></span>these <span class="_ _c"></span>funds </span></div><div class="t m0 x6a h8 y5bf ff1 fs4 fc0 sc0 ls0 ws0">amounted to <span class="_ _0"></span>PLN <span class="ls3">119</span> <span class="_ _0"></span>thousand and as <span class="_ _5"></span>at 31 De<span class="_ _0"></span>cember 2024 - <span class="_ _5"></span>PLN 64 thousand. The <span class="_ _5"></span>Comp<span class="_ _1"></span>any may <span class="_ _5"></span>us<span class="_ _1"></span>e <span class="_ _0"></span>these f<span class="_ _0"></span>unds only<span class="_ _0"></span> </div><div class="t m0 x6a h8 y5c0 ff1 fs4 fc0 sc0 ls0 ws0">in the <span class="ff5">manner pro<span class="_ _1"></span>vided for by the law with regard to th<span class="_ _1"></span>e ZFŚS funds<span class="_ _1"></span></span>. </div><div class="t m0 x6a h8 y5c1 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y530 ff1 fs4 fc0 sc0 ls0 ws0">As a result of implementation of VAT split p<span class="_ _1"></span>ayment mechanism, the Parent Company<span class="_ _1"></span> has <span class="_ _0"></span>dedicated VAT bank accou<span class="_ _1"></span>nts, </div><div class="t m0 x6a h8 y5c2 ff1 fs4 fc0 sc0 ls0 ws0">where VAT amounts<span class="_ _1"></span> from invoices s<span class="_ _1"></span>ettled by the vendors o<span class="_ _1"></span>f TOYA S.A. will b<span class="_ _1"></span>e transferred. Fund<span class="_ _1"></span>s collected in these VA<span class="_ _1"></span>T </div><div class="t m0 x6a h8 y5c3 ff1 fs4 fc0 sc0 ls0 ws0">accounts <span class="_ _1"></span>may o<span class="_ _1"></span>nly be <span class="_ _1"></span>used <span class="_ _1"></span>for <span class="_ _1"></span>VAT settlements<span class="_ _1"></span> con<span class="_ _1"></span>cerning inv<span class="_ _1"></span>oices received <span class="_ _1"></span>and <span class="_ _1"></span>settlements of <span class="_ _1"></span>tax <span class="_ _1"></span>liabilities. <span class="_ _1"></span>As at<span class="_ _1"></span> <span class="_ _1"></span>31 </div><div class="t m0 x6a h8 y5c4 ff1 fs4 fc0 sc0 ls0 ws0">December <span class="_ _d"> </span>202<span class="_ _1"></span>5, <span class="_ _d"></span>the <span class="_ _d"> </span>cas<span class="_ _1"></span>h <span class="_ _d"></span>balance <span class="_ _d"> </span>in<span class="_ _1"></span> <span class="_ _d"></span>these <span class="_ _1b"> </span>VAT <span class="_ _d"> </span>accoun<span class="_ _1"></span>ts <span class="_ _d"></span>totalled <span class="_ _d"> </span>PLN<span class="_ _1"></span> <span class="_ _1b"> </span><span class="ls3">713<span class="_ _1"></span></span> <span class="_ _d"></span>thousan<span class="_ _1"></span>d <span class="_ _d"></span>(31 <span class="_ _d"> </span>December <span class="_ _1b"> </span>202<span class="_ _1"></span>4: <span class="_ _d"> </span>PLN <span class="_ _1b"> </span>986 </div><div class="t m0 x6a h8 y100 ff1 fs4 fc0 sc0 ls0 ws0">thousand<span class="_ _1"></span>). In line with the Management <span class="_ _1"></span>Board&apos;s judgment, r<span class="_ _1"></span>estrictions on the dis<span class="_ _1"></span>position of these funds r<span class="_ _1"></span>esulting from </div><div class="t m0 x6a h8 y5c5 ff1 fs4 fc0 sc0 ls0 ws0">tax regulations d<span class="_ _1"></span>o not affect th<span class="_ _1"></span>eir classification as cas<span class="_ _1"></span>h and cas<span class="_ _1"></span>h equivalents, as<span class="_ _1"></span> the Company u<span class="_ _1"></span>ses them on an on<span class="_ _1"></span>going </div><div class="t m0 x6a h8 y1a9 ff1 fs4 fc0 sc0 ls0 ws0">basis to settle <span class="_ _1"></span>short-term tax liabilities. </div><div class="t m0 x6a h8 y1aa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5c6 ff5 fs4 fc0 sc0 ls0 ws0">Apart from the ZFŚS <span class="_ _1"></span>funds, as at 31 De<span class="_ _1"></span>cember 202<span class="_ _1"></span><span class="ff1">5 and 31 Dece<span class="_ _1"></span>mber 2024, the Grou<span class="_ _1"></span>p did no<span class="_ _1"></span>t have any cash<span class="_ _1"></span> of limited </span></div><div class="t m0 x6a h8 y2c9 ff1 fs4 fc0 sc0 ls0 ws0">disposab<span class="_ _1"></span>ility.  </div><div class="t m0 x6a h8 y5c7 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6a h8 y5c8 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x6b y3 w6b h3" alt="" 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