<?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 v2.11.7.5--><head><title>toya_Grupa_SSF-2025-12-31-0-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,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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RXC6Q79hag1MyP5sjsaTS39H8imUsXLAP8cAjI+p8AulqQOHLVfMpCf7NHVCFWnRUz4NYg1LM43vVnQ19pKkfRn84YZdCcFtn5j2WyqQ2uP0uGPro0Vajvx3Ls3TmhnFU+ZduKwH/iTC7b/8XVE59fFnU0LpWvlke/ZaoabmheN5gM6c1VQw0ta+EVtqfvS3dec0l9xbLrRvq+dPjaS+rjy65bUb2o3h3rXbdzX0P1ogZ3rG/dZXsR7Oyp9D34m6D/UaBj/qgIstS+2jpeXauutaotVsV8iln4ulofQVeeDvdZ1FYvoXf06oeTF2I+CagMNPuFN6BYTkr5MNAzc2vQyQuwnKAHKMf5kwO2IoaTrFyW97XWmMcxFRAgFqBcojOYrIcCuGkWAD10YLPofErrqy2ZNZpqgS3r02I3NX7hnkNSu94bs6cXZZk08XtgwQLcPenrb4/WLN0/HOupcTZLR5Z+vWth9djW3Zcpcxv7EIxBAnmomJYfEQSX3om4nPwkahV1Ynmf3ilEXCWUxd9rmZU0ypyOT2VXwx0vIPx5iste+3KlVamgWL6cykPoJ/JXM+gJ6LeaYQwWt9G/fEm3MJwvljNz12dp6xspEQJuC0XhDxEWt9ehp1m6acvh0fTO+VP2sdKBpJ+kVRSl8EPV2WnsD4BmXcXk3kuADc4gTUgN0NBj5ibwQQLaGtGx8McRL1lJiiROsj8W+7ynI0hUF8V4PBp/R3QUtxwFfaG/TAx+mrYUXRO2QC78MVCB2B9LYl/Ue1qKOuLvSI4i1qgwu/KE5TjEiFkHZ/56MVBEiYxPDI7GHyhOq+J9lQsqyjorrLWLVg/X1m++e0V8dEGlmqEximZZmvfXL26pH66x1QyvGq6tWXPzSLi7uYzjcIn1ec0Gq9EWq3dHaqOlTaNtXVcurdKYHTwj8IzZatZzDo/DUd7si9bGoslRsWPXaAWvN3MsHKNdZ9/HXiWeQhYirxTBdWldWaw+1sGo2lXt9apYrLLeUm9BKjt66tubmbKUKuar69GeEn2zPAGQYbr6RDIJlJETcDj0yQxjmZpS1kqBIXUBtRVDSi5YJzJ1ZSlJLuzTnpJ8+cwEVIlV23WwUgb+0JF8TlsKTAbFN4A1ofXZaQFKYa9iFMtpVL/ZSFCxSkfEZWYYFQkwzXijcUvD4gYHRpL4xqs5nuIN6mtiKGeU1RISjf1Gy+JHVCazWWDTrKlGSMRVrIrTqj1uK01rOMqaGKzjXV6vBj2jNmhCXvNbNK8iCBVPv2VW5sllQL79Cn8JWLLfLDIGfs6KVDVXVwWCNivCWYNVtkBztYqs73X3lp0SdYPknP2vqLpA052CJpYg262WC6ijkLugoK7slCSXzPMV5K+Zzfkc62b1fpn6GV/j7L0ylNW7TEaHlsR8uoWrdyY7VydtKnpnRpMDdNxBUZxsaU3064dRLnvbBsaAgO75J/z9YiTUvrzWtzCA1WRZzsxP7Q0ud1XQ2CLduww9nL2t0PVOoHf/ANC1H/l2Ma2hHP2H426/QV/5Ivox0Nma0JuP6xv1/o4XMS2oXobOiHrR391b21vRbMBtJcAMUucoWgDhgHzQS5CUnetJ3dsy49Gdu4ZM5nnPCzWytoxGBkRShrh4lsq4EsakeGRMs8v84LIVz6CZ/AGJh1duv6aHNjn8JnvApFqQ/gmps5c4nREbvwZFGYPPbocLV10EOk6wercFCFAG7SMrVi0Z9GK8yW8HmjWJf52zMNt/+fa/rud4GiMYDYvdM7MT8CkCXuNLVQLFa1U4TqtVM1aVCvsvRg1ID+g/42CYnm9//421KjWN46QKjIMJ6C+PgHGoRA4X8TUGjIbSFzEdILkfnTlmtUKnTUDUiIaK3gBjdPUa+zXD2eCJpEL1nOgfh8gXLSfTOu9RHp2z7EIm82wUlCGPwIkMUc34IwTpG9pyaCKdpvT2kM0R0GPcn+7FMBowAYdHoNF9WMuGsW4PxpmCjnI3/hhnYVe++rPfX59+mAFzneSNGjSJ7+SNNCfTTMPO+Jcef+G7a6H45GWb/3f4fvzX5BWyjtsLqfRMMDyJdR218kCh635OEzN46O6cPky9PQX02dfemnkN0OC5mEEseGx/ewrGLbWibaisUaFAxc/gKVTs5u/Q6opvqyMBwaTC6RfNpNYadFg9BhrdAB48nX3wHRshP/DqafzJ5J76E1oNqdKx6ff2OTx6igL9LHYT9u8G0L9rMv3rn+1fd6Z/z2ustMcQm9fBt6Zf0yk9pD1iwXOlh6gG1aKy0xKOX3YSFLuJXwO7qMl20QK76LS6DXT6wby+wwcBue9kZ8PeuhM62BsOFS63ewWKVBu0xW6CMSQRJL0H/zmpkWMzm5BxZAmyD/b02XJzuZlpbmfRaaQXARQF5PCityMMgqIbRD2BheopfMShFi4bQUc6aWwMaXv7nbdXv/P2CfDzBBp/e/qtad3MW5DTxGXPuiZbAZQWQXEgPEGFTHlIE8EnyP+MUHHOenTl1W9Z95DVk4wYzDpvZCmJzkpJRQtH8Z9/vBIfnqGwg56FO4aCmMehMfIk6iU9FqZluMIAVOxIRIx7aJbCSIZiShs7/Z2XNNrTz+I0R7Nes9mukRdXVV6bwaYh0l2k5syHpOajBYT00T14Vc3mxXXk/SyDERT1ksMSaury2WJeg9ag4zWkwaynaIOeC7f0zRxiLHaLrAfpWJXVamZULMXrZhoA3XFkDEEIB6C7G4khdcgbxSKSyrD6YyxrAlhrEHWeqpDZRIanzR67qbJSCE2i2FH7SNUkShwThdy4o3gSaiTZMCVB9vA6RO4iqspsSENWhqelTBU7rHNcso8Ici1JmBfCJFfNWSrHTZlw1mIr43hNOLtG7vC1LK2P9ta4nMnx3XesTj/h86l+Q1c7UPP6W5aXPW+u6m95bvSV4U3tnpLLD7694oPFuwYihL5l+6ouCxNtW1JTu23taKvfF4KhTj7xklW+mpApvbpmZN3Mr0ZXphvig5sAL99z9o/ElaQbacjaQbl0PuZyIbpJbPy5csJO2GGsUfRozahpEi07JkYKVqVnF4qePX9ZedFaLlYDyx2XakYjckkpUmyFWqEcOrc0pGgjijLI5BrwxJUai1oTFjcOjN22c6zeGRnY0TW0a6RO4FicIBmVacHaKzs3PbanLTK078Ef7O29dkWEuM3UGgzFQm3bbn/goa5FVy8pC8QCOh1Aq91iMJYEbC37n9mz5vWXv3ltr6+6RNZDYLycBuCzHPl9kRghnRwjZmYiJXa1XY2UqGBohT4SK4k8bQKy848mzIybTD4GRsfFRszgxzHRp0BNQRo0X3bFsqFi0AYCcM0NFvtbm5uNGENFlQRaANVijByAFxvxyTUlX1H0Fo0bm72ai/EgNChJ80Bvphejx3geGKUckBtDl2A4q8bkJzN3cyYtRf4WxpBttBDTpMlqN6nTWwHBTTarQZ2u0gmU2Woz8bTgMEDkAnrvOPsecZb0Il0oO5/ex6OxMsQxib7/bBni9SKGSaz+uWQMqOpW/kW0BBGREhQXtU5HmRNBnU4UwWvEUeskGjsm1syiEqhp8XhcyGp+cX1msU53cjq7Wvfsp25SBr3cigjM/5KjkrNkErSjk/LaqZEbkmry58Fsa7GY3Fa+ZyAzI4BozIn6hnp7/poTQZzFSYblaW1i/MD48gdv2NQdSkx8bqz11sb+9L/yahg0r1WhDzpt9AZCzah6dx4auOG1W7qqVt367Z8e6Dow0WFliOtpGLDBBctDtauvvfexsWW3roq73Oh+QUdbrFYDF/amNQaLShUIOhZc99yebT/+zld2d9gCUbMRycYDEh+SRqA1FIvyNQd4tR98rJYgx4aQeIi1RBcHA4BHiC6Rs4bifsJlYRH1BQTjTmV86G9+vzqRiZTKibk89umaleNXQRO83IZFym3jk8N8pwoc6r4Cpw6N+2avTsGQNTsMVsR3zxzbDeOislGMvNlns/r0JLoZG9iCcma5GDkX04i1zXx/fnzjzGmMnot1PDt59j3sFjAWYeSWYrGZbEkYcTqcYQcC1OXFgD9Ej4kKTTIAl8M0dSegDFV9QjFZZrLZAqRcQsojTzbyBc1fI80zOdHXNNWLdg3Fh2ohUAGKObOnzBuuK3FyL8nksHiB2YM2dF+5rFprM2loq91p1moFrTHeV48/JS860XABR+bfOAr67USuK9JvtdWmQdRqqwZnDIttk2jp3D6WTK9PKNGpz5+7jLLylnnOyAUKdrdk7e4cDpodf2CgoDgJNaOZV3iTjiLfB/3zW60w+PaX6Jtqbg9pttvNGplDfjs7nh99VZ+ZX9QUkE2NyHSRvnWU+YzqigpDOcKajN5yltV57yxHK8tRbTnK4eXljXFeZ/bWjFSUAxWYNXvLeZOxLO5r1DjCI45x3eyUUOIzYcBpbAqthkH0YIKsXi3Ekla4DJ4U0ISQkJ2isu/ZdcEtKq7nTyyeO6sytXInVEBWkMMleCBnZmXiRBNo5pIm/wWTFyu9ehJ7F5sZZqKRUj/6M3Ct3BZIbJrQWx2aDd6YS0e8SGIdWneo3LlbaxVIYi50ePNH92rUWh5ov/fP3nvc6Dao1PaI8+Pl+OOOEodGZXCZoM20++w0qSd9ss1UBHlwB0cSsSJBbBThERcQEYbRUhlb9JK8RY9pWQ84RwFZyBtcQMIclwyjtPxcogvUqgtY+yD1zo7tX/3F4d3/uKfRvXDn1/7t9l1P7mmc9HbtXbzly3v6yw2enj2jmx/aPVBhwFcNvjz1wp3Lkru+sX3Ja68+d8do054nDnTtG4sPXvXlr95X371ncXn/gQcfvi8TIxuR91LFke+ca68B7zVEGFUJ+BgNESAknzdaDCqG0QCBSTwrWkY0uRHxmaD63IhYhUCRC6kok4uBXyKyUqa0RS4uycU/IYq+MMLVbHHjdE24pALNbk2I2OpGL39gy9HVGGuBDMpAY+8x1T7kbPVgsG5ps/e5FtHa6Htk06Pd6/oSXi3+Tu3enesHYuny2RjWJyN+muGreycGWpfraWLmtLemq38QzPNHAR33ADr6kV1F5rkKYRirUWVgjPIeAs9cx2eAFZ5460RCZtvPFHsuRwQzHvmJ5CmkwdScKjgrwnK2mu2BuweAAnjPu5i8YQBKq/9I36dh5b15LH6TmiX+QJmsDqP6o6/MxlWv0+tok91qUit7Bo6AeWIH/DmGPFykb5YY4vOazBwbXox4WbOJA0osqVsMVMASIHhyFbA2WUCdzOwl0J6/vOLQyy9HygUlcp5C1pYTMTHLvKkCqUVcad1y30s79j652Wv7CpTTgCRATn9Z0LZuH+i/dv1C4SvQN2qDQh5Ff3Zg8kBr29XfOYibs7T5+L+X3bSsrGL5jWNz98AcOfv82TP47URY3i91M6SSqPYjVkuIV8PNUUH1ixgN+AyLtYh6xBIOfcAFXFAx2ajfQm4BPTmIXTWnmOiTUzM/gKuGumlbPKGHGAd/9bI3Th/mQx9I56kd+0HOxqU46qOLbVzCP4/j+rDP49eRaDQtXkeqrSGnO8DTPBahtPaIJ1BmY9E7sfQf0C3NZrsGiGuOmf6DCnBUUuM04a9yGhrHGQ1/XZpFZD9BL/jvccKLuJFSpE7BisgGK6sCVVWmgDn6ItaBgJKYKLo9JjL4lgcx4zZTlMUjukq0slIf+LltQ9V7+s05HcpYTLsUXQ96Ck7OnJyOZ5c8IEHcZGXwLWm2LdCOLfBzybZBX/WelNdWLBsmbzmf8R+etf3n3ACPu2q6ywItMZutsnfdwb70sy4X8wJVZkNdQ3sGS471Lpps+27DooTVb6lYUHZy4bvJ5U0efFH18r6kQPlqFkQrli/qrHa6vfhjPpejZmhxdVP6e5HW/vSQu8qvTz8WaB5W9PFLz/4Rf5moRJqQByD9jikmVKeoqjBEakub3qdDk+iC51w0+FiB2cIdrd0ELJSmo6WX5pNNCSXPhqXPRY2ysBm66X3JBRt6XpIbqoUtHZdqN5XCto5JeY0VxKUXNXVyAkPnzBv8ZZygWDXNexOLWjq2L+mImbzNS+palrdFtRxDsmpD7dBEzbJD62q94sT1j64LdbY2+DX4JGW0O0waZ8CZGN155YG6tol2v8PrVKvZQMhncNr1VWu/sGbosS/fdmmzCvxqVOIVBxCEMALsmZEQsgZSDkouMNksLrdGbdGoGdeHwgb3h8w8dCWVFR1ZRokCLCm4PpSEDYz7Q4mZh5+5sPysma3oLzn734z2lrV3fPdw+gxn1JDkC3TE+cGNX9/R8LS3S5q4/Su3b7p+/cJyI/ZI30P33bKxidLYBAiJxLrDW5Nru8Ifv1cxfOneAwoWBsF82gf6VIZcLc8lr8poYkwmJhzirbwVCan+GC4NGY1e5oPSDaYPvPMnTq7P4sScz0K0GFV/lJS6pcwHUukGr+kDyTt/shS6Gkz5F7nb1PbBnQcaVXqiFd1swkiG0zDpBxaijxvhtZqZ+T1vUJPEC3SJDdNxKgKnTVazkUv/0M0Y4Qpq+usOCjocgDFs1UGC6ED/uwFPvQT0P4zsl/vvlvvPeE0eL88jHtWH3oDJYzTamT8FNtjz+GCOHgJwHxdyGYbRqPpQytQMMH+SCusW3ZxXfG/eJRihgp3e345uNwETAXQ0/YVxWdIClZXCvk+VmtGPWdBdxmy1GPj0cS8w1y2gu2O0srpP42/4XFrQ121n3yP6wLwXkW/Avh51lgI594GoikZLaVxhAi0iW+t8L1oZDjdXtk2ijcegA2QSpY82QxbAHa2cxwLicLU9LpMBzn9LUveusmjJh53vSUpLNGzqWQm01QwbOy41b6qEzR2TKudxgXhMaS92Ln9Hxuk95+9A87yBfRhBA4agLuve0jl07ZZF9c5I3/bumi3ljdMsT3F6Dl1nNVOLCbPQ/4/jO5/Y3VQycNkXntk+fvdKDv82ZbRY9Wp3wBXt27j3OnHh1u6Q0Yx6NBo26LX5nOl1RicdCNdvuX9i6RP3X7+6NpywKRgieoBcjiOPyRjK92jEEejR2AhdD5xo5uIhv5VwIazaQpxTvCpeA9mVAXd5ZVTcE3OujOOgPV5u0CJdRIsX4IfIrJzR+FVwGRHuZaCwlWnvSgg4KzSd0DeUhV2vnkZH0f8YU5mCspmKWmgOrvJywGpPN2av8f+hlCsqvQ79SvZaoRn6MqCZSVkpE7WIiWM5E4sQpG5j/vsrXodq2arkzlkkJ8Qz250PZe+JDRp2OS9tmf9uZ88iwtkzGEverA8jryOIjsLigswfzz599o+YHrxnRNlxL2qQiJt3Rdwu8BaBjbJYJPPnhPy6UyeU92WzJUlF6pH5eM91gRDFXSD7NGWd6zpNIb/HwYHpr+Io1mDzW10xr5n5IuggsDF8Ao2iZOvGvggO2INOQ5kcDouW1/C6QGMU+xD2Ei7lyPwe8rsU6E9dht+XUCZaT5UR5WWmqMUS9XvK9Z7qjVE/+J32WPQqR3ijY4u2AE+ymn1ySjdVnZAt/8RsMJRovJDKWc1IhebsH0TnoTEbrJgiGC2bHkUFhmIMQafDZ1Dh6V9txRQlWqDQ/4uycIcvXOpcjf4fRmvx2uw+A00wpFqr49KXpg06E82oGWhf0Zgw8z6jDDyDfzgLz1r0DcgqQYmsXMQOAzo5kaWKpi17iKwaNc4YNtogRywQ87leIlGVKQjdQPSxQhn/SW4g7DBKMDx46QAHhdn3gf3glfcuo0fRnbxqO2Gw2U0aWYL9MPvuH18vyO/cdfYM+RaQZY1KxLlYi7CNHF+lrqyqrLDGLbaQPRgKWi0cW7fBorYHWSReabPyXEVVqFHniWzwbJnHOTJDLf/JjvLclezmubi2Crw2uBI3GJi/vTfjtjHTJI+qTF45fBh9Bpv5Bc4Z3WaTQ8+gx7FnYPCg1eYGE/wHVMx+qb3EqafuJ9DXdN5QuWeLzcPMTfb9H99EqsD4UgyFX/Xx52fv/x+/l7WWemZqsTddYSvr9SNZWhL9YPxblPVfMYC0JMo1Rk8ZHVa76YaNbiONlJepPeFEC2fzb7BtITYXmSPyNgmAiam4ggvzhVVUNvHEUOjSqsBLAhq8YAO02WJw4xYY3DCLnc+pSu0b7W7uCd5msbIYpdFq6L0oY3CbrS4dgb0C6HO11ae6n7fZLBxGa7U6ZiOq0nssZicgX4ff6wpiXGjR6Eg4PDQ86J95OZdCHm86GB4ZGQmXjCxeHEXTs4xc1osngF4xQlTLPq7ZvCTtslerXfZqMUcNm0onwQ+6QH2YzUsCnVfMccmwCTqvmGMSXaAXXIDzihixJ1d/7rnL1967IWFvBFd719+3vvq4vXFl++KDK1uCOkfjqo7hK1e2hATsuwsefvjePV3x1Z9f0fPYI0d2LaieuG1L/ar2YPPEwav3xxpWtvsb11xxzX6lf5BnPgzmlQcpR67M6v1toiPXY/Ve1uv0vmWD5lx64msF/irRyETem/NAvS8V1v1E95OMg3z3E4Y/bCzr3vT5pff1YpzsHzeQQEOMev/i73BVDNS7jlZXGioMX1j0uaEtrQ7cVzaxanFLMP0FWhYRvDzWFM1GWkfEyk6eJNPbqwYuyYzxGnmMo0iH4n06bg6TTuFFMMIxpB5rP06GzUjlJKo6ym9qBj+O+ZDcIZzKJguZPjkzJUdnOo6DCjyscVziNyHN8kVBpdlsIGTOuMvBgDlhmRocLUACOp2PAVvDio5obzKkpdQCx7UvmSi3NYgL0EPFoKHPw8Tyji8/fE9jaZVLoxX0Yb/BXNWXUBs0NPZP9SshWA5cc3msYYUClstnsXI/wArMB/C4zDn02U3/FsbM8yQSYaonAXo8CJn8eeRNMDksKrM7wtOB0jK4c//9sg2BLUI+65yWNWKYYmF1DDoopmFQpix2c5a3RDfpSv5cym+urOF9qUiDsWyDubv5PTnSOI6eZzc/fr+vY21bWZ0ughGMJeyye3Q0GqIskZaKjUthRKCCvVeoqA3FFl0+Ej1qKG2rvHfhDd3rWlx4S+Pm8XajZu3ilN7B0SwAn0rN/U+0M25PD89i8f/6XK7k+Ii9zKtPfyvcOiTzZezse7gO4LBX8f3A3ft2QOp6YLnY7K3gg4SF+gWenn+PiPQiGqP5DxdsCgIh/Gykshwtr55EqaOeXIwpAcPnjkEWYGt0z79L9AL+Q2nBpvKgLNHLPbCpY1JeW/PiiIttrCfOEURM4DqMooB6xwXruivL+2pcgbruvq56f9uuB1bWru6tNtDA/FXxNF/atqKlbkmTp3F8w5Jk/aY7lwZ62qoMBP5DGCgscGaH2VHR5PNXRcORePNQYvj61TWCzWEQtJTJajXyTp/TU9MZKm+rqe5cvXDB/mU1vNFmhPbhdQC7TwLs+hXvhsghDGNUGaxG2adMP29QaTwFDAp0FXqX3zohm7/Qv6y4kWlRJRUvfh5vMv6knD+ASb97DGcVk4PCjqVTvAoHui9PYb/lYPiixWoz8B/fMCujrhE0GofVpGGgTX81kEfLgOwuRbbL/bCUIh6gM3BscGOpB/xwmxEGmBA2KJHmK+8w7Lk6kcmuIery65A2WTzNV+OLe4bN+RG0J43j1z82seHIUof1KmCQeK0wuQ56jXv9/qb1I0ndNShnCIB7AoGi12y6a2Nt3ZYvXYltywrbmbvu/5y/a9Ni7LIcO+peoKckZZ/wKtjX51mzGbFYOOuLGAPumTBKZDnXRvN8iwn2Uw59hcmwFF1OdY6Cc0pbCR5W7EOTIePnRSka01NaW8TjLzWr0C9Bf6/X6hKoGzD0B6TGHHS5A8Dsdiv5pzQ8/qrZoQFXHPPxVzF8FQwwhQmq5Ln9jbNnqJWgL83IvfK4VauDfAiorCFrMwKDp31AseGs9RujGxHWoq4MVAU5vtlaHYr7dEXNXiXC9+QJaDmffE2xVRTtVdZcL66hXCLMaa6F5MgjDLGd1NqjHm+pjUXrsfQ3SMFVCliyVYVuwAh90Ovy64ghDL2J5Mxht8OlJdsw9E6CMwWcbh9PsgrNaA2H/WlGzWsYTKbf6yYbT+CMmv34CQxfolIz0GRRffw4ho9ns31Bu/XnYC7/WfZJHFT4ZABrRGwIh7WKahQJ8lYCtYGPJQQXDeKIGnOJauil4PVuQACq0IEgo+VtJXxRb0lmuSP/STXgjDCYM0FcJfhcnkK8QgldBWr+HIjW/5AxlvqdXgODfzX9fUptDjkCpTqVDj3yCjDZIgGXX09jX0LLKaDXuHylWpUOc6U9JpuWxGk1g96TlhiIJa3NhP4nOgXXEmAkc/rz6H4VNOs0dgVjtwC6/AegSxBZK2PMbkUQHuV4zrORQ3nEqg5a7CpKv5Eq9C9AbR5CJ7NEct7isPezDC6nx4m5LjP9GGRx8urQwE9oVF/qB7YMjX0FRQdJQACnL6IBBLg3Pcvn0Guw4dmuVaE/lu1YrU3Zg3D2AwTBDwD+XYtco4w5h12K+JAQtlkUSJ+z0lxKakvBBxi1ZAiKscoNPg4yQUuuCTLzffAXlTUMGH4EFY2k7l3du5C3k5Ww3rMSqGjhZE6YVzX2ffA3q1DAoOzceLFMTGpumkpg2x/AKRKwA7VePXM/eobnYPyYhpnZwwsciZMERtrsmJQuVathdIRWhe2A4ev4R5TFZqUZjd6imUkIPGmy2cxqGD1BmCwmShN2YicELWG02kxqilNncmVQ/05egdyOIvK42xAUw6lorOz2stvrr25bWF+2vu4yg0vvXgb33ukuq29M3a53G1x1ZXTVTd1bJlFB9EV0E94JbGJlx5mBgZGVZ7YPVg2QMdY6MPLO/v3h02xfbs7FRFzeCtOmuEh1ipYB15eqIdutPlGte/O1xFtvnTyRl/FEhlb9TY0pKefLJ+RvD0oTKwc6zkjgq7evPCPNfvn+kXek/fvZ8Gkp7wViiXhMeQHZp6qbkqVUrFoRU7k75T9hb71BzhQBigE7AzXlOWPnbc0JZ3PWzG2TApVo4nW4tZ7ULchsraeZy5Sd+W5gz+8kGd4Z89TumMjbefoX3suObgdT0wxejwJ4UKndFd0Nc6k/xJgO7uxRq3TNQ3Luj6oB6c4VtnI9xwqlnZtvv6Skpz5EEBiGf6dwc37u3tWiO/uJn2JYZc+ySHmnmdbxQNGwGDhXwDUvkwgjKKlE7rr7c5e20bSh3OlftKgvGSAZliRZOou5XwDMXYv8l2I1Xob+WPRUN2xf0rCkYX1U69a5tIgGRdyI+1rPtZ5oKeoq7YfwC6+Plqc8pdfiwf3dbaNto51DZyYGgwOgpM5FUtaBzndqt1K9OaN9slpRXTJrcnNAOzkFI+DmBJ/8kX9LZkzQWHR/eUrK/bKJoTNS3tdt7XxHKvjCqWpF68ms281iS4XOIesc3r3PAFP70a8yRnsAck5GsKWvRNUsw5gCdofPyBLp/1gPoORXNpz/9TODEhZAr5S3wwA2zNst6WfSTXobDeQviTO8Cv0wrZYRBEMbPisEZTFEkzuRw0p2uReQLoAhLyccvulG5MaxibWja0eRtTd2ljd+TigvFz6H39i4c+cyPwRRqBGZuCl12Bw1R0OOdzTtY4d7YFFicPOpKwep1GBX6Ex97j686bZM8pkpgCZ5VHVQtVeCYqeUYNSCrYCzfoyyicM3pST5q9od70g5X3bl5lPSlYPg+6TBrvrQGam+YEe2krhmCuBJ/krFOpjdvz6LkuI5ggpQkr0A4JM3BJouZichsZfEeztax2utVhNF0Wojr3aVXwBSKgSjPtyydE/v4fspUvgNEFGUitWqfrsBp2NV9hK3SVW4CZEg8U37eZbkDeorCNYSFfrEyp6xcPkCE63lhbDXdAFgCSaCI8M99b7rrrLUuMbMmovZuyjrCi3pI3gV4E3jyFSR/Vx6t+B5Ef010oQI6K/FQG9zj9jbJPaazb1iE4FE+dRQt7s51eQJ6nt66lJicDgbUTMlG4TQsacgRo4M1M1t9DKcv6qykXGIT0mgZE9zSlLKButSUnA4DzxTsjk5b8903thDfBRmes4MOjG7fRRgDK8C6gDDUrTJGbbEWsrcnPA6pyaAQa6h33hSaBzbsbA8CZQt6EBmaVqtNemiLTEX/9h1rJwwVc1eY9M1j+9cYK4s9VAURdYTgsli5BkVY68fS67QCpzVYtKxH//j2MGREg1F8ixhgAVwHAcFmvBqtR6wCrOeu3rxwUUlpIqnSD2CwXGi6sA4XY/chzrkaA1dmC2ZRJ8W4/G9Wzbv29zX2tLf0r+5ZV9lVRyJc/yh2+9g72CRO+KbpX3xDgTpiO+TNlPOJTdAnlDhhCUTlSzCLGpIHeju25Jq3duzLrVoODoQLwnfcbuOMt11KjB462lTH9mVu90uwxvAT7guqaQcmI4rMerxeF7mNl0mA4Egp1bO8IksAOrnXuBAQ0oCr7B3S0oCL7FoXUrKfY3AXaekwKDp1tNS4atkeAYEABz9zBravHxtptyEblDwzO4m+dsQghamMXga5r5xyAlEFxPQ3a7rWrW9sWlJs5w+a2DroaXLr0/oiJII3DKL/glTUbQz1hxpX9Lg44RJTg0dGhpm8kLB1bbh8DpzW3MlhePo/6NyNVTUQ7XJX7GjMzG+oNonkIOMRkUWyx7nVrLMLWxbCpRiKKVeBTYjS/9tuOQogpgJwXx0LdvvyeSj270L+j4hVpnLyCuRl5F/QeVoimP39B3ph3xkM3IE/fXxfd4yT/mL6BmkB/Ggv37+vm8de/0N4ikWbt0VkKfQj8SaR1cvWrJ575Y9uLTv8AFA4/qe3ntviPnuC+qFRwGe63tuuC8oPPqoELzvhp56gGsWWfI9iOt6hH3j9WMEPXV6su+bXf2by3tM+kfpRfbUg92HUwe6+nrLtqTuvcerQH1BqnpIM3DiFJ0v/WQBCOA7A/7Nwb0Q6BmeJi97gr8wFln+l+Fyliyzy+F5ncq7TU6dlvLe7kF7Snqw+8BhMAvgG8J5IL+jMhOqF6Qk+J70ifnJN2TmNwXQD950djYUTWP4iaAP52Ped+FzwZTHbn1zDyznTZvIXKZk/1h+fZUeL4mUuoj/wRiKcZTJM8PLC5M8j1MqXkO/8Kihccmu7upensUgIwYqks1rLG0uc/GPpLdd2LSxCE3jOzvN8VIvRVJzHN5c1hLzcFr0XqvQuv4uOK3iFE5g2QlNYjAhmDyhdySVfHhPMa76eP1OOOMqJTjjEj5dNn3jwjY5fSPxGphWCrtfOTutfrzy5iURrZoxkAazxcCTNGWvWdyAVxSdb3VjzXPz7bLRAyMRRQ6wQJZYDVlZMgxnYkSeiWC6n2POl82boehZT/oIuQ3Mz7tRlTw7b2q+seVF9CNkKXIjmJ0bFaF/BmmUhf7gLR2Lh/Gepcs2rNoarK0sJTde09R48+5D/C3mpas2Nu6+xWy+ZXfjxlVLaTCdW5Z6GokOPnWo+5rU1q7mJvey1M036Tf0LE51DNemgkMFamb+LEPjOdNLmVjwP4v8v77YjIop33cI6AiHurdek5Lk79ywLCXJ39qxOCV1DAdrgcIwVKBt5s+a8yoO55kh5oufIOQ2lCQhCo2ukDXWGnXzwhscADzLqZk3HtM3je/qTvTyqjzAx9zco+lt39A3j1/WXdWrJkj4lKU11eEoeMZ+42Lg3jS2c2HmOdkAYaVXMxeM2VdW3Twe0akJDUvo4RO9vWakAW86P2IPjh7MPlF0T8oEdJojyP2yLybk1OK3EX7L6Tv7ru1asCZygOipTO3u7phI1Uk9K1I9w/7CrFdzWkhbJnuRQyxXWrnTclqaa2d3ZUoCLUkTKQm0BRqTirQ2p0jksNHzeEY+pTIxj09ilImmd8FMaRYb0CjwHXLSQm/tdsU1ks2V9llqEVih/iJ0rtrRJK5osGNvXZCn5NOqEXPMKy+HYtY+YRYBXvVT5J9ljCTA6L4OMfKjvpe71i64+pLIC9SmytQz3Y+l7uqaWNNxTerJf6i7reeK1Kbh5ameoSKIKS7cIXLalLZ/BJCT2/ozADvPdN/1WEqSv+E2wGfk79h0RUraNNyzHGBp/vd8omj+FJj635DVGLOIoRX3nIyKy8DYOMoU99wwrjJl3HOF8hpgEObdoV/4RPb1Wcnrlg358tpunZPXGQAnLxTAn1pg5yH7IgV2IeZl/ZkYA5hfgexA5JMoni8XzGMpsXvrJNotChONOm1FagXS2BNJmYfzcQfBDbCt+0X2rBWHyIHK4lhKErsn5PoWaaJR1GkbK1ISbMMcSUmFrUDoAuTadT+cO4dFjrLNCxj9G1BXcKbQTx0C8a05pvaVC0UHsLDHdnRayoJ2kiQwgmQ4itbbfObSplJgr2M3kjpn1OUOCRhJ6ZylbndQj+HPOy0f3zub58x0/mHMyCqWInUsLg8jRctMbiVqKshwmrHP7wRj9gDylJJdVzQdSd0wtG8Avdp1P0FtTI10d6Yqu56AI6B/OPrAVQcRd2pbf1+0x5qihvP0ogx7UgYxy6LkLNw3HElJc22ObExJI92VnSmpsuthuWGr9HBUhE1H3SlJbpyypiSqwFuicKXM6GZZ0+wy1afjJQUPioGmgIMVJJ799mfFH5pAKxAhFImhBNS0GMCFzNHGqIsXMNoh4N+a42RfTm/7BJ6FLyQFiKKQHiUpQU5+C/D0qRhBAbYsBnUWWw5rHkrPxYXQrxRCMIdvbEeuR+5WIjd8zYibCK9PDXdfLSNvT6/X05K6tLen/s/hYdufyXka+SzzUESiRmlgeH1KGu7eI7dhl/b0il5Pb0tKAu2E6/8shYdJ258lcp6OPcdCZLlHZhbLC/F1DmCcH3YAXYZ8htKuqxzYPuit8hkJCB+a5RiVxuS1exMlTu6JLHupqKdVuKw6K9iCo1yUu1AkLnMXksnhLgA7gMrzOYxp+OCSMgBEnFDTtMli1fMkQxor+urwBQpU1BSrJ8AwZm28HKQcGD24uDivcVrQnnlDncNvnkS+p+SqFwVfS+NyxE11fC11R/d1KanrRXm0ntnU3OT1rEg9fustm3rGZDus6MgX4ztyqGq22Tu+lpLu6JZAy1LXM3LbQemZTSJsfRPQp+X2O8agxRUGFtc5MFGU/VwgNrDPVu05H5jIqwCYdshgwkkAJmYOTGEX9830tq8DQ0xmGSzJaljaaPcYZCh9/bNTcs7LxMaKsKZPAuIrq24aLwX8xEh7/XaZm0DD7e/FyopBN2P32YDddwtym7LX7CqD+obey7sal3h2EW0lqUu7k0tT5et7RlJtw/PS6uWafBkNJ5xX/9ISwJi6k+uXpiTQRttISirSSq6plw3TO+dK5Wdl42V805RNb5XXKmnG5Hc4fIbMWuXf2bZ7DP0aXCyFqUMY/KsFS5e0em7p8jM16T7+6exy6aw9B2XUq0oGALHiRYP6+73Pdi1r3DvueZpaXZL6ZveDqVu7li5J7ks98rXy63t2plYPL0q1DRVBwnxTLoOIhoJWvwkw8c3uWx9MSXLL1+9LSXLbq3empNXDbYsARua3X8yE+1RY+XvabhlsMWMZbDGqHGzNaTp/wnNsNk4/yUNs8Rp68rHiPtaY+7PzsdqElvV3rjeJLXEamwMmiT4qr+IH5VX8QmDCmLY8YP4v+1Z5Gi/AMsxKOodlYhngYxuR25U9oxNdkWU/4YVUUFThkVWlo92B9pRlsKcpVTqMF5ppgInpkWTMkpxBTk7H2mQ+Burzy34i8aNCSpprY7A9JYFWSptSUmE7ChtT2okhU+DW3Lkvnx3fGiBKoza4v+rvxJnsglZOBTH1WTGdjIy5G/CZx5BHlP1tD3d1BC9pU32J6hZSd3ffnNrV1S4G1qRuP2TZ1rM81T3cmCodKhykefwFjlLVXEt3g3G6u3vXzSlJbm3bmpQkt9e9PCV1D5c2ggEbmn/SVwFPudAR+ztyD/JWIiqP8DyfzvnWYD5L/nAunw48Wuj/g6mf56WZne8fgfl+K3Kfordcc83SXanV3eVlTH+qryKhivluumL/0p6FqcSw9pSvMKgGnmQm59dQEKVXkiREQCOrdwExBJtZ2p+SchpKLExJieEimbJjc40pUAKNXWDK7E+NGxmZxEc4mc2xHa12lLhMjEoFacb4YnFz/Vi9kmM7vfeiQibKw24IDVnTpfWOgDXaUubidejtszm6KexicnRfKPdgOAUFAEJqRqVwoLzM3vLY07WAn7yGvKboLd/97r6Bii34yNOph7rvTB3s6u8D43cpTIT+yvPP3Xfvvp71qZHhzlRiqAgSZCxMTWWgMMteMohozDb90NMp6aHug3empEzz+y6Vk6dnvmAEGOUjw4lOgJGhohiJzX5NTPkaheNcPFb+DqznE7BF18IIPS3zX+tJMloFsSWHTnE04wXYahitd0JsbUrv+V/xM0MTzFRe4iapDDAZg90PnwMTDAAze2IQiUV/o1VdMDD/Ht5lxRKjM1iGlhjN0I55WMaQjvQR+czMZmQExYudQZKoaW5uGVnkcrY4W7rlQFSuFHHWNCNOgqzv9Yy0JIigeLqyL6L6s15vGTgVHLS8K5LDuSlzEaDTKEfYwYXdRHxqeioTFySgiYyW7v+bW5Rjw0rzq1eKpyXQgF71Zwk0ERw4JQUHScu7Epnv/oSsEollD8qbcz7Mg3MrWn+Bh3C6dN07vjgx+vlSLYcC+utUfLB5eXvd0vZSVvBzcvBA/5Y2ZybeofBgziULqj1ara82LJ+jV7HoiuGIz8IatJTZbDVwJrvZXNYZX3mFL9TfVlK9dP/Cxi8cObS9I/eozupRadfO8lhPwt0iHZHP1MPPflce439GupAVyDbkh3CU2znEiL6JVIFR/08kiazEYCa2bvRNUa+qqKoTkp6qpEel8iSrCGTDJDojumLULxf0VKx526aqE3BxyY80Nlt44ITYt/lEON9jDYfnnWl5iT4pb+bNCfoT5AX77EaR8ALqlxJo1LbmbUluVbPkR5JGBA2LAycksS+8+YQUnj9g9h/F5E2KbXNn7GWtr3CJckaBB83kV8ocYaBkf6+fXaK3+KrNZM3sNjwsk3A5jmrwDAfE3yV5g/Y2wVy+7oHtyQlb2K6yRtxvDkhdPmPl4I4jayZuW146vtoXUnuqg4LBWNq+6vL+SI8LtbOa9I+1odaK1uVJp76kJZZc3uQWe4Z/W1rn02zet2Rvjxu/n/f7LPpWb9utl/V6TO5mk8ai51EaDyT7wv6hoe5an6d+sGLh50RjS8iaqG/0WhaESpYtHW4JqhjN763VEVtV/7ISV6LEHO1aNdMdSeKMM1FVbq5uCjUtzJyl9iX8pbk8GvB0dc4kn5TeO+8ctLlD1s9ZpEgejd/kHSwzd6rD7OluDKfCcRXHIDgSBrpSpXzuXQlyBfJdJWbZja0VtcYrtksdOyIdV+xYMz4xJp99Z2THO2rH9vQqtyIdTPmKADyyTlTbyBW9W/46MNDyq/ICyLW9AzRzQdmQMzX1tnIwHszWJXOZ2YhkXX6r8kl4okGykeKK3oEtf5UGBspbfiWVF0Cuzf4O0NGFgv182YT0RU7KKwnXZNiDwjvwWd7xyYdpoH+QD9Zzh3IP1sOS8KbLDS4BL8+etnfWtPjKr2+pWtVfQ6tI2sCxIXFNZ9va3iodxrBqWte5clsdPImDkU/igJkS9CS6I3Pm4Y61fYYhWYmyFT2jz1l4Zl/TjgfWRDnBxHJuSzCgNxnszRv7eV9Jhd3X0xwOictrvQuDWDw74jM/syed7qqQoRme3XHbLBBkX3VT+giGyVhoQo4XOQPRWNlUBXCwVuTZKk9lpbGlqaquWR4oFVnXGzsl2mYFwTvTSqKRBBj0t+cOQ7ywOkpm1kxZBQm8RIp1vbbYKcmWDwH5ZES5VvHDEedrP9kR/ZgSHKVgyIwoSelcEbc7rMfSv9NWDkh9pfWKNsLyNM0CXuOrKXFy35M9fxZvsWE585ehg+PlPFQHgKIAZD2GYgboyX1p7iBFFNIXfQrM/RJkpTz3DVykBHE5XSV+JxLx91pOkflzRzf1mj6TikwnbzXSZouSllOF8lIpDIhg+cRu/+GCOug/f3cAL2s9ewY/Ru5CaoqdZyxGCQOpR3ACj0UBDwYfj6iPuaMGdWWv0a0nY55S2hbsyj+uRdnPPWVXUicpYcnVc8lLTOetLUOneLHCM1/O5yJEC1x2+LHcrStOrzHXHQwMHpSbO5XyUcWHa7X65rvKCrefzB1cme+DxZCR9D2y/leOiMjPilDYHKwoF9t4jq0oR1gWqdBVYAa8okE+89heziI4GenViRVBwlR12tfXdEo0DSqqWs7BxXK4LDzwcPbYY0D0zEHetgtuQzn8OK+4r+q05OszNZ2S5BpFDj/OO8/UkMOKz6HGKdF72K/l9L+yQ6pjLuqze3O7xxTv23r7ikLFrWH5gkq3urtTVtvSx7PERhfK8Rz+/tZIxZL9vfV3Hjm8oxNqa1pC0dZql+3YvbVk/dqsriafrUa+SO5Evopq5Pmru3bf3uv2LhxZ3Ll48d7O64zIy+gMUoaEgMJGI0mgsLUdqiujDx+6a++VE2X0obuunJi48q5DdBnVaxzZl1q8d2vnda0Lr+1Zdmrr4C2p1q7Dr3zxoe8jIT7RJ5x2eN/hc83EmZPy9kT4QzZLsw6K2X0b2Shn8Dejx8FUNnmHgNWMXLsvJc1+7dZlp6Stg623pKTWri8efkX6YuKh70vy1zuE05KD974j8YWnrskmasZkzbo15El0vmPX5naFYX/rhp/6vF1G5lzDFG29kAPc7GVtA0vi+jK9iqvZeM/EoS+SpO7X8v4fYMT+dgNBllbD/T/QQQL3//hK45aG0QYHDvf/XMFxQOnUXKGl8L725vF6m05HK9m91N7MGXLYMxd2FFzFSGdNyEDS+pil87p1zX/LjqBReRNSRfd4uKReR5kpo8kscMp5dPL5cukj5OPkFcgNmXhN/44dW/jUwe59PXt7Gt2XpJpWjzZ4glt62k+NDiZSwWF9T6E7ddb/lUlmAuETBa0c5FNStp0tl6SkbEuj7aek0cFgAm75yW8tc16c4tvIZDK5oDDe/FXkiztcLjd+93El7ogyuUKWspaYmxdezy6mvP64HKJb3cerSJWGm3NLfD1ddvFn0qH/apOjdU3x6CduKMos7aoMeUu7F3uMHXQiZHcdQVmx6+z7xO1Ad+tDLkEOKFr8CqA3GRc18pUpdTzUFWlv7DGcChUcLjfdhpyIKQ4u3S/kzE6LVijBI6BiY2VKUqqKjT0hwympsHasDbEr1WNTuh/GCnIVXuSYzY8SuUm2Y+SsmV9Jxy9qRGAOwRi2wC1Q2ZV3ARQToJoHVPg5U8h0sXR32NG++Yvl8pmOZCnxb8h+5E4l/9jatRHvjsod2I6V5WXMSGpRrEJFdO3dsnllT82prsFzuJ0tsqNRN4WsjimTDjQjN7ByJCXlNNFVc0rqGjynw9kiOxJ1UxfjQLzI0Zo1lkB5shSnGF6t+u2Goo7AsXqFh6bb/4ZJ9b1EJr4VGEmJi/DcXey4omg2c3f6rFnhoQwHeOhxxScjVh/56pGv3gGYHZ96qvvxnm/0fKnngZ41lzQm3TemVt/QNEFccUfPplNXDJ6bp8o7vjN+5DaFryZnjxdrzjb/FOCwBV9wx40pKfsVV2w6JV0x+MnsVskcMPdFsewXfcZ891OAJodBM5zszqVpY5GNnMoeikSvWkWwWpY22L0GZQtFOvb3xhp6MrPYcWHsnDZdFDv/NPDMZ/0K76c+ALz/KuQuJVPwc1f0SD3bem6HnNx1w5qqSp4bT8XH1NVE3+6Na3oaTvUNFhMF020nsixIDi6Dp2c6nlfaukFuLCQpra0ZT0nZ9sQ1PX0Np6S+weISApjoJ7IcCQqJtrbCnLZ/L4zNjxT7nRxgAR0uQKBU/L0RhC1wCWRG/IRz/UYXIX4+DU6KiyrA264Cdvuj+EtIlZJDu/CMVh9661G9OfIi5gGlvehHIieay3v9akdvxtjWJ7MHsWbOX1UVPlY8OLN3cz2WyXlnrZYUHLE6e64q/ihFhFbvunURrbd5zZ6wSYXeDDqo99jhCZCoRDatG+svwTlgjlvdAo1/nTVxecen4uOcQKvlrExq1Yydp5Y/fnTq8uwhqfJa8ZuAFg8BWsSRrxY7LzuAaeUsTL55WZg0chYmeGiqJdoLkyr16georDMie2hqvEgGpmKFlZNTcx8VOznVkDm9IS83UzhLuLk8ReVTFG4u8Ti9egq/L/1rSm0NuV1BAWfRy1+gMEMYPAHUuhPVULzZ5wDYxNXof6Z7NAaehNky0PXpL9NwVZ3Xa9CX0MfAfQKnWDr9NLoI/MAJ1qCRcUQiCG7Anwc4urcY7VRYP+ICFOwTbaTLWkKqS8AHsSJM4C8VPX7VX0Rjf8b1V90Gs59kMxhBE1bJXyTyxcvK5NIyFYG/SOCpUfUXCTzOUYOq25TEOcoBm7lpjbLnb/6/3L0JeBxXlTZcS1fX3t1V1fu+73u3utVaW7sl2ZZkeZUXWd6ddBJvWRzHMQkhkLAmEBKykN1mJ9gO0WAYyOAJDBBm+D8gkO9jGSDhmwwOYYZhIIla/71V3VK3JCfhm+95/mf+6Imtrq57XXXuOee+773nntOY1ciIS5hKhaktxiqOPsRxGAAzGnruf0iiSkVgmJoTeQypvo+vFV/DSEmL30NIBgNpDFnnPi4KlNFoElmDSBpNeoLiBbMOu0IQaaPJJDAi8M+fwf4eFwgb4kValCzOz3h9CNli88Vm0UfLFkGNkLEWn83upXHXoeDj5sPp09wx/Ch4o1uwWxtImXK0ObeQ/83e1NAcfLxiPsylT1eWNm7MXA1PGXejK6y0GGsLLQubLkXsMdzh9ZpwgYq1rwrlByKixpkZ2NpWnHQzqNfjMeFnbF2RZG9UT4oui7PcnmKxX3Mcz07r4wGztzgc8m3aMlkORUJZlufZhwLx9o0zIcnvEP3lLS1ALg8DueBqCYkgHcjHlKzNjMOZy7fYwY8oRGfRx8o2hGnJR90EmTodOCzaBValMV2lOdr6JHms4RWVktoLp7+fqy8fXryIypJy1joJpE5XGrshW5+sNHVUSwZ2mcPZ9UkG6FRtlmk+LI3huMaVHpgqtW5w05jL6zHgD6OUYNVLVi2BJkmRYmOlfn9xKKj5kFpwWR09bUmWs7VHEz1Rg2oysHnLunIwGspBceF2NQm0DyCKXzt7TPqIzxBuH4xq/U5DoLw5V/ZFi+tnYA4+7DnsUcKCFJTciefsdkSYRR8pixEhHbQQFkLPPJ4+rD8dbBaXkjBGEBuqgBjqDdLM45X04aD+dCXYLJpYvVHNtt4+xwvwS0bsURWjoRm9M+ENtkXtAlVsCRfCFpYkcDVNMsFMu+uqq3h3fmRPjy0Tc7O06gecyyYJBsGR7OhoNRQKkknUMJTFZiQZg5bZuzuwafO67iClkWhGxj/QvvrVAhJEirXzFByZQmyhoh0J2ospaGQ2YGT2oAr3XAUup0iCiwIzy65kZg2rovUV0fp6qHNJH+aobHHZFS2ucYlzJaNbwCkL+ZVqRoc5vcC0RDrWsSrUOhjWaF0ZoFGFcUs7UCWbpLdqCPR/WsuReG/MEIq6+9oTNPZrqDHTUjxgCXUMefyboXxCTjSkoggw1VGq6u5AvG3DTCSbD/duSkGZfQr7e+w3wCclkHbko8oZFE6gJcmLqAtJ+gJ6HHirJHp9mUUEgcs8ECl8Iqyenf9Gmbd7V6nVjshh7pOOZpVS9uuVSprQCC/J+RZg3lpZeCbQTyTzQEVd+ERF7sDBfbLiaFYwcLdcPHNh87gB/DVjv1pGaXk5kIQ3YL+JbXn/9j4U6xyI9GW9JIeRDE1HWnu9HVu73IK3OLa/t22yxfy+dDzQEXPRHR3rMgbVeyNDeSdt1RTyrIbVqA1mE8VAgJVdnQtPbRnv8luiBa/NZY60urRWL8QL/4H+J/Z+tR0ZRD4tS61QSiXbkpzRxJpMSbYtmWvT6dpySRXiSZrsbFu49FUKpR7pvtqYeowrXRM+H0Ejj9qvaxQc4PpKqDyyXYzJTG0xGU9uyRKuTe601E09UgFdllKPVUCn9sijlaYu60HzcmcLtgpktbDqii2lfE0n47HGyCDs/bKZeq3pNMsdpyk1raGPT7Oh0pqML0eqcZKhaKfJ7AXT2PQailLRGmYtzwZLoynBbTfgKpz4k9piM2gKHS00RzutUtXfMpa3MqSaUVvtepoHoBj9MctTNpvUD+RuwQlSpWKhjp5B/4iLQEdLyAgyq8wP9uGRNpt92FZqQ2y90LD9XLiUg1UrC4ecvSNtWcLX+XjqcJh5UBCMA6d9R40PEdc1e75lQS8XL13M/jArIKXSyfcStaR+0SWdpjofr4BuBebBCujYN3C64jtKGB+qEM1yXyFoZWHjuYlbrxy00jAH17zB/Wxq9MoBd2fGB0RNaWjKHGqL+ophwDQFEk4m3mx/TNLILgLMy6zK6fGY8U8p87LkT7h72+IM9s3smhYbyWlIFU/abXpOy/H2iCPULhmjHr2rMBxTPAacqDmO+STwFRt3htKFUA/0FSiYp7+L/UENd4WVcyChSNRgNIVNYbcJYVztbNjtYxCXkW1PkoRwJnfYd5XJepRocojPdtci55Qgo2zuuYUZGorb2thFTjhTuVwnSlxc88ZRfVugXnZdTn+tzNONiROx04A62MBUDPxnD0Y4/fZye5KJo+6IBDN0Poy6Q3qrVoUmMYpiCHmijnWERLUK+zVBq1UqNU2gQ5oA7/L5e7bkX5DXKAjczjBwjn6JdbldrBTxGU2hotuQkmtJPoZ9F32eeEOOrTio7BjpnUEXkJkT/q3yW7SzKPc04T9kaXpPuBEup9n44fP1nU+61gDuhnPPVIjy0jbyPnjTjlqNQzXGhhhJ9DsED0tvOLUA8moMbpPZpcUflzGK3gJe/ir517AFJc7rbSIlC8wmUGDimbPXpYBZ1JQaYzg5ZuBf0P9EfyK/Y1FBIOeLCX0cmUV/XdYzCVe8mIjrVZaslsgeijxhaTbFnz+vvOfF1EKEQFlaaFDOHrJEnqhYmi3MqjRa+T1ru941M1uM6EB/pOJhWQ741jhvUN7/DO0rrmnx5gA7hKVF1AyvF4NJ7jBK6ewSEAaBLZPBm/Pp1QUHS+IUiducJpVKlWzF8lAagDOoZU70CLCV3wBbydYq/oXhLrgKj4UlQ8hgCLmcMdEphWN48pDBKRIhl5r3XmU5yjeNpQxBoWB+eLFWoqthJ1yGau+wB4Vpa1GpYX+brSO3upmQdbqN/UYr/uBjFEGKdqPBpiPxT3SCd9brrTyBPlK3jl2/IHmDXW+wadUEyhiEZ6p/0OgIioH5bmkSTVb/sa4mddOoBl9Q02oAQ8iafNDvAPlIyBrlNKTEIgzLIIzEqgjNVc0Gr1hB/a3Zy97UgEcX3goNw4eXrX3h4bFfwWoiOPzDzrAAGBH1MVPtAvPMJqW+XjldTiRKJg/CpFpHjEbvJnbssBA+M3A4hTAmT2vC6GU3lUdKmlzHodxR+xIfpYheLgUlRzmlchezF7Op2it4QU8D4TOVv6YvpQhUHT02ubvlHrBJCmA6qU3ji15QZVSMHbi8Xlzl8li7AG2L15AlGOheFebwWbra0ky8PvhYBXX4PAZUYuPtg/5Q0S/hmnjbgD/eGRQAQW7wjpxH4w14u6ZaX1i8Jri0Hm/TNcwKZhl2pzHuN0vepM2Y8JvM4RaXIWas2c+/g7FordVx8cTACCCM2dPKCmfSh80I4zGyrTFvlLGHDi0TmEwCZckvytySBvPJO2oZu8y0sihUvEGo9TlFkSaYUwjc7XX0wDmlrnlAcpTWJCqy6xgKJjpDgppY1EJ0leBmvIFAz+b8T+rXMBv8rSYfc7joNMQNNY6jAnIREI8SPfRVoLmPIiJiBSSZZ0QraXhUe9jx2BJaXC/iocTYgbu0hkcr2sOk47GlvDcmNlRBqKNCcmHDXWa3Kl2gtHZf+dTx0Mb3Tt98/IOFnsLqtLFQLqzOGFUj8a2b1rR6r97bc8fhVVdfWWjPT8wkiu0t4zNwLrwO/TNOgOePIp21XWnek8tzfI7PmXmTGYFc3xEzcflcDPGoyeTp4GETb3arRNsh8driW7D9H15qSGYoKHTfVe8mmAQktqEjsvgO+D5wkmRDIQ0ZSdTpfrApoyChsH1bOuThMygt2MEkyqvQewH11xk4ApUgiQtm+2L6DwXijl6gGpytM+LKBu0SBen+5slykBXMmj8T0EFC03gV5pai1PIKCgBm+VRBZvv+iDVZ6u6CegDkqANyhGsmCm/jOto5lokyEYSJ5iEktpsZBvFFVETwkCbfEfUSUuJx1+HiaekYce3lyC5gu0KuCZI5l/ThSjxecR2WiqcrS/tZCe52o2+NcBfDea4DFuQA8y2woCAh0RB3+VL9cQNca5pqB5iWwwGmNWJwrcmdDdkEOhpy90FUq61L7RlHj1Ef8RodLSOJxSUn4GMeAlJPdXR1mPJZhfcq/uVKmfdeIUvP5ddqbQJiZcIm66pfMChzIXJYsGr9NsLgPGRYOtHIbA0AllzduYgR5kLlLVssZjtdyUXXdctoMmJXYvL5B8ZpMhVzEbrRizh8ij5pI6msxRikVKp5lWiy6jVcuLw+3uRZofpstSTcEuBi4H3fDXj+AfC+3crc9lWER48ieSSBHi9r9Xnwg7gTvKXUdX+YgPTeaLKtIpj7S4edD4W/EfinABaIPmBpNJjF+iuxFeuv2GBvRNf9FaLE3F8pHQ44H6oELNEHKk29LKu8UltLUhsaI4kaKFOhofIKXFM6gFMsSZvdMXu21Quopdffv7vb05Z0kRSsoElbfPlgW9mb7ch5PV3b2q2psIMiVb8iYRkSnoO6Yoa3xEcKLlqjIykNabVKOlGbDJqc4JtsKDyYdwBISMGaHReADMeIR4HFfUThP6IYQkoJ8IzekppsBT9Jb6h0TWsyl1D7HiO91sQ1/BPWpasjMMTieXlj4GIq25ST+XlBWYEzK32U1QkfcM+wGyv/RMW6dI2kFLtolXtaWCapb5IV6ssk6EJM81JGbyCBsoG3obXMnS04YXG5PDAfFEXwnd5Ae9BAEK2jFAW/HrEAJGwz6M1aleVOgO/+k7YD8v7vGhNtd2oFymSUCI1G68l4tAEJNbFaymaRTgJIpVKBP05yQG7PYt/C9YQezOXHlZgI1tyKJD0Wr9mSMDMIa/Ymkq0eC0PkDtkPhc/ojhFLFuNq/Fx28EBmSikHy9KWOgColrZdxIU1J9QU540uxnnLXqi77t/hfK41C8DYcIlNtK8KxLpCEqnqxVxh2UP1Yiq739nbngC8EQhHgZeLCGi3MREwmUIFtyFmQkcVW6x+RefQeILBnk35H8k4WC3r1Dex72GvANkklNn8rBpxzaL7z+r0/gtgWkcQJ3p9mdFHDrlYyyG22anUKsHofnZJKdxKX+au2j6bGlvYZwvmF/fZFnbZsFdUWOrOXWqtwSHZPJIaXY+ptDaTEaLBHl97Jm5EGcFuhHoAKJFA31Z94xjJkBisCYO+RmnVsPYTcMPq6vr8rn3X9ChgH77j97HvqcbBOw4pdvOlaAS+orW1OIvuOKfRauKz6A1lpmDVFAoaK46EL6DXI06kC324LCB9hzKHoq1a3OADPpVejtW65SVGJQ8lXHLUXcrqLikVgN62aYNgFENh0ZUkZKjzx6ZNSdU4jqfeM8UkvGa7jox8QQWrWlrdEol2YSqN3Wy0Akcdw7+lAooEOTWBJlXWfDYhorRoMxgsMB0kqaPeXX39mJaVZXhF9T75tLosT5oj5A9QnjvUavSxus5UpykqtKdypLgo3x1gLoM6tFgzBn0Y7laiTyzdrUSPw91K9ElYM+YQ3GQ8JB5VL5HM5WvGvEWLxm3JFLpQU14K1bYlXTW/A7cl2RtVuOixGqHNbH5SxYhui8nBY+RLR1So4LIagYFhGx7EAYwyml0ajML/Uv0TzQMiSZCq732PIAlMBT6i7J9pDaXCCDXxt3+LUypYjIRR9rU/jP4n9nvZpo7KNkUh9Cz69+cFjygEL6CPy7vZx8uC0YgIFBc75IGQ8Ah33ZKX6hblOS1Vz2KqGBn/1i0W9rRri1BooRtt2tau6Y8R+72KMGR7NpQepWMRkxM46/v2YZhaAKoB5TLia0uHBQAlnUa/nUDVAl287tSdoz9geXjEeRYjSS1JAXvDSJasXpHes/9gAaIgOc8BchL7AXYboUFiSgQg3IFlEBviQv9cdhE2p5ERw26VD7h6H/hBjAjleiJ8jZN+UjrSOME3l5OBReegGP5ZUQYtFXY9UQGtJPrJSlO75loyKFlfaV7cdEWLaEMtaOw2FFehao2m+qP/oGkVrWHhFiuK4xih06Gx/0UzwIJYdFrDqF4nNDqtWmvTVM9xHGm3G3iO0Oo0Ks4komvhxGOT5PViROVG/0K8B5EQPdKnSIDBDgDREOjYOa1+T0Plm5/D028w3FFLzKJjT1e05aavrd+PNeQoV5wDgSYI0R6x2/wSRhCiLWK3+0Ws+gLhtwYA4jYHrNaAiWVNgVfgs1yY/xN2E7EDMQDDU5is3sAafazNZwyrYk75OJeOiM2i68471+ia8qXPfV9QslSDUajBTKG5WdkJGz5dWdoyZq03Xam6WSMykMdDPiTzaZTROwxGq1aFfQ7nzH6rzSup8F+oWS2rifusPokkGB2ji3ocfuDjrq2Hz+Nf4UWWIDiRe+MqTSjkY7Qa4PC0fDAcYHUsrTMDGTwwfwnzqqZlGWyv1eFEv3aOYXyGC1gnwiIA8571QSFsPe88qNvXWJJp7vu1cmey3p1TXnkreOUl94FXfufveh1GSwDR2MC73oEyRq/V6pUI9BmC5WlN1GVxi6Sa0lDgV6Nbz6BFWHAY4kycJDmaIBiOerObdbtdlEZDC0AJvT4n+JUC74rO31P9OVpAfomYkB55ruOQWWztWQ0pfQ2dQMxIuD5Iuj8+D17sOfhOZNksf3vl4rcx6/NypWH1ghspSvXTTIVc6hwfDYhGCie/aiJ0loDd4pGoz5WOtn5fyxOUjkWl62xunZrgJcUfjsz/JxqVn6mztmKAHUE4REI3nCUbI0zqtkBKs+iGc5Wm72L1yscN+25olGC05rjX7tdTBKs1RYIOn578hCYY9po5SrIJulDQY+IZyQoeY34eeRP/If5n4keiGvFI28Hne8Dnu+TPXmk7eM5V6HmsBBTCgGTgcz6NsOKvqcVnSIHng5UKn6bEX1cary9Qq4ZYDqyEqilWYKrbeQ6eHQcu5HENi9nVepNJz4kiIZnMEivKz7UP68c2Yc+LJH4DwB0fkWV2bfUM9hTxfiSADCgaq0dvP8sQ9gvo8+B7E/r6ecKjfU+DgOBe548v6X4uq+mSr+DzqRk5osJUj90JAjFaa6vWqB779FX3TcdJ3qDBUY3TIlgEGgskIjs/ea2KN7hNJruW2PVk9UL1O9Wf3dpy7fXX5mCdLQzA9aMo/vFbUCMaRbs/BdAYrmZ0cjzT/wTPb1zx+b8vP/8b4Pnfo20QYnfT8zd/BZ4fL1jhGQ6sPqGbjKJBz9R8Ipp3LTw+xjstokWgsEAyMvPQtYTy+JrqPz2BDqCtqBc+/rE8K3BgPqfUR6pz995S/dfqj6vPflotP75W0dmr57XYlOo8eP6++vM/pDz/i/Lz//s5IP9FB5CC4v957fHPNn8jSx9TDnMuiF+ek1Gxjn03bDm51k+Ap8IwjcMiWnUk6vZ7xm7ZqWIlt8no0KCqu26v/qn66hXxnTM7YgyYjTAVSWz/4U0HX/ojqroTjAQO5i4lluyVeS36QvOzf7Lx2f/4Vz07WbCihSbRy6v4aH0+0m0+OearPToUvY5CXQHP2K3TKlbvMhsBsvr+7SiDzCuPHm189N/8sfrGHXCZkaA0wA7eN6/Cvkn8b1GN3wbtc/5V8Dkif34PsE8M+U98H76OuFbex9q6cEL9ZmAzLkwLriHgdwaRMG2ZZkOExT+kG2qclX4GC44CYKmbk6MFnyEs5aW3WH92cakXN5JLPmI/BbDILIomXoWuQlmT15T2qaphlNZZwUWu4SJ++8Ihr3+Ev+l01czSK3CO3jp/STWhygHInEHG6h4yjliRIBYvM5xrzrAtNkdOgwd9N3ZbfUF1YTWVN7jmKoZtZGyu0nTPsurX6oZIoYbq197+/e/97L4j928PS8HS6p1Hb1975P4dofNSYXpNzzVbB1MWqbBztfIb9pnJTz34vr2lnqs+vLbjphuO7NvQ4e295oNb49NjueTYlcdv7U7sGMsmxw4evxXa0I7517HjqgjiQnbJyINGGJeB1TIcO4sOlxkGceGEdSuxo+Gh5dj05yHXrgWXnePKVvl2tnK5+2uTVX2UCLWC8wL1TbcvoLzRawRTKYV/qvpbpxEgfi26juAFiygfkrQqObo4Bh//mFZt5uF0+iyuwlGcUuqxCQiCvw+MTydym2JPbVjsGVEMAAPjzbPYuqfzfPQNr2MWtXw5b6ZS28S2WdR6ltreOGDZ2rE5NFVjNgqg+LI3+kbFm4Jty3RFaU3B5ucqTe1j2dqZt/o0uFAZEYDDhYzg6npYobIvAK4QMKywEwNcTmDmWnmRUeG8SY8eGNzf59H6u1Od+8ZbNRoNwbBq3eD04dKWG0ZciR0f2ll9DfPy2oNqgwnmFgVjRvtDYeCEcjumtqSMUZ/BGfRguM7MOR1mtS7oMUb6NiYGTtxwY+/X9bIP+nm1ip8AMtuMfK5+ln+izCOTIaQbGGqoG+fzs9j42bV8P3x1IezqQDuK1eHJ1Es+Hzm8jZlFPU/rLfPkTIMQlMOHqUslnbL6BxfdxXqBMVmcX+qQuxMrHcPFamXSl3qpInenh/0BAetJy3ylqU/lNGEq1ijbZaeWW+T61fVsNfIFeRHV510mcIMTx1utxfXHPr59730FLYeq1AxPU8nR/b0wEYuje8/QnTpBpaZ5HXv18Imp7PiO0v7JdpZhCVZDsb3bD7eNXTcWTk0e6evd3mb7YvbgzvVd/oSXtmrVBovVwDuDztz4nmxkIO8QJdJgNIhMYu2BjqFJf8SnFRiPx06xAb/FP7ira9WJnX0anEwPbVLO1f/jPIO/rAoiSSSrRBmX01m9lJJiFB2laSmayrjSbpfVLUmINZWO4nq3JrA15spWaUmj367Z2aSRSg3n7MVuuR44QEalVEkp85ZaGi1kaehMn61WLttdrN5dbSRiNSaPdaON+r5w4Af3oR78ZRwgYh313bhcPVzJ+TT3ZQClcYI1aLHTarMv5fKknRx69ns65k/o3P3oPx1kTCajwPwYHnuGIfU/huFCpC+WkvDV4BoOSC715h0mXDdHAl3+6TyC365yI0PIg3JkQWeyK+GexRJlQPGTCJJM4C3awBvJTFeir4/snEXtZzNT3CzqetpoW67AMO4HBkQtlDrTLcQc8H2BNyq1bjKwn/OVzJQR9gRU10jaVlDdWK23Rle/gvLWlLVWkL0WhIzXIhaKjvatNz20M7FusM2k5VFYSJVm/B3bBqbu2JY0dewfc+ViIckmUQfVQQfm1GhwoL0A2Xas0vi8bs3Mh7bGUbL75qO7R6K0zshRBlFlMFsMGqPd2L7rVF+onLTgBG4NYDq3WxJIo9Wi11TvwXAUjay+As5/N4P5L0m4kRwyglwjR492xW09FzAJkIQ8FikDlGzjSi+lUmToZcOW/jeXToXQJzQslUBR6lOllyqggSH0csWwhex/c9ncCI1+2fy4pLYkRtaWaOsOtr5Sq8JfsBYnj31s29S71gUYa2J4//ufPtJ7VdAkAPHRPMX6CiOZHfccXmNse2DXphvX+p/SJ0dbQmtHBpw8t2tHYWow7xUwpPPUdfvXxgvT714bOnnfmcc/dqhPr2EMIqk3GEWGFzSrT57Z5krHRg9MBLviJs7sFHuvSd50pad1dHKDzKsY/F+AXi7MrwYDoRZ0giDOoo4yQ+jUOGufYncumS8vZQHgezaXlRf7zwmCXb6drVzu/li2HghJLsb7N4at/4uKkbRzU5Rk8Vu9Qa2Kwv5u7n5ZTTQ6Fvu9WcDnWHc4YX7jeU5Lq0iNxKtGDBKpt1gMvIDgSDcYf4nwIBGkHRlD7lAQUB6DyycdYPh5JFDqEVTgkx7holAt3MggVAtusKOnlI+qydRvbFtGf7NMLeTo2eULiYZ6M1vqNxXbFnL0N8uVo2kbtikxUM3PAzffkBzI1IXCjyGYG6iWKugr5tzE4Xt2zHxkeyIzfefU7i3m1PC+Wyb23bbamVx/w6quzSXrpBgfahna0+Pkg33F2z663ZSbaN9+86jL2LK5b+LaUT96XWLH5tUlT2TVrtb+6/ZPhVtvm0xMTa4quNLDmyJ9R3ZO+DwDw2uxw5ZMyBTpngi685msq+Ojc+fcpdaSO7p27UTCWYpZogOb5fhkAvixfwJzcguyFnm/bGcFt7YEBYogA0Cg1nAY0Y685C6U8JTPR3e9nNrGV422N+mVfBhUpCVG5/SNvFSpt051vVxJbTPy1YqRtr1ZoVfyXFC5FDmrV0gVsrBuAi+p8IXKJwuZtPB/okyJ4YN3f/3G/qNhUUAJEiA5Nlgay+269/C4rf3e6Y0nxoPm/MSx+3aOXjUaN1PP8bwltSrZCu1Pp0+O5INjowPYP/iO3/OpJz5+pN+oo/QGlZxpRCtqB288PeNKhEeu6Gm5/rrKRMbfsWZibfWNzmOp8pai2VMaHh/3J/qTRt7kVM6/lecv4b8F8nUBpFiPjcAiQFtTUIu17hQTqNq25avMMv/VEBsB7rIFqhXbNiZfrTDLnFZdLxdXlVTFxjMAalJDKPIpFLsI/Le05E51R/q+dO3BD6z3kuBDb8y+asvB7gMfWO9/ypgea+s/EHalA1YtaciMtQ0cCDvTfotAYv/g3X7gmsqeaN9wade7Rz1b9h+65mDMkQkaWnfdtrmwsdOdDLsmtk5vGbO3bGr3pEOu8anpLWsV7jwN8PIkwP1JZL/slzRRfUxy6yW91YqwBv0suuoZAAWkN5oAwNxFea0NwojSQqaVc4ZyAN4PvBNoQUlvLEHFF2vrboGm1ReJ0KC1dF6BRrQwicOFGHpuK6tTwSM0DKr5aPW3OgOngkeJ0EmCE82ixSXg6LlXNOxetd5oklhJVOtNRpHD/vljAFFoWMrj9VB/hxEYipMM+eZNSg11MMgI/gkw9l2K//ob4Lmiz8D92VCNIxT4eNWr4Px2yYxTmW1ixzKaMPesTIBWoAnxasWbkZuzlXp7qmMFovCscur2bYhCfT2yiSng4xggAoAotPACS6ggUbhi1f4et8bfle7YP1HiSRbAJQZMb/3T13Ztvn7YFdv6kd3VS1jQcbCWOB4wBSYQDgMUkZue2pIwxHwGV9CLoSpay/EOuxlgU68VcoX+G2840fd1Zb3ij4ArfBTIbqrOFdwyV9gQQXoiCBLpwbWFWWzs7Lh2ELwv5ApdaFepOroh81IgQI5u4yBXWAlqvQ1X6JK7Eytdo6VqZUMg81JF7g4CLs9lAdcyrrAi3voryMK4pWX9sXt3ZLeu6bVpAF0APoym0qMHejfcOB6CdOEDWgECLh1zePSmLZnx6dKByQ6WZoFEGba8/UjX2LVjoeS6IwN929usX0zv37mhHOANDh1t0dUIQ8CVn9idCQ/mnIJEyYQhufZAu0wYdDrK6XEzbMBnCQzu7hy4caZfi5MZmTBg888DfPFgjS988m34QjoFIH5gq3sK8gWJfgu+0P22dKGhL0gXLttbrNbbSmxBFv9ysnAvPDunY++O4oyhVuo7NvddgxZImOUp7B610ZtWyMKX7uY1X8PmPo0+e5CCus0ukgVRok12h93K4COLZEHCuTml9vb8JTDPfgngsh5Fn8+Xom0RJ+QLFiQSRZBoBM/wkWgiaPG97ETa8M5OogRJQ2IKsFQnZL3EShMumG8FuAW2nDeIcmedvpcrte4SJZk8JKYg73VC3ksA3kusNAUDXyH32hD+siJ/UK9AH2RsjM/0f/BHdyUmR7vMWh4jSOAemGjfTM/0B3YkrV371wztCdapQ4cWRngA31J1DvtLoas+sTOGzO+c/cgmVjLxpL6mr2anubTr1KCvnLZxCmkQRcoIsWL1HgJLjV8pz7VXyJjxvxdn+KolN37s3p1bT477GEtieN/7nz7cczBoFjBg9DzNevLDmR0fu2aNoe3e6U3HAWcwJEZygTUj/U4NO7OtZfNgDnAGrHjiuivXpVt2AM5w0yfOPH7P4RpnkIxGkdUAznDzk1tdyfjovokA5AwmlzhwKHHioKekcIbr5xmV9f97zqCyEozIz22iRFvA5glBzvD3c/dqeIyE+oH9u02Dv8H5wjF9E2cQ1EaoIQbAGZIAa83JnKETmVBynUDOIAKO0FXjDH1LOMMqLFwWuGjJtgrwa0gZ1iynDLJXWpk26Gsta6xhzQqsQWn9VzIHfClzeMycGz/80e0zH9qWSO+4c8uuzabU8N5bJvbeusaZmrx+uGtz0TohxYbyg3vKTt7fV+zdPxScNmYnStM3jTiN+U09E8dGfW/NHXqPzEz4vP3LuIOrZ3Ry7rbl7AGb/wvwaX8rc4fVSgTfuXLS0XcBCJxDClCwCMI52l/qK5STKjKTMZDWWdRWZvyRNw0zgy+T25rkDFyasDKF0GXaX6osduKXe9FW/IbImxXDDDn4cqWpq3r0Xp1JSIuCVq9UH6h2MEe/cPpJmZtVVwGyBixzClgmZU0OX3HXhRvcncWk3iSTCg1ALa1rMnvuO7zG3H7vjo03rvF9UZ8czgdWQ9vkd9Vt01W8UbHNWyGf/xS0TegOaQOAkLJ1ipqRm05va7bO/iOJG6/0tI2u3yD7tWmo10DONqSIXFnnEJ2IHYlgnc/wmYjdq6Jcsyh51rQvCf+iDjbsQi+QXplLPKPcbYK3n6+Y9lGwAYCLjS0auS7WxCnQhUDjJZRizl6YKPR//spt752K8xZ/pt03cnZm/Xu2Z5+6Ymd6X8aZCdlF2pRdWyjsibjkD9ivJj//+F3FvqHExpNr2649evWeTb7R7vDku3ZfvTeQco1NzezcGkytLTpjUdda8GEL8FNb5l/HxlUh4Kem5ZPqLqS+c7CmzCAM3AnYSxxo3IGv7xw8l5VT1dY2DtYAJ3W525dsHJBLNw5uw1ij12RySiT22TmrUcUKPGrmDCaHaHIKBGqGATA4RAAbb+FZM+v1OMn7SZrAYNCUnKcPcIKyKou0I3cpuLYVsz2jQ7I6n481zmI7zmbZ8AW0F7gmG9pWZoqCMauiEvt0rbNo+1lqf8PTLuEF0M0oGNYdnkV7z1XcCdss6IKrLPRBwU7AYDf2sgI3WHjjhlXCJShVTomF/RKX1wXn3mvRkzqLgNo3XNVl1vlaw5nNqzIMwwLuxNt6Rifia68edEe3f/SKb6M/5LiDhN5kkXi9JAX9Ps3LA4d2rgtZ4x7R5rXqJNrj81Bap54Pljdlysdv/sC6T5pkLiXO/x4vqDKADzxV3zvog3wghPTAvYMeee+g++w4DwB8e9nS1ZUqvTa6IfWCj/2jXm/x+cjRfZbXyGbDkA8AQ0cjR1KlLscH2svuCuhvtPRaZYMv9UJFz/6xUu+TtLxWIZuNR+k1FoMgqgEavIP9g8tJW+YEan1i1YE7Nk3eloPBA4ARkIyvbXP30MF+r6G4feg6LbzKaOkrBg4O+zlvR7q4uS/GcnAQtJauVROJ9deULZ7y9o786qwZ3eCfGB8uejxuSgIs32QSOIvdHOpeE7TnIyadlpAMRoHztK3LimGP0eaxCRLrcNtpnc3ARrrHg4XdYyUOIyOtA9A/qeZfxw+q/EgcSddOKaWSzpQjrZcSUoSiw3Q4QTvMzgT4mEDMEp1MOMNqjW9vOuWIvKanNI02+LOLc9+4eLHOB+BsC/S6kQ0IaA3hmpo6oiKvVfRUuakv688uxmqdLeQaW0IHVtg7OIjLOTbuj2GMfC4P0IFENSZoYI5FDKPNnoTDk7Sx6K33c/y/YtUMug/dRsq+/JcUC4+asdQvtVo2GImK2HpWTvDCUXPXi1hk7l+UdQED0OUBee/gU417B91l0+LeQSKZiUZtgZ92KdsH9NnMHsBBWcBp/61J3xa2D6AGiysxAZ3SVV/gp5Wu2iYCfb6S2QM5Latw2n9bosP1TYSY0ud/YR8BNaRGr7p7e6C/LStxPCy+whLwbGN+07WDDjE/NehK+F06k0BuJtxm9DWewQmG0VLVq4uc0eyQZm5Z40LviGzfNtkdJAEIJAUdbTQZBFYwCunV2xOOjN+IE7jZjc7abaKWMpjNEld9FQX/JYa2Qt3cPv8q/kHgb3PIoFIH91xb3NZ5AaMRBkBDQCwBJ2C83lDxxc62OJ5KEaHXpH29vyeWTqEy1xJh9oAmbGIDTVPFFyu1xlLotYq0j+j9fYVYOqPKtGohwSTWuP9+ObKgzLMLCb/x9dmrPn/j5LFVXtoc6Z664b4Zcy6blEQOVcHaeaQr2x+buGlru5A6sXn11UPez0xsGLoxwVD6cHu4f1evC31s7QMn1yYnjw0GrzzxnpuPbMwCXVVTgkYpwM5wTNvMqT6L39+9cVV32W9Nr3Pkh+NSamwv0NlxYOM3yhxByQ9NE4JaJxh0hAAc5DNqHWvfwzbPpYDZP4umnqsfkTxL2OGtQOFWvnkxQHPlDYUbCU7g575HCuaA1RvU4SQ2OfcGR2NqEtgYdrdRq0JoTziuf/MLAF7hak5g8f0iIAdmi56Xc5HhiBfowgeALoTkPYUPKkgqixHynoIFzCa+Yo9W4QdM+AKmRpzIIGYt65nBjh6tr5gNU0TiW5Z9o99aph2X2VUwLTa0JL5VsewjRr+1XDOazogq7ACvB+e+M3ZQ7rnu9N4tt22MZDZe25/tCwulKx/ctem6YXd09f6u0ljGuFkIllOZDd1BTaArk97cExwXY4OFrn2rwlJytNQ6MxRG8+PHJ6O+jolUz76xbpu5UGpz9h2ZTIY6RwOlbWu6LLa2jm70z1LAJZriXRF9KBIx6ZPF/rl5SzwWt5hybUMJU8yjNycHZcwaBrI+BmRdBFz8owoXTzoAF6cAN2jF7GWtzA1eTXb14LkcaQCYnoTM4DXDwcEXyX1N4q0xg+XEQJNrf7VS78EvdyHTgtcqhoPk4IuVpn4WaME7ZAUKAJRPrhQXC6zfrI8P7r19/bpjw17aFC5vPfHwHnupAIwQ+jaYytWVG0lvuHVHu2gulEeiI1ev8n12zYahk0mG1Ic7gRmWndip9L6dm8rB5Lprh4JX3nTbzYc3ZtU0T5IiMEQYCMgJXGnXzYO8Scd6uzaNdHcHrOlxJzBFfWZ8L5TtAJDtUSBbB5DuTJ0P2IC2xoBD02kzMadfxXhes+xL/oG5PBUoS8qNFs9rQDOZ5B8qzOU0U/WWLMBYIwFHGYMn1RVqvXvn2NERP2P0pDqD7fdsBQ7L85mxNakRnz3ptwr06ERyOGBLBKyABPzSv//YjdceCLV2JjbcPBE6cOzEsX2h9lJ688k1V097/bbN+w8d2Gy7crfHb9u0/9DBzcr8CVgR9gvAA+K1vQRzRAo79ZLebEbYsI8y6H17I9KrzWD5YvfPnpdTCtU2E+qTo3x/GTSgpFeXIOOLAEA8r2QUatxLaEeXsQI5eP4XmAq6ormv0DwOkJiG+sXH3wQEgRa1aESt0VtlgoB9+escPaMSDWaRE0Q1hFksdulWjjYzXp+LehyGGGFqinzzqF6JT9UBxzWkyurU+I9J+NkGsEO3KgM+v0BDXdADv7xaFZSx16NKNlAZe4lCQhATQkRNhslwgoTwC1wB8IsUEkmAmrga/JLU3DuGX4KIlHQwDckiBmvqTQ0sT1KXubfEYNg7CuBYTfIid0sYlzPYO0Q1Hql2kRwN/LqWQf9Em7xJtydpZ7Hb3sUzz2PVVnQKHRG9dvEHpALByB9gJM9woXiYx3ZzWhpX0Rw9d1DAOuZ+JOsQlOMUmM/6lBO/59vjHTEZgwlIDPzktIEX4qkOMDWR7RB9pSD6agfo69WV0VcteEM5bQjXr+XYje7AC5VaL6l2GXalZNjVrsCuVy8Du95J7Mbl114tYmzoqnt2xVb3tOh5CpM3D9SO4qaeqWODNim/dbBrvccoEFOEy4zhHIupaFbDVrcVLd3+nbeMedA7A1u2bewLU1qRUeu0aslsMfB6s6Fl7faoLRs0sUYFbGlUerPVoKm+imHxwSnZ548Dv3QC+KUCskbZ8TrXnXL2womUQ4oYWbYiiJMLBKIdL/QWu1OqbJaMvmrcN/Qi+Q7Blh20zXa8UKm3NkZfrRj3kUMvLqVgS9GWaonzeqvV2QbEpcLbdeHe3XdOTRwZ9JCiOzeQ7n7mpDmXiQsiBxk9R6kd2f742I1T7brUyU3DBwc8TwqhjvjgjUmGgf4+P14KGGn0kfDOmamBKPD4q8wbrzp507Xp7jHgIkhS4GHtLpFnebY0c2rA4nN3bR51pr2i15qb9GcH43pHqrPcDvT1NmDnX5Dx10YlIxahhugLLrVCWHV+KaK6JMgVepQSPV9WlmThjU9Xlt4ZExYXe1aGXl9QwXXZb6t1Fr/FG9JhFLZ+7o8wRwXwdzR2n16Hz1PuSFT/5mdZjsQJTsfiB3WSAr20AHf5algghJSAZtRwVxr9I8BZbRgFcVdLdwPuIsFM1g/wmJ4Jp1t82u62foqIAdw1/O13jLsWG1piMu4a/vb/Ie4KvgXsCrZd8/jBjSfXReITh1dlugOa3N579kweWeUODe3tah1NSJtWT7RNFiystz3dvbHFNCZEBvLdMz0eITpc7NzR7UZbVh9fn3S3r2/pmBnvdZhb29stA0cmEv6O1eHitjXdVlupowv9Y6bNme50S+FI1GgtlDrm5kyxWNxqzbUNhK0Jr96eHVRiDSC+3V+zv1Oy/RV9Yhu0PwQAWboMmiHi6Au+YhueDQaZ7hez+5wvLkMIK67BWoKjL1TqDbPdL1ay+xjni8sRQ2P8Rh01vGUMBzS+5hiOAr6fM/kzXYGRvz3hKuXjWomXq8HQpCM7lJ44taNTl7hxw9jV/U4x0r/n9k0bjg46Z4G5hToi2dWlkJnV+DvTgzdif0pWjhytzARG1gA+ryZFrbLgyun4tpl3DVj83u4tLZHpmS390dT6Y7/LTLrywwm9PdHW1WW1Z3wGH7Kwp3SE8MhYa28da2WBhsax7HmdM077ZlH8rGkyA/+iNwJxnMRuXiGI4zy41QTvPV8xTdLw7nOVptsbIzkgIlXVg1xqm0bqhejsI1p3bnj3yft3jN+wqdXDWzpmPvyNk2M3bCp5NF+SsttW9Vy5sS/vNzJibuvwxLt2DyYN+A1dd338vvffsDnn61w3vTc7+dx3/vbuLb7Oyel9rS0H1+WS66688ZYTV0eLB9alR296+NNPKjjrg/OvY58mTCust64uMy5YUMW6jtjQ8A6XWW9dXWYrl7v9bQO1Ma4WqI39tPpbt0HFiotRGToCs9DKgiut6viYjjMCFOWmv4ETOArXYWpx2s+A8etU9oNgnHbyGZ3Oh/gQuN46pay3xuT11niZLglGnEpM6tpm0eBZan3DwzYst/6wMQxDXm6N1ZZb4+BN613AkO3guUpTJ5ddbUXfYrVVJa+24t3Kjv9cq0WvYi16dPV1dwwZtMH+ltb9kyWW5lQUz7LlbYc7p08OOwFz2HPXnr9gIYE/qDbCY0VGifUEwyLq3Xf61l1ec2va7Y349BLtdLsYLuC3FiZmYpGNO6448eENPzYr48/PX8I/C2S3eXHNddOyeO0NMF77AkogHUgRVZWZ4cnU72B89SRzAS0Cj25BVWfJRkVvjMK4XLg2cQ5Ga8+C/ngYsf07OWJ7Eu5cF8/BgG3wzblKU69L4jDe8ZrrW4Vh7LcWNhy7Z/u+e4saHsNJOWZ7ZH/fOiVme/BOnYADvyQwV4+cmMpObC8dmGzjaFZNayiuZ8chGLMdgTHbfdvarOhDuQM713f54gtB2xpXwAWDtmEMhiiSRhjeGV97oHNonS/i0+pYt8dBcgGfNdC/Ww7a1mJkZlCOwUC0AAv8mdAjUSRZ27HlBTIWD9rVnGddMhGC0hHV3Ia6dBAI6xUMLtPmxpvV8O6nKyKA7Q33Q9S+BLQvJGtbaeEUhZj9z2qNQfuddowxKlWn0Pa5lwxaFavXYgdIkzfj9qWcLPbY9zR89XVs7qfoo+gjnM9tqv6c5CBm50jUK0qMPxIXsXmKp1QEpaHf/IkR+7u59Yo+UkAfnyY0yBDyxcZ109Yym0hqEaRFC1dMZ1HkmWQmgSjrptGzmQnuAppCjMC+V1DEBfAu1NAmsOz6yul5edUU9FdmKrUe4eJp9HwlMwFRfOocBPErq+ICjheaMOhfu3y639k+deKT08mJoTazRiMTTJr1dWwfmHrftpS57cC4M5sI6m0ieYU64MCcWh5TMzAMu3NY6/W6tTMf3BZH/6P75mN7RiK0zsiTekkFI2w1JpupUw7DTliVMGytx63XkSaLVc83hGEvicM+3hBTYQaYHsEyZW0+b+NKv4vDoIpLhklgu2izlOvL00s3dVOl31XicmTFpYphkoQNl8qxtgj93zoiG+rt8fnXVWYCVkqdUqy1vnZaQ++x8/YJtmlirKH3+trpIn6PAfy+5N63xe8qM87KsdiiJWD1BnQqGnt27n4Nr4TsY7+36FSvMHIs9vc5HYWreSUWG3ipt47FNsvrppllsdhmORY70xiL/YptcvSVZWrx9rHYr1Rsk+ToK8v14v+Xsdg54N+qQM4wFvtkQyy2WY7FTpd1ciz279xyIPal1KQNGttyzJkSl1mb4Bv5XcWthGBfqqQmaZtsbssBaEr8r0VfVylzYtXBu75xfOBYUIJBTAxLMcG2sfzMx49MWNvu27nhxFjQnFt39L6do5XRhJn6loa3pIdSxamhHIy+Hi4Egfnhz/iOf/zMk3L0NWmQo69FTitqBk6c2emE0de9Ldcfq6zL+DvWjsPo62uT9ejrCR+MvuZMLijPNUBvaSBPF+CdX1aqACgvW68m0T7/jTKtxdYg7agWR76CpRH3/P8+Dy64E7NY+rzWnWBkeG+bTEPAXmY2NhSTlqF9DGjs9I7tMVuZljt56xaZNApu3mI7D26zKWTANsnId1aYy5GBFcO6ly6+qmjWEm4by7WfObTj9o1h8KF9bc41vGFnYfr2DaEvTh9onw6Hu9JuA7Nzf8d0KNSd9hho/KH4qY9+8uPvy3asyu2+azv48NC97825sh4xv/uuHadujITC191x13uv8cFfQ9ffcdfthxbimr8D5NqH/GYlqQ7UpToABFIGgqzHPFtnsT1nW/nkBTSN+BEXxNtWqRuncpNiGWLlMsDKsrQug7VlQT8td/tX9FEX+pf8yVk0fa7iz7kUoF5vR5XfEVBfWKokmpG6ahlSX1dD6i28yBA4Zzaga9YeXpO0UtpAf750YH2JZTjAWWiWZHu2HerYefOwg/N17/3w7texsKCR8booH7Bk3MGQiPr7r9+/aVW7yVysYXZKMhr1Esn6vZbCup0AtU8D1L7+xxY4Nj7gQ74JxmYKja40NtvqY7MNKuusjOebY6rXnx3XAsRUAIhpEA1+ucsIfmwlCMWZ0Q2Z38Fw6EkZ9JTJBd1W4LyStx968WWovjZy8B/9r/a9MJwQghXOVmCERvCZitzVaEmhDBsCmd/JgduTK+KzGlGQu4y9zUrrX0EX3mUpTF778enslrEeK0Bi8DwnRadW7+9bfwJGbe8der9OidpmD4/ctCU7sQOoQjtHM0rU9rajnWPXrw0lJo/0926HhCGzb+eG7gBncAhy2LbZZuBdjWHbCmVIjB1oh5TBL2gpp7cWtj2wu3PwxM4BSBlq5zwRM+AM3wScIYlkUWwlzcgDzUhDzciDQWoO6U65My6X1Z0C11KLp0DXxVxZKG66DM9uajZQYMRS3RBAA+NrPANa20VQDnA0xXWjiusU5H/zr+q3rgVlvqGZXmlXqbdbGHKleeNJ0nrhuSZOs0Js+DflAaPvLsisxgJYDd4y9wpgNAQF6CB2SG3yJF2elJNHT9+t5f4Bm/sR+hh6F6U3m0S2+lq9lhKqgwzP6rBbWVyCCWoIiqfffM6A/T9zfcBmHcBm/xngwz40fTl/ytf9aW2folTWIjFtHIkjOa0b6cDJbshT2EA4bIvHUkD12yH3SUHuk1G4z6JNLZzWggQFbleY6okSobEqkFMZGFb+J/8v9F8fri/LfQXkzrjKQmdwcwTQqpRMqzJvQ6uUbhdR7//JHsldrs4dNz88E18/0m3WKBHqNBPum+nb/sHtSUv3vjWrdofqrKpTPrXICWzVscrXHrj6Eztj6KXyzUdmhsKsaOZIA4xRtxg1Foe1febUUD1GHTAqUZIPtgJGpVKlxq9aFqP+q5VGezUYbQ6O9mog+kWulQeA2gDj173eUOl3PV0w3GSBcTX6y8vsnigDapR7feddLJiZEca5AMZWa/V2pG2lzZf/ZmHxy+LJX1hptCbr8+kkkGv+AmaSY80zy2LNzXKsebps4FZ19QkBQG8omRWteaVJ7isyImXoLPI/8TatF8bLtHhjjUWt+b/Bov4bxKXPzyN/g13E9xG/FUkVhcziD8j76N/Dvov1EL8B1+iFa7dhP8B+J9/HLFy7BbuI/Uq+xi5cezf2XdxC/AJc4xauvQfc96/Ei+Aav3Dt2+DfjcptNQvXvgbaBuX7tAvXHgb3heT7dE3XTPI1YeHaP2Ij2Br1IXDNsHDtGmwEvSRfMyrXgE9B5yPYF7DViAmJLeSKQZ9EzIgXPV1mONtT0vHAU+RN4abk24u5YiTbUxXpOBl4qtJ0z7JcMQ11bWopklXYF7TB7u3vmly9r9OqC3TteNf6dfvb9XcNDWVGW0MmprxW+Rvtz15//aFN+djwzkL62hsObc5n1+worlsTH9y8db1z7frY0OatG5U1Pv18Gr0DGwacbYe8VqI1uFwwC79WCfBmZ1H+vPUG4kRjmsNLDalY5TysX1aiu+HNT1eW3l1Te9OSEO96nlXDv2G06NBLAHOhNz1m1eKUhvkBwWoNOr2Fx2dJmsAxNU1ilbUsp+NsFr36GhzHUFxFquA5r+/NF7A8GIsiskdZM8+j3ynTGg3tAq9EJ2cxtszpadPXIsf5/FPqG8NNyQ1l4CzUZ2J5rTZi+loF3KvOP1VpuhumNARvQTRkMeyWNxEug1BlZoL+HmBNthoxamFU8NfbJ1JSIh8oZ32smgFUnWTTXas8cKfS1VtZewrtY6gjtMNh0OpYgF24B9PrBjrt/rTeqOd0jNVqJFkTwKS5sju5ZfuBzn0a+P7/AHQxCt5/Uqma9jeIFf1n4A3X+pA2H4L42nAWsLB/KPPD7NpwpGy0roqcCbtgdmet0bLK5SJyn+8/bvgCsURZa/WbwP+l5TsGZcNaV+RMBTTuz32+0n+cMHyhQizRZBnxK1wOW1qLownoY0tisVcA+hia3nLLROuBGA1Lc9O0LdYZD/XnHEK4Jz3MMmpOQw9Eh1vctDHkDPQWArSGoFk1FesYDnVM5k3u/FAoVApKidL0YFBvUmu0pNNhFESd4M17jQG7VsfxDrNO9Lf6tXajRjJJZsZiMakpg563JTs8qdGSn8JwRywHz2N+dz6NzWD9YI5KIB+QLSYYsxjFRFSIqkNBEvxEBWPIkvi8OhYN4h5SEEXOcwPXZBHKWrWpdHHu2YuwsEdDBmgRLZlhQsAy6ENMfL7yTnqJPXuxJum3DrcGADuHzRCMlr7BhdKSXUko7qp+gedhRV30MCHYAhZ7yMKi09eJ38KqX/1LkXLYDZ9Q0s7S6k/A3DY+D49+SU2qIaFWV8Po8ep7oR4+D/Qwh3WDmVs+Cfh0IdSiC9tn0ecgigqH8BTr+UypRLR8JXa96fMrqJuSigWAp1gt1Elf8nymAlrEWr5SiV1PmD6/oo4tVbG3RqTAdGsQCFOFN35gV8d2D0OiKjVwMqQ50hYpjOetvK8rHS1YJVbVq7IY0KMUo2IFrvozv9nFj+5uM2/OXbGlpNcRAkuIeknHaHS8PdXlM/ksPCUa0TUmvZannS7jeQx15ZTYTB2QzRFgoymkV6myejZsar+APowwSBp9/DyCmJgWaJICMM+W07EY4fuccLzrsytJCYktokxZSrGW0xXQQvB9riIcJ7o++9ZSWszA/7YROXIybGzEv+5d29ZuT2lYb+fej+zxD1kFGlURFK2mzN6ks3Vzb5T1TXWUJnLmD7PWqDuxATQvFrP9UfFA6cjWUnZonct/+NSpfWWGIiRepRUlLUNRZKBnU0bvsGf68qLHxJv17m5LTy5Y6ldqiQIbuxrokgMZVSolCQRhMCBqnUr4ivV6tskKYMzz8zDGUAfTQpYZlVX4SmXpTctinfP1BXsl/ezVkB9WZwiNwW20uTVq9LPVuxmSYHUM+pqOx3zAHTs1cx8Db41BD4Qd0XGM02nkEXz+t2BsrwFjC2NtRpXap18FlP8RGGuDPvFlJcjGCfN4h5F+9Mkyy/S3dRezYXWYSMAxF8GYJ56wHA8PQec89ETzoCPKH2KsFkYqNKbXN9R6IiyJJyqW48TQE8sH31RqHvu3jXVeXLdXFKDdPfbu3X07u5yO1smCO25lPcM3bOjbktfbcwPRUItbs4W1RF2hVr9ImyLu8eEi78z4M/0xqW003RuRbJGNgwlrvMsbG2rPG4VQNKKPTvaG7YmCLTrYlpL0kVgCPaQxiozoipp4q82h866pPiw4XW7RGA4nLIGI5I0DvwvlPC3bUBm5Qd6NTNtzPOCxj5/z+3m5ZIghx3dBIXaddrnIwudix02fXQrC6ib0Q/n8kVArR6h3dZ0G0xkZK3yuEjtOmj67DJiJK5wswlZeplcCbBZLpRSwaT7QvfcjM4lJi5aG59RJczDvLWzpS/L+7aWuibSed+dG9/b2TxUM95NEa0sGGE+uHFuHbgsdOXnT7i6OJQWYUV+gGNrfvSErWh3ZHp9reKgvC+a7TQ+7C5a+Nn9rnzOaVs5umapfRO/BfoT46nk/Pej+syY9cQG9GtGCG46e1zP22xre8GJj3s8lX4HXLi7MyShMaw1eqyGFpik2OJXGWcEqGcwMTmQ39wZFA6birZKg5wjUYeOufO6p+7pUJIHhgEqOnPnKt6/oOzWk5mDNT1I9+bhyXv8Z8MwtKz7zVfVntjOXfeYlXy2cpaztzsk4rSF1JtoSHQIPzcgPzeLqDHhowYDhGoskGFgCs9vQ45Xnvig/NVw7okY+/TffvqL/5kFYpxtmXF33BPTrwvwfsEns4zIPOFjnAY/IPOARwDzN3jCps6G2M9KpsCuABs6QtzbZ9mH5D1jncTHzjNlLSrYzFekUGThTabp/SVWeyzKESdaeXXv1SGljq511ZtdUVpW3FEwfSHSEO2J2nTpbCHfGbDoSfcY3vXfX2pQTWHVw196dIylv+7piW2eoa/VIj75cDHaMru6BupSefx09g90NwPSE7IslwA9gkS4t+MOlIqyniFuaQInMDJ4XclllfmIve9sKpz4XSi+gYZQWIT4BnGD3k2YdhCf/iDNaoyDX1BEAFsEAKVCjfxhjGR1ntxqJqzAMRTEVQQBdehkqFBiXInJ/nRM88oxG40E8CK2fRX9e9iZpeUCczrBaZ0EtZ3JafVKljpzShF15NH9G/a5GngAGSt6dAIMlxKADObwkM0zZ5gSj5XSqI5YzlYWu1PkzlaaOanscQsOE3MQkloQjoc1U4rsqhmeqe/RAGKLmkVxfSKD0bqO3GHOQFHArWiY+nS2tTkrW9unBvaiFJdfTDqteI9BWu505Ge7KJy2cSeR1klbLM1aLkTBZHIlWW2xkeDwzquQL/tn8H9C/ALlNIvcqtU26H25tDcd0OTT36MBY2BVDYw952MdF0eTxkANAqU2o6fHlSr1wzBN8KOnqUoNy8rV2P1xpbY0N5B6tjHliD1VE9vFKvTvS9PhSjV92tDOwogNeQicKb3Gy04mjP9EHWvonUi1bghwNo2AoU7g14i1FTBpPMdLPMMBFs+XxLZTB73C3xFwURROMhhIiqbwjvzprscS7Ar6cR/cDT3smbNdKeoLn1Xarnhd5jSNmF2x6ludJi1ksZ1hF3qyGtxoEghF40hBu9XraEm4KN/uicn6Xn8y/jlHYBwE6iCsnlMtxMQ7IREBN+klS8EdjtqjdJghkNOK3qznXzfGYTfYmj4pqrtGmfnYRKurCYQI5XfyymrGmpn7UgUflQKTGbprPDzSRipbiIqlAG5bt8RxGAVjEjhhRRg+s1syrTNVf8QwBFBZtoVJpW8DMomPDDPVZrPr3/4Ow2Q2H6xXODrM863K7WfQKilORlLp6HY+2VH+izAm/AP4Vxd6LtCvnNr8O7PgIEkBy6HYkiNjRT5UjCBIMgJ8E7xW9Ytikc6GuB/PFYpiAOns6clJW0UeJy/jdVM2kS6lUbUFekJcAFaO2wj5NRdeDFdAjEcmdrkROEqZHK8Qyr5yq7W01QK1lGhpckYwUsnIO9V/Gxq8btubSER1DqkieIU3BYsjTmbQXu7NdJh2vKgH3jq6naeAI6epfnIJP37WxYH6tsH0gBLguRQAW7LAbeQ2v8YB/KUJpDCiYfzU8LNPzfswcb0OUc8N/wCzAvtMAQ92nxDtErCVYaYVBMmDK8iGIlXG5wn4ovQcipXgcCNKP+h/Un5Jzwz58eUGWar8sDWN2ufzx3AMV2Beh9z9Y0Z8iOh5eUYT1FewmsKqUw1qsWNnEVZqYClr1rbpmTee6tF7jyoUM+a7VcW+XScNgJE+TenvYmhnJe2jfSCyzKmX8wCbPgIsgYgl/i0+sJqbHsoH21RHvzoO7QwaviWcoFc+qTRaJJNWuXH9QEs3RtuiABDy71JZzJlvBvMgBu40D3XQoMUZfRXTodxA1IqCPlgVCTSAGIqwTUOG09STbNPPJs4m8S1fXM4awCqcrS+9bSlmwZsYShyVAqk+qNAaHZHXrUDV6RfV5MA/QgMef53nsMGtzOPgqD2dKFc1R6LyGo+w2PYMAzvIS0IMg0ANgSkgf8oDy/HH0OkBV8uD5ecSXKdXX0gF1uQFYWwdQDzvXkS8Jvkw8SAFgE0EjD1iAXnSj3Q9cBtg0kpbG0wIL3ZCWyAMVyymy+4HlWGchpVTzWnkDc0Hl0wLqJt6yoA5/lvwtfeuSbRtLNnu2P9wS9w/u7W1blzcZol3hvvzWaLY4oBY9tnJ/ljGHnEOrc92ObED/jLMl7jXzhkCr31PKRER7TwLu/hoCOacznwyJnjWo1exJB3mjwcjb89WfaK0Ws9bZFXL5OJMX+PNXgWxF2cYGlHxd510ZXaFrFn34XCikAzzl+rK3oDMYwlZXH9r3QMEV93rDjK6Elh6KA2laUetDzOWsTGwws2YGYzUYrN6+Bypyd0y89FAlfoqxPlRhlhuaWGo8Fk0uL5XbSGgwhdDgLYvnMiCjETXuXNBU6BqJBkcNGoagOJoyuePO1Kq8l/YNJTpGwxr34DXjpYms8W5MhWHJaLDFqyVEn8M5iH47uPvgnqDJa+Q0DKml1RaLSLO0Mz8QEvWuVNEY27m2xVFYfQdvNurp9owzVbRwVgMnyOvxH8VuwH5EOERSZUJuBfYHr50FrxghLOCaeeHaAey92C3yfZaFa9Og7Qn5mnXh2hRoeyehB9dsC9dmwH3vJjTgmn3h2u3g2gNyW8fCtQ+Btl+Q73MuXNsP7vuUfJ9r4dohcO1j8jW3cg1Bqy/N/y+VhWhBJKSk2J8E3DANvrn+HKUhFkdNLgwg58o/23wZVgWQB6+2xAeo2c2kzuTQx0WD6nZKZ3Tojf9vb98CHcVxptvv7nlP97zfMxrNSJqRZqSZ0VtihCT0gNEj6AEILIN52EAjJMCAwGAHjI1jjI3XOIljk2AnuXfRAsE2INvZZJPVeu3keI9vDtc5e8+9e72ZTbznnuXuPdn1iR9hfKuqe16SwBg2C+dMd6mrqrv+//sfVfVXlUPBqDiFgiVdFlrBqRiS1RpV0jrHDV/8T/o0XasvA3Q8RTwOr/DkID1LhfGHoPnFaGzjF7+ha6k2zIRVYUuxNdgOKS59KY+14y9jY9gm8NuPmcFvBGvAX8FKMBP+QwzUgn+/za4c29R7z9mR+8/2bo00VDSfddWcrdii34JWBeUPTELHujTKF9RSqDGy3SE/qGPknrPiSG/v/WdFVJGr+azoqqioOSsuUltYPwc7SdkrHK/PBWhmiUTfsvt0684VTrK82W20uNS0ivJxgtVtMjlVtPLGSYU90nN/VwvQLyp7tGdz57LRqP5kRcIfD1i0dLA2kAhY1TTxodJelcsW6dnS2Tka5U9W1JYkSq0apqy2tDZg0dAEp2RJVs0rKRM6zUPNK/6LY/lgfzLoSPRWulKD/cADbewuj9U4Kxsa4nwk4Yo0NtTc+Ny+oihTsBRmijmr6kGmqJQJ8FWPbcHGqLVUP8aCnjVcbVKGRUFfKYl1YwPYKuxe7H5sJ7YPexhPIX90YvABcVhs2P9Qy0Plk3sq93jXbyrdxPWk1CmsrZPq1FcnjAnxoT2bUp2JRGdq056HRNa5ep3VuXzX3v697QcOdx2ObZuom7CPjbvHhZWj5lGiaQmzRBmKaCN7D0+Mjy6JRJaMjk8c3ssGt9xXEsSi70Xf49GEA/wHHNj3Yrf+wWEJ4auUgNhquLPvawti1qj9q34i0rZwciMeK5OvBvlqka/Z5+y89Pzr/OesuTgdmFd/9n3ktepEovo5+POHeE28phTeZepj4N/5eE1NnFgJf2/Y4R+Io7m8Ny5UJ2KxUrwmkajB/xY+zKyDv3+AuZ+Dd+Tz4KcapDK/jsdr/jdI4N8EN6OwtoPgB//LWLT2Rg+4O11dnSC8cqYMC27+GRb7+0R1IgJukI/a+MV1cjf5C6w2O853ORgU6pSOWfzGq1i8aZbQtpkEpab+JxZLa8Tvd38YWd76M00fmcLQIbZxOEsVvS4gzyN2PRaTj9O0KzWW+p+IUqGI+0MxslzT+jMRFbSiY2ulkmFp+blWOp2srrbAFDbj9XXzp/vkProOR34Iig0lfk/5g34PLvSc+dqSDR2lqcd/PPWQVjGypnVTXz2vVrPGgKv11ODQVJdb/e5Tp7/du6z94Aorr1FqCYIYS3b5WoZi644Ol3dVlSxvdvldpYIt4LKoLLbSpWvr402v7byvrrN7GRrn82WeJWvo/cCHQ3O3V6qr7Q2VlY2z+OdtRnsHRWFqdceSgWBa6G7A0pXqHiwZvx4DVMJh3zAe1c9dj8EJXEQg/ZIBIZgWQVY1lhZhZmsyHo4BykDs+rNBeXJfet70gU4+4K0gxAtXPqJUwUOXNMrDNn3LyM4Oc3WFh2EYAnT7lAxrcgYt4dZKt4p/V6WhGIVKy/7iI0JpREFfNEFGNAJnsZoF1aGVBwdBJ0fN0IKS4k0Wo5pTcPb64cYxHa+yWkx65edHs3FfgCbbvvhMpskGaT67ubk+oNTpVBaLsqO+HoPE0Shr0q7uDlW63tJDQ+AgsgDExKQuMySNjBu9qyYtgrwWVVqUcgO0ILoUjl/dPnlwPt/GM1+dQrZsS0nT7dMH2vsv/jLzZ+Q/ku8IDL4d2f8h4n2So38rMNwfUfpN4hqpo38D0hmErV8S75Jj9HXgxw6jnmJlpcE3i++/auCcFzRms2aWeOJyKFR6kdyNQalLAprBKbzrEt2uaJwXRCnX1VCILL0ognxWKGQgo3S0eoGLCXt4KOgaOqL5gXMkXtDVJ/6+caJ92Y4V5S2TL29p2eHX4jRnUCnMSm+7f8VkKjgy0nhPGW9R6UlOS6rcpd6uib6tPz6x0uZSe41et561GNrFb3RvHQlZVCqXxuexST7QG6DNk7DNimz6v5Es/U8gjSMazBLvEzfof8LcWB+atdMw7lm85DWjkTS8iZdgSuL4JXIX1DvS/CVs+CUjzHJZBHmUhrdAJjGbDWqZ7DQCaqs8FCCPBOTGBPA2wuevsJEnGK8FX+umVIIu82+VOK7T02oDXMn1fzW8SU+86bL6GJfL8oGgU7ocBvT9/x3w7CX6X8D3kyj9c8Djb0EeKyiU/mviffwfUJpG6SbiXQJDaUaOp7lG7EZpDqV/TLxPnUX0UaD0W6C+83QapBGmEEZeoq+DtBqlfwaeu1F+LUr/FUh7UFqH6LkbvO8MwFQSW4nOxfNp3sJ3Ak1vxCevYpGIxqacAQr+idfCMzaIKjnofw64g3Dw6irI0KScEWGWy7bwjGhDkCoYFl/04OjCrk3BydEQc8QZklGxjNlf40slyxo7G8vKujY0Weobak0aA1zPqvRVt4d7U8GmjqZgcNl9LZW9FjNHf5OzW3mdQdcUK4mUldelGuKr20oppV7NGR2szWYw2oxLGkuiFRX1ffU1Q60lJp3WIMvY+6QB0UOP0j8F9HsY0ZtHtg/oc6YO6K4p7DFpxOsNbJBwt9XuGjvUQbasbaGoqU1rN2LqKc1UqdXiDGgs46mOsd5HPlnVt+/T3uX1XWI61K22pTF/jzCQVWtJmZBQ61+bAzdx2GmMxuFB0zF4PKQ8NIuqWvXIJ+Kqvt59n4qwupCYFkGFfltalKrM6r6kTHZkGxao/gXq0IObLdkwBLjxOQtEG3KEMsnDufKKi3qDdEWjPHgiqzzdOPK9f/lmVg2+VWAoPipUoslNJ+8zJ1uqGdDlxEEWhwUui1xJaXUsy+r9/nU7mppHWwIm1lyd2vbkqjVfj+upsnKjQ0fj/04oGNYZbilfOtrgU5HnFa6GSP3E+hV8SWSiMz7SEfPx5NWFFoc6NE8Pq4D+hmMzNDxgLDNhb6i3WQR/aTAZ8tZ29nS7W0792ZPbly5LruJ1qPzfkDAQCOrrzGZHV0tF647nVv1wWXv14P27pmRMcJP0NPYS9ir2oYSJFMDEijOeY+7HHnvp1DPu0xrsGXH/9unpo5OTG7Zv9z7qO7oh+eej5KqGhvFV9xzb/2xa9LzY8+TA4f6x1Ghy2V98MtT3yqfLlse7tqSD3bY03YVELQcT8C8OgAO86vjbEj7g0GgMOke8BJ1rc3PAa0B/ksFTdWz/i+A1Re8Z+otPxKG+Za98KsJ3BbekxWA3DZAE3oekNoch9MJwLJY/ZHWB+fTl7eptAClYiKNFXBODbyFSF6CthW8e2dlpjlZ4GbrAIpsrW8MelQ5/zsYv2fgMBFuUIakc2GhikM6BbaKxeVUzAtuKbU+uXvP1GoEsK69wUf9GcAznqERQ86r5PKx/k4f1bzLbFwc5c4Zz1Ufrd0JkVosQmXEfADE81yrvBFgNWSdgAMKyHMKSom8Hlqt5rV5HvQ03DkTl1+Yg/3wO8tsWg3/mpwvRK/uo9HaA3ynp3O+2as8a99jY5qlN7q0abFNbKtnXt6qzM5mMeFf7Vq1JbUm3eSZ77h1Y2d9UjM4sKK81Ns7F+UWxiPz8NalJALVsJcGmhbD7Kmj7Eid3USR9OXKah3cuk5/jNA2fG10Ba3hJyK0u8PVuBw23YPzBoYNFTwQN9xVZmuUfYwI26Sj2POJfTUfLdmCIju7d/mD/+pXrMPVRzVHZGHX0rppMbUaG6PBNDFEcdsyKzNDbsZwpQgx0oVp6N8sW6PAtLFBcOmr7zu0P8DMZNlcqv+lc/m+F9uhu7Q9fUrJuorltrMHOslO40uSzoOUtEzSrdoS9tTuARA8SaP8tj56Zb4++uunZaq+rtcoyHlg6lijt9N/4u2xZotK+1Oqq9huX7HhuJDOVqzJvjWTec4NAdi9hf4d43/2j/RenLz7z6NEzx09NH713+7goXtqH7d24cfxr49het6XL8rWuwYrmqvpz6ee79m8/lv7RvU/3HB6Y6neXxlak2j4tXS50rUnT3VgODFm5hr0vBIW3kaGZk8xNHiVAzLMJCJKy58+lRfiKp4+lxaKXlLZ9KsLX0GuAyHcjkZeQkpX7ZLhI8u8aF7epFW6mUnzkfr51U7EhsVsLDEkWNY12jp0E8PDaEKYmAY8dlZ5a6KEMkAqTjMa7Mi2WL1FcVGIxW3JHOLsDAzN5U02HfGdP5llqDGC1DuuRTght05ZEfdXVPiVWZ6RUdfWzxPo23dKlwUhZVXwglHKmtd1ds3j3lZYoni5RSGMj15CpAVB8LxaLXo/KqMsZFzUsqHWmRW13CyzbphJbFFEFnhZhBWi8RD+HbEx+zAQOG8F+bH4WMyhzPmYGeJLcFZ98k53qQ9OeaAQFboJ82Oa98HBVN69gKIVWoY2Vh5tDThVPsA6eukAFaqrdxBnAU6q0BnhCVJjWOyvc7lKBoBneUeFu9sGxFE2pz3roh9/VKWmTkvb67EYHHCFwWv54WqfX60jT50fhlXE4gxal0hJ0wmsY6gBAVzKD6Iri69s8RVQtpGYBHXNUXEBCIU/CYsLdDdXuiFC3T5UsvpinAR0msCPYG9KuEsObh7ZsGdqRENtrxZ0QXt7p6dWb1myMT8SwmIFlfCojxmztH0/1p5u6q9K2rsMIM3smNnPp4bjQQyLTCNUfwp1EswJNB7WhBMNiEsIqm/rTYlO3rSot2rr2oHp14h5hYrPApUW5bqus8SRISuQ1yKT7cr100weIAXlFJ7OiELlu4h2JxLevW05bgVM0scxSWWpnaAIGGCsZzmDzmkNNIZcacZC8kFdzL2W2/1Z6xW8z26n/QfMQ8QEBh4gPuV0Bgchcgpy7He0h+0lKhtYrSd5kMWgYFlnAtQ7rH0/nx9s+P4Vq3ImfyclIwKZQ2AKSnwvx0YDwgSIr2uKF6LglKhbC4WZgmI8E53wkLMr/Pz3z/1PZ/afjbM6ODAM+9mP3YSel/vYAEG3XmjVRrLW6P4yHiJBBwbk0RoLr/bi2P5C2dI9D+VMM48p0WOihZYdXkun5TJxDIo1WGtX2fizW9lsCadHSPYyq0IjDAi4o06JUjeTryuILdWOO4relJMnF9gIsllOyM6cOP7oNHfqGvjq1o89b4zNSFEWivUYUWpPX7o2XOVX4a8DwhFzuAA8MT9YEkRFJhUJ23VTZ3j9wcLQSQISkNKx8hB1HGyPL66h/nC9qeT18BHse+5msh6eHDhwYSnz9kfbaR45CPex76qnV+7es2Rc/UiByuz4e78+K3LOQ2urjR6YlyTsERS9epIpvwrj5Emgc3/WxON5fKIPHUeV68bhwZDorjYeQOMaL9XH4P1ok5/P6P1c9Q3BMIHCQNAAHlwdH0KX6r3mc/WkV9k2xRHZkkbiYApf0tw30cyexlxGqGh54YONoc2Xl8vCK8OhIbzJZv2LFSFX9psmN2EYAKYio5ZWxzsFUrDfYNZ62dU9y6U1ZJS55QLDbMb+7G4XXKJoXFtAZm/L0mz1fmW0cwKh7EmJnU06RSw4SqvEWsCns6GaXV4KujALPR9CV4bfuxCzExs26td/Hz3JGu99m9QmcYM1M4xoly5lKHA6fQUllPtx4s74sP6vSwM1YtNzsfKYv1pH946/waYUG7jmpYtV2S+ZSplmwsQoNR5OsRoH/PqNZpPdaMPcl8ZaDOv0F7Bri7Ypjp5599ltPPPHovkcT36791rq+vu0pMbVv77b161eL4t7+1fEXChTH6f7tfUObp1JDvd1dD8sK5IVTXPrYIjYbMWiB5c4y/W2Z6YUDqpIeKS18SdPDeW3ywimIg2OLWXTpXXeoRO4WJndh+21868anN5raWqMsQeZHTvFX8O8BPJVabV5DFk+cogBPeX/g38mCXq5KmFVDPKm17Bt34iXIA6RqlqSKMafmFsEcxaqLMbdYT/YZ9O7JLPao1UCvDGATCHv+7u72cENlomOgHWuXFUk0FexqBSpkgEt3FKuQBYNl8rS0ERaxtUJFMQAB0jFPUdyejsAXTrvckSbIfExVhGxe/i4l/bN3eR3Nqjlq7uZyzDwL5Hha1tFAG09N7YOKemNif+2+1GjfSHy6QHL39A+muoFylmR2GmroxWR2EUd7gYC6pbqaxvOiOS2p6EVF8y6l8taMuSu/e/HBpswfqBDi4PwRpFm1Gm7GcneyVTRg9Nk7vPamkpP1xCW5+RzIzS7suLQqoi2VHBxMJqa2ddau3RbfJbEZcnnok819gL/du1Jcuq0px+C5LIeLZWjufxV7cLbNQ5+Im/sQS0EVkKXZSqyoFpmpd8LRYp7JkcnSn4jsmopEXRKvW5SXckxIVdANeYl8LlZw+K2h1kqXWo+fCOMqo08+Pvd3OniQk0qr+N1mignFHGUuEwdXy6sYzheOmuuH6x0EQZPk5syexSWRU0ncMwN3ilNIsvcB3OWZAprxA7NWYTKbeWVGaUoA86VQKlQ6jcdtZVmtirHG++rULr1Xr8U/y/WF2Vogpy9iP0G8W3qw+0DPgbUD/VuH1vX0v7jkO8nvPNS17BuHksvUVpXTqWrF6vR4Wd3z6SPdD6Y3dHUvsQ6mXzyoZsZ6Vgy093s+qelDI8bJuTgSW5mrcwW+eLGanDda7D/yfFo80r3hwbSIKh8bTIv56ms8n4jgBWikGL0hHMtxHL8DRs4fnboL354+FSaA0bMhEQ39TqcAAq3Scf+8kaZDNZDHCk4BOMdyXsDjhqF6J+KxmNmRl9WP/oNdffLqHaAiK9b5vuCd+/iwjy7HLmFOzCOtp2+zupUulYr3KDin4HJxGO/+gQv4+FrLLHH8de0ueldRmHBuy84YPJgm64cjrCiV7h+IX1YUQQOtgA1GcZ8855ydU2DJOEmThM4DXBnSnvlwnPMEEkYT/jitEZxGq0vgiB1//muSE8xqSsvPXNBqLUHiLUAEguA0qmOZd6Szs+R4LMyM+bBK7DFpJKIEf/kyqWMYHTaLf69NsDj0ZTrSea78/SAeDKod5wzwm8tm1LsWrHqGx69jjWhM9pp0cp20Fw0ZdJ4TQVmD45wIS19Rl82IReXl1c+YFGPDsJKPCJfbwamRZhz0PxPBMM6i7Ynyd7pke6wpvnpP+ztOB/MYU2Z8+YB4ItK0Ljxe3lCis7Qmd1ftDy2pMNAtyQf8uv7azs3tPqeb+K7bMjzu9X/gDCcyP6+o+hdrqE7aT0+O1cIEwPMhiRoY/t2rBpvSrrDNaGDD7TPMvIbL7YV7S2tsMyLMdYWxz4jMvAbmNt3ONUraCwGIO2rM5NLp8+JFi5s9xpRavps6MBp90l23ompscnh4eiBIzU1cPdpjKyHOuC3+LvFrNcsqjTd+1bb1ONSFckwZFsD2IKSaGa/HrDKrMMHDXip/n8d53sm86YffL7zlXJxxoBnSSTdS5LKaZy+JoJifeVOEBa84hbdE5yI8y0ZF+VhZVwHm5OLMcgFoJItizD4q/z9SiNm/VuM2DU+pDLrMN60O9nEYh7bZTf81jDZ7W4o2+52e51wus91HvOKS966XY8+wpLT/R5vBFnCC/1jcGsRs50pKIprzDbPEE6+bLkV2L7b5B+gloRW10uYf6hLbOREUatCcF2GxKxHTJbGo4LwmwtBBMh86mMSlnWQQPIEizilpOfSLJF9ilHqlUq9SeUO1vuX7RiLb1nq73eUveGi1oP5Xu5luIjiOq+oYjsBz2pYeuDiR3ODnBQVOH1E4rDzHsQa9aunWx7s2bNRo50o4u03wODL/oBI4zmzWhfp3dq2/fGLEaVJq1WpIHzkWD6AX0eeSWT+L/+CqzmPDGIXOCbh42XKR49RIgtW7yAVaB0XtXovNxfTXIQjewJzE8auc5aJ4q0JS8O58g4TGDFnSl72hCE+gzEm2Zd5bCu4qbOQpssRXYSXr8UQT6fWX2yjiupo36fDWzI/VMPbwV1q9QZ9J4yXgyoO2yXGFmAZLorZp2Fn8+69ijBJ816vFXwUaIX+/csGz4shI8GX4CikU8hnS7ws6KDny8VforZCmcvwi5sI60EorlwUz2yEtDD8ii0GGFAF6rR3IC2n4kUgWgyn77ly4IBxUhTGo2U95yrBlbWOpUcuo9QpOzSrsRn+pagIQKuiiyNP37uCVBg3rdJpZilZV1xF+rZ4X4DfKMZWYSdrX4DKvFjCVFon7hXnqCo++l/1KLVRUwoX5iion0KhzUIe4B49C2w0kWJN5VSloafIJZing2KHPeA0ZYOxOE6Ox8MSs28DfeAzySo7pxCqww0hOBa9OZzFrOZ/PXFHCYozeHIBg9LE60gBpecWwSzUfWXBxsATH92IxuNGotM4BfXngtgoXsFq6lqnyrEfq12LAZetCGQl3AMBxMvM91uPyOoipScIZLLeST9JBa5PZbVBS9+PNxuqydruTRUjVE7EbfwV3CyOSN36O0q87XQqD05BhCMwbcJUAOsixrFgZ9gCig7rMp8A8wIkwagyl4NNfU3n0yAXQL5Qr1HjQFwcEiMkMK/2yElKLgYWJEGVkGUvOb60lJ5cuYCwDRptBx50ota0mPf6gjXqSKTNFBJug4Z7x2VeSztIyO0UqXHbO4LHi39nxeGa5Tm/kiStuG8s7TZn71j+Lf1un5XnJdspxupgBC+dt5/deNRq9wI14TWk7z8Oo28BFdnf2qzF5x7o4mqt4nbedF2Gey2zgoliYq3DPuqC8tRBbvEc5Rb7El7dveHT05Ekh1HHf0eETJ0/wgdZw42hbhV0J7iobRpMhm4r6dWTXgxOrEt84Ht+7d8dw7OTTgWTEFu5aMzbsCbZWWkOdq8aGpfbIccZApkqkKH/Ynn1tGrNTx2ldMyyrcs4IUPeoivggW5qsS9CmZl0zIsgsOGfERbLn7QtcZpzvdmednrx74HYFyw6PjyUIbynQBk8yQftz0wePG0uqrIO1y8OdUSvtbLknEk1kPlfzBp646rat3+b0G9nM/3NUd4D2yHHSwEeoxh5CkeaCEnl45mDIY3WT4XPlmEVv8VpIi8URmimBIHPs0hSDrMjLezt27cZcTPLwLOFzIihXEpoRFy8537/zoHFAdEpnFI8s0vKck+e5Z8Qd4FyAAmGjVcPgLkWsJZEk3MGgm3qKCVi+v/vBE7HmtVXLoh0hI13X/7DP0FX1Q5VBZdBTCq3q9ca2zC8QSd5wW9ZsLAl9aAvVAtmU46QxO9Yvnb2GMYygZTWM9jwUsFeVxWyFoaofvBePwg2gLjMW7XlxkVzhWMHJKkWzaOjINQOlFHTvPEy6guV26sjPBQ2tErSEmlfTP2UcduONh5F8HTToWJAygG+UY7cBAqXz4RQlTswhqA0qz5vEcUwH6Gy9QBcbIckKXZNUxluYR8p3hbZeEOliayRpC1Jag5RTDLDnWWCSSI8uuXZ3+4HjFL0Ommk7tZYijw1MCiBVUm4nyd/37FxRtnOnMWLC34U2M1PHezWHtozhv9TqBf7/AzMEHCwAeJxjYGRgYGBz6v9p8Kkwnt/mK4M8BwMIPGnw/gaj/z39V8xRwFbAwMTAAcRAAAClGw7DAHicY2BkYGAr+DeJgYFj37+n/2ZxFDCkMAgzIAHeagCwYgfAAHic7ZdtTJVlGMf/z3Xf5wE2My1abYxO4Gryhbm1Wi/goTAMhKYnnCgTsZYpDZMYMDdzIi/rCzlHrDlXEK6Tg2zk1kB5KbQPGihtTUFZkkshHVpusmy57q7zHE5wPIedBxij1v3b/ruv+3qut50zOM9Fo1gBhpoAow+QC7GJ5WEl0OMolI3qOzmKHPE53CThdiTALXPgFh9DylisYSWLbGR6bfEDsvh0Gf0+mdlwee8yBq/IWHWHuuASsYiiL1DE/h2ONuwTtXhI5OAaay/3nDFyA7JlIorDxYlfkGOnnmMBtgf1uAv3dOeiGtUW0H9j6P5mf+jajiS8M51+Mt7+jGIYhwJ6xaN2Or1mg7itWqebIyXSRTO2hXz2BjID6u9Blq05VmOl3Iu3guqVYqXfNkYn7FDw88V+m5arFqvuaV8O/RR6DtNEmtyJtFDP5AHk25ndjzjh6yUbkS9GAmcVLlDInPXYE9CzCu/a7ncDdeaj8AT5e9VFsRvVQf5t6pbd2naJSEOm2YtMx63A790uVKSSzUqVHNmlkmWzcpoVbHeynaSS7eSbpfbi/PXMMu4XxT1Sg3t4a8krE74IJ99j8eK9tcS3qtNOz1AY5+Gy5onBE8Z19bxXVs1DWD7TmtPB+/sQLsbxKaKmzB/m34wSFNnp5XgQRRGrUGResBdvF7Efu4J8Zer7IF8CHFPVoAE00TnU0wvwWPYnOGx0qzG2P6OLqDdeQ6NRqK7Rh2gw8tAgM9FAg6zzHNuPUlaT8Rvfl6HC+Bnt/KybqnBS/IqztAt5VI199Iz9v+X/MsbZ+Z5Ao9FofNBBtE/5LB8HJ98NpeosvwMZoeJ5H7rLqpv1TMV4mbXFdnwhSqhQDQb5U7CdUtT1SXHvcdzNmcwknsLvM8mbC+QHyKUe5Al+hxej6pJcq/pEv7ogn8ZucRQZfLpYDt5NU8Z348fkQnWbdYZ1g+8FrDJWIt//kKnYRDVYL8oRJYrxAO/NUmzlHbcVG0U6VouvEC86sFTU4yXWWtYiVgwrevxczapkLWHF83wFPF+Nbz7cJ5fiftGPyPH5do7P9yT3z/LNhiWsR1ix47MlijgcM+6gl1pQSUdQzu8MFeRBFQ3hFO1HJ13m95Eh1E/+XIwO9LHe5lyDc6OpRfXSEXWaBlUPedQZjl/EuQ66rEZoSI3ck/uw0aFa6SMsNsawjNxqmNLVj5ShBihNDdEaSH5HWUDr1FXKUjc5rpbjjpIbWymdP78MbKA0bOa4ao57n9bhTcrCDvryr6uz/b4dbdhsneV4fba1NJr/G7IbW8QlPEtFiGMVzGYnDQeN4VUawXH6Ez1iFY7RYUttYgXOiVycMDw4afTgOSs2F6dkITpECdpZPbxPdVv+AXzDv73F/D/kuIjG13M1q0aj0Wg0Go1Go5kfzErERXYhTjYjzqxgu5PtJDjD5fljzNLwsd6Yf+LL4DSj4IxMnfAFxF2Z8EU4w9fWaOYK705tnbxXe0//Xm3ZYfZqK4Z3a8vP+7W1W+u9WqPRaDQajUaj0Wg0Go1m3jEOzPcEGo1Go9FoNBrNv5W/AaBGX3sAAAB4nO3MfSyUcQDA8YvrIpK3Lum6LkmXJJMZuiRyqUm6ONc5r4lL5xLnOhc6erydw3NyD9WRTPI+s2bNbmb+MLNmdjOzW2ut2c2amZmZmT867o7Lnbey1ur3/fz/RaFQLhryPRQjnBFk7G88iE5FD+5VYj7uqzehmTqaDu6HzLzMZs0F5ooDwxZ8i8WDMkuqFdHquzViQ7eZsmXYDh8Sbgbrh1Wsd7hCnx1P64jvhnrU7Ik65tcc5RmGM5xQ7Rjul9RuBO+H/7zmOFljQB+BRJjUOpG3YmidsWUOvipyB/lJFx1yR6aOccNO0VWmnWrVTgfr6FQjOhkkOuO+qtfZZVXPdp2dO4d19d/Yeawby510QeBR4WnuqdTnRdTnjffG+2Rd5JO+XupQ8x2/PLbsCmltHeC0KXYA+yon0DFQFCgik3buGnq9IJqu65Qb1gYsBofeZG7TtFaISOsW4SdtoSGhI7eTKRiK7I4gDBdWFo4NbwyfoXZH+EfU08g05d1oOooujXSOlDKCGaNRYVGjf160PQDsAqmuGGsNhkqdjqaYzi1NxcwbEkuN7daKs41LXcGLE2xiajfE0+Jl96gJhATZfVaiSSIriZA0wgxjDj9gJXsljz4sYDmwClJ8U2bZXPb4I06qf6riMZzmkYakB6cvcvicGc5CBipDyiVz555QeBheZ6ZrJsx35S8+5Wa5Zcmz3bOVOWXPfAQmuba53/LGn3dAQqgSqoWaoC5IBg1AI5ACmoCmNRbyjfKZ+YMFQYWoQlGRfVFXsUmxTEjRaCvBlPBK5CJ2KbG0uyy6HF0eD1vCffAQPAp/gSfhWXhJjBFbiu3FjuKELXHF3Ip44G/1orOSXDkiYUgSdoQl4UiUkmnJPBKCUJFoJBFhq3CRHKQAKUOWq63CVzlVuQIAAAD/i2qvl9WveK+50k81PD1LNUtvzPXM1PXV9b2dqlc02DX0qr370Fix7H0/8DuaPFRkTbJmu2ZRs6gF1yJsGWi1U4ltnWijq/S39bc7t3d1oDsSAQAAAAAAAAAAAAAAAAD49/wAbvMeXgAAAQAAEw4A1AAQAGwABQACABAALwCHAAAKRgGHAAMAAXictVlPbxvHFR9bchw5dtAWDZAGaTKX1lLKUo4DOIB9KUVREhOKFEjKik/BcHdIjr3cXezsimHuPfTcL9BrjvkGvfQLNLeiPfdc9Av0997MkktKMtygtczlm9k37/+fmaEQ4qNbsbgl+N+tnds/9/AtcXer7uHbYnvrdx7eEr/YWnh4W7y79b2H74j7W3/z8FviwfaWh++KZ9t/8PDb4r3tf3l4R/zkzp6H7906u/t3D78jfrPzew/fF+/t/MPDD+7ef/+Bh98Vv/p4DElube9AuJ+xVATfgjwfefi2eHvriYe3xOOtloe3xYdbf/TwHfH+1p89/Jb4YOufHr4rLrd/6uG3xSfbf/HwjpB37nr43u0/3Xnq4XfE853fevi++GTnew8/ePf9nX97+F3xxccfiO+EFI/FI3w+BXQqjAhEJhJh8RmLHHNNQJlI+akwYwDFoo43DRHhT4o+5iZiineWRxrfGtiXeIbAfCDuiRPAI8xpMQdOD/Q0qAzFgiEpOqC9AOWCeUaAJiyLxCcBzgJrSy5yKfUj8RmgXy9Hn4saS6BAIQWuBF8FPkQjEK887hcYTTFLbwtIaJcaDTFvWIvoRnnGbAkpDjAe4Q3NKrbDuo6OTuI1lcylwNuA9S3tO8fajGcKYIVsN4n5Kc+dijZkIusYXhezZZ/xes0YWszAk+wc8lN6iUpcyfOWvWogS+m/lR70PocUBistrCC+k48fPf5UnpogS2wyzmUzydIkU7lJ4rpsRJHsm8k0t7Kvrc4udVh/cO9EjzI9l71Ux8NFqmVHLZIil1EyMYEMknSR0RJJpB99Jn9NX5/XZF9F6VSeqDhIgleY/SKZxvKkCC0xGk6NlVGVzjjJ5IEZRSZQkfQcgZOAqbRJkQVakrxzlWlZxKHOZD7V8rQ9lB0T6NjqZ9JqLfVspMNQhzJyszLUNshMSvoxj1DnykQWpmiyZw171WCoIjPKABzAdgniSRwkCZ5X0+YpJ051sYQrcz8TYElp3afSU5XtHECwyXRj3Sbyc44Yu/TqE3jwMZ7iuc4sKfSk/vjJJs3rKN7E3YWx4qCkAhByyFHQvuLwHq+F69XyMeFxgdArsSkZZxhTYhoOzvpKL/hTyTxToZ6p7JVMxs6Hy1icZEmR0nSQzFIVG01uevOyJa6NaoEEK0BhF5hW7PmkkOKYaSZYLTpFsKvsHmJDHmdJkr/OUDMscZns8l5xLkpfFQ0bYYzZGefcAqM5oJzrlYUgI8ARC+BMR3XB4DnxFcVRzdkRjmfMmR+wsrGPiLoPHeKl2QQFVxrLdLWvWaYSCparp2X3uspOlS318yWXGehEbNDUSxljZsZcHU3LFWUlAXFMWRfnjtIZTvaIqytVzKmv8CSVC5CA5Tescb6s/85mjourd7HXywXYiDFXElc1Iqt9w+uc1q8wrl9J1odMbcYUFmyHwvezqr3LsI99xc84fHLvZbus5Zp9LX0SOG2cjBOPQ/n7raeeQwvnocullxTHCCXdbE2vMtgDSKKYf+D5b6bULEE9RJlUsUURzMxYjtXMRAs5N/lU2mKUR1oit+LQxBPUVKDmeoaVcYhUy2JUkzqKjhxrlReZtjLTKMKGi4atSTtT6AuBSgHTklkR5SYFybiY6QyYVudMwMo0S5B3lHagHkXJXE7RG6RBOge5NLHMqVVAMixBiY7BC+k+MhMm7Bjl+psci80rXS/L50MrZypeyKBAS3JyU+WI0SMyBV0yY6khaDWTKCBgA4oTzFjzLdDzBApdkkpKon/MHC8qE8FUZRBMZ7AoBV/OCfFU7OMv5G0FBfrsSgWq+zq3D3jBgT9hB9G2ZIFZhRBw2wsxzfPUPt3fD5PA1mdlgaqjwu3nizSZZCqdLvbVCJ1wJYOTIOK6RWE35pRyaec4M12QjYpA2XESwwEgeX21tBycKaeA20aU9Cg5XrCkLiEWHMhua5Evt0sldhm+gS8xFIw1rqeEl/ptVbWcpJwssQ9jR0X7sfKlQ3PgG9bcSTdiOcoE3Nzy5H6FKwnZlZnxUofaG/UwV7xCtnXui6Tb4Dq+tSWfTQ1css/ZTgGXtutsNveaGt6qRrwpdVvnq7anNa4A7gJ/b20LeD11J8OPtW11g+makPRtJGfPBWvlfFODVfHelOtZJQZIE6eLa2pl186WDTLkFhFzq1A3aupiT61FlSuwiX86rRxccB65DX7I5db4zbmjQ5gRl+ybY9Qdg2LvmRX1MkNMpflNub0Yb2d3LKLP0Fua9CibYWnp9ciusXcUw+FyK7B5WNjMht2NmqH5sDPn5mc4AsizCnNkpQkwynf7nubXGweQPZ/Bq4qxalylNP/NEe8Nj1Tyww0anZKG/OUyol9izvmqjBzXSCN/FFtF+OuOiWVk3nxULL13tswgW9mGO7+7aNCen6v/sfd/jfXO/DGu3Bm7Nj7xvi7j2cVX6jd2jkPC20TFupbRosTquLxZ1/4P/lhaSbHuZDvja37oczbwW8OYZa0ePg1vHi3Hp5fxZv8CHqwfmOHxvYqNwsqGtpoTb0xPrDbhJfb1Va62UeVK22+ujngTazb0LuVaXWasMmfVkUof1kR5mKBDQznWlQhJ+bgQcbxNK53WST1iWbTvWMXSl9V64ny47z1uOVOipQxlbq/H0ptbtdrpnZbVjrMe0ytLzNmOsx/px7IrFHwYcpbRFQlCfhLPlV1eAiOo9JD8NTXZdYCQNSg739Mr1dzt7y4Zvu4KK+Z+UXac6pGi7BnX1ZX1VZbrhfPXyOt+ff9VN3g1W1rAcqTGTN1l0tXD2o+NgmqvOxEtxuiJI4wu0D37PNPGnEQ17ePNc4wOMXuImYfAGPj3D9ljF9yTToB3zv3O0ejj2cX4Bde6IyF5TKMvgd8FLVrbEl8xjxaoDRizz7RPMdvBd8vj0YomZs4xJviYq6Hj18UqdynX9v3RSTrEvFxquC5VmzmWkp1i1Af9E/+2AdptpkfyE/8jhrtLOY+8pA22EVEmmk1I1OERzZ7j+wx4A+bfYJ2dtF3W4QjvnS4tloA4172uDo/s89y/IR+RfB38rbRqsA1OWJqV/Zr4PoPkRP8Yb4fcKXpYeciaDth6LW8z0rbDo5VWzlNN1oasSjY4BHyKz/HSdn1+Oln6FWrrtrvg9yssp1/DP5tsuR6PnDeaPBqyr+htzfuyz3pscr3gSGwxVoM1Hiwj5Iij10lfRqfj0atI4viRb6uylFEtX5Mjjkr5/tx7+qpdyOoNtgnJNVhyvomyy8/K3Zgt0jQyOpR0bKzLF0mBw/VCFlbjUG0sT9OZOci0ynVNhsamkVq4s3+aGbwNgKLxrXDi19nM5DnIjRZ8KC8vXnGqnuF0n5XAmDjUrl76pVkSFkFeo5uLS6yt0ZqSAY7y86kJphXJ5mBq4iAqQh2upE/iaCF3zZ67AK6gg8LrpHX3xSaeyEzbPDOBu7soGfCVRUnrGVtg14BLrmd0v5jRJUuYzOMoUeG69ZQzlc5InQSs8CzytMhlqElNwpnqKF23aF024oVHJ4cYvlKZmpHJ+Sr+wb0hhB4ndLVCQntj1+RIWUibxMtb8dINu/6iQMf1uXllUh0aVU+yyT6N9oH5tb8/34ODOTD4woTIXH/hf91F/V89RocwfiBDv0ygFRlHX+ooSZ3B138SIGOu/ShA6p2RgyxfbkN3mEFj3SRTsE5Yk+NMa74fnqpsAq3JzrAXvAoCMhnlysRkFsU/S5Sx9uZ6kEjK2iQwimIkTIJiBq8o9+uBiWCbXaK4pq8c+N8lfthjiUK+PHOeuBaPr+VouhJyNR9yJH35OjKIVcebaGXuhxlw4EQiDWt09WfG9K3ZIGkBheyUkxakRwUlsKVJHyfQcB+KW003eklq3AXcjaK6pAdLlzje0izEfJrMXqMjpUKRxRBGM4EwkTZhWV7qIC9DbBXJSIDQcPI9LcNcjZJLXfmBKU5yShx3+2d8MrtY8a/slC4QR3otf1VF1YwEsDnCycBJy6vK15nAZd1JSw56R8OLRr8l2wN51u89bx+2DuXDxgDjhzV50R6e9M6HEhj9Rnf4QvaOZKP7Qn7Z7h7WZOurs35rMJC9vmyfnnXaLcy1u83O+WG7eywPsK7bG8pOG/kIosOeJIaeVLs1IGKnrX7zBMPGQbvTHr6oyaP2sEs0j0C0Ic8a/WG7ed5p9OXZef+sN2iB/SHIdtvdoz64tE5b3WEdXDEnW88xkIOTRqfDrBrnkL7P8jV7Zy/67eOToTzpdQ5bmDxoQbLGQaflWEGpZqfRPq3Jw8Zp47jFq3qg0mc0L93FSYunwK+B/81hu9clNZq97rCPYQ1a9ofLpRftQasmG/32gAxy1O+BPJkTK3pMBOu6LUeFTC3XPAIUGp8PWitZDluNDmgNaHEVGf78X172vtkFr/gPBz1KdwAAAHicbNpV1JXl+v795+5uREBQQBQRROZ53akYIKV0hygigoJgF6KikgIK2N1BWYSthAHYBaiA3d0d/9/Gu+Z5bLxurHHvrOuQMdb5Ya4xvg1yQ8N/vzQ0/Os2zG74//kn8f/vP6QGuUFpaNTQrKF5Q4uGNg1tG9o1dGioNWQNeUO3hu4NPRp6NvRq6N3Qp6F/w4CGgQ2DGgY3DG0Y1jC8YUTDqIbRDasb1kiypEiqpEm6ZEimZEm25Eiu5Em+FEihFEmxlEiNpF2kxtKuUhOpqdRM2k1qLrWQdpf2kFpKraTW0p5SG2kvaW+prbSP1E7aV2ovdZD2kzpK+0udpJpEkpBSKZNyqZBKqZIOkA6UOksHSQdLh0iHSl2krtJhUjepu9RD6in1kg6XjpB6S32kvlI/qb80QBooDZIGS0OkodIwabg0QhopjZKOlEZLR0lHS2OkY6Sx0rHSOOk4abw0QTpeOkGaKE2STpQmS1Okk6STpVOkU6XTpNOlM6QzpbOks6VzpKnSudI06TzpfOkCabp0oXSRdLE0Q5opzZJmS3OkudIl0jxpvrRAulS6TFooLZIWS5dLV0hXSldJV0vXSNdK10nXSzdIN0o3STdLt0i3SrdJt0t3SHdKd0l3S/dIS6Sl0jJpubRCule6T7pfekB6UFoprZJWS2ukh6SHpUekR6XHpMelJ6QnpaektdI6ab20QXpaekZ6VnpO2ihtkjZLz0svSC9KL0kvS69Ir0qvSa9Lb0hvSlukrdI26S3pbekdabu0Q9opvSu9J70vfSB9KH0kfSx9In0qfSZ9Ln0hfSl9JX0tfSN9K30nfS/9IP0o/ST9LP0i/Sr9Jv0u/SH9Kf0l/S39I/0r/Sc3yJIsy4qsypqsy4ZsypZsy47syp7sy4EcypEcy4ncSN5FbizvKjeRm8rN5N3k5nILeXd5D7ml3EpuLe8pt5H3kveW28r7yO3kfeX2cgd5P7mjvL/cSa7JJAs5lTM5lwu5lCv5APlAubN8kHywfIh8qNxF7iofJneTu8s95J5yL/lw+Qi5t9xH7iv3k/vLA+SB8iB5sDxEHioPk4fLI+SR8ij5SHm0fJR8tDxGPkYeKx8rj5OPk8fLE+Tj5RPkifIk+UR5sjxFPkk+WT5FPlU+TT5dPkM+Uz5LPls+R54qnytPk8+Tz5cvkKfLF8oXyRfLM+SZ8ix5tjxHnitfIs+T58sL5Evly+SF8iJ5sXy5fIV8pXyVfLV8jXytfJ18vXyDfKN8k3yzfIt8q3ybfLt8h3ynfJd8t3yPvEReKi+Tl8sr5Hvl++T75QfkB+WV8ip5tbxGfkh+WH5EflR+TH5cfkJ+Un5KXiuvk9fLG+Sn5WfkZ+Xn5I3yJnmz/Lz8gvyi/JL8svyK/Kr8mvy6/Ib8prxF3ipvk9+S35bfkbfLO+Sd8rvye/L78gfyh/JH8sfyJ/Kn8mfy5/IX8pfyV/LX8jfyt/J38vfyD/KP8k/yz/Iv8q/yb/Lv8h/yn/Jf8t/yP/K/8n9KgyIpsqIoqqIpumIopmIptuIoruIpvhIooRIpsZIojZRdlMbKrkoTpanSTNlNaa60UHZX9lBaKq2U1sqeShtlL2Vvpa2yj9JO2Vdpr3RQ9lM6KvsrnZSaQopQUiVTcqVQSqVSDlAOVDorBykHK4cohypdlK7KYUo3pbvSQ+mp9FIOV45Qeit9lL5KP6W/MkAZqAxSBitDlKHKMGW4MkIZqYxSjlRGK0cpRytjlGOUscqxyjjlOGW8MkE5XjlBmahMUk5UJitTlJOUk5VTlFOV05TTlTOUM5WzlLOVc5SpyrnKNOU85XzlAmW6cqFykXKxMkOZqcxSZitzlLnKJco8Zb6yQLlUuUxZqCxSFiuXK1coVypXKVcr1yjXKtcp1ys3KDcqNyk3K7cotyq3Kbcrdyh3Kncpdyv3KEuUpcoyZbmyQrlXuU+5X3lAeVBZqaxSVitrlIeUh5VHlEeVx5THlSeUJ5WnlLXKOmW9skF5WnlGeVZ5TtmobFI2K88rLygvKi8pLyuvKK8qrymvK28obypblK3KNuUt5W3lHWW7skPZqbyrvKe8r3ygfKh8pHysfKJ8qnymfK58oXypfKV8rXyjfKt8p3yv/KD8qPyk/Kz8ovyq/Kb8rvyh/Kn8pfyt/KP8q/ynNqiSKquKqqqaqquGaqqWaquO6qqe6quBGqqRGquJ2kjdRW2s7qo2UZuqzdTd1OZqC3V3dQ+1pdpKba3uqbZR91L3Vtuq+6jt1H3V9moHdT+1o7q/2kmtqaQKNVUzNVcLtVQr9QD1QLWzepB6sHqIeqjaRe2qHqZ2U7urPdSeai/1cPUItbfaR+2r9lP7qwPUgeogdbA6RB2qDlOHqyPUkeoo9Uh1tHqUerQ6Rj1GHaseq45Tj1PHqxPU49UT1InqJPVEdbI6RT1JPVk9RT1VPU09XT1DPVM9Sz1bPUedqp6rTlPPU89XL1CnqxeqF6kXqzPUmeosdbY6R52rXqLOU+erC9RL1cvUheoidbF6uXqFeqV6lXq1eo16rXqder16g3qjepN6s3qLeqt6m3q7eod6p3qXerd6j7pEXaouU5erK9R71fvU+9UH1AfVleoqdbW6Rn1IfVh9RH1UfUx9XH1CfVJ9Sl2rrlPXqxvUp9Vn1GfV59SN6iZ1s/q8+oL6ovqS+rL6ivqq+pr6uvqG+qa6Rd2qblPfUt9W31G3qzvUneq76nvq++oH6ofqR+rH6ifqp+pn6ufqF+qX6lfq1+o36rfqd+r36g/qj+pP6s/qL+qv6m/q7+of6p/qX+rf6j/qv+p/WoMmabKmaKqmabpmaKZmabbmaK7mab4WaKEWabGWaI20XbTG2q5aE62p1kzbTWuutdB21/bQWmqttNbanlobbS9tb62tto/WTttXa6910PbTOmr7a520mkaa0FIt03Kt0Eqt0g7QDtQ6awdpB2uHaIdqXbSu2mFaN6271kPrqfXSDteO0HprfbS+Wj+tvzZAG6gN0gZrQ7Sh2jBtuDZCG6mN0o7URmtHaUdrY7RjtLHasdo47ThtvDZBO147QZuoTdJO1CZrU7STtJO1U7RTtdO007UztDO1s7SztXO0qdq52jTtPO187QJtunahdpF2sTZDm6nN0mZrc7S52iXaPG2+tkC7VLtMW6gt0hZrl2tXaFdqV2lXa9do12rXaddrN2g3ajdpN2u3aLdqt2m3a3dod2p3aXdr92hLtKXaMm25tkK7V7tPu197QHtQW6mt0lZra7SHtIe1R7RHtce0x7UntCe1p7S12jptvbZBe1p7RntWe07bqG3SNmvPay9oL2ovaS9rr2ivaq9pr2tvaG9qW7St2jbtLe1t7R1tu7ZD26m9q72nva99oH2ofaR9rH2ifap9pn2ufaF9qX2lfa19o32rfad9r/2g/aj9pP2s/aL9qv2m/a79of2p/aX9rf2j/av9pzfoki7riq7qmq7rhm7qlm7rju7qnu7rgR7qkR7rid5I30VvrO+qN9Gb6s303fTmegt9d30PvaXeSm+t76m30ffS99bb6vvo7fR99fZ6B30/vaO+v95Jr+mkCz3VMz3XC73UK/0A/UC9s36QfrB+iH6o3kXvqh+md9O76z30nnov/XD9CL233kfvq/fT++sD9IH6IH2wPkQfqg/Th+sj9JH6KP1IfbR+lH60PkY/Rh+rH6uP04/Tx+sT9OP1E/SJ+iT9RH2yPkU/ST9ZP0U/VT9NP10/Qz9TP0s/Wz9Hn6qfq0/Tz9PP1y/Qp+sX6hfpF+sz9Jn6LH22Pkefq1+iz9Pn6wv0S/XL9IX6In2xfrl+hX6lfpV+tX6Nfq1+nX69foN+o36TfrN+i36rfpt+u36Hfqd+l363fo++RF+qL9OX6yv0e/X79Pv1B/QH9ZX6Kn21vkZ/SH9Yf0R/VH9Mf1x/Qn9Sf0pfq6/T1+sb9Kf1Z/Rn9ef0jfomfbP+vP6C/qL+kv6y/or+qv6a/rr+hv6mvkXfqm/T39Lf1t/Rt+s79J36u/p7+vv6B/qH+kf6x/on+qf6Z/rn+hf6l/pX+tf6N/q3+nf69/oP+o/6T/rP+i/6r/pv+u/6H/qf+l/63/o/+r/6f0aDIRmyoRiqoRm6YRimYRm24Riu4Rm+ERihERmxkRiNjF2MxsauRhOjqdHM2M1obrQwdjf2MFoarYzWxp5GG2MvY2+jrbGP0c7Y12hvdDD2Mzoa+xudjJpBhjBSIzNyozBKozIOMA40OhsHGQcbhxiHGl2MrsZhRjeju9HD6Gn0Mg43jjB6G32MvkY/o78xwBhoDDIGG0OMocYwY7gxwhhpjDKONEYbRxlHG2OMY4yxxrHGOOM4Y7wxwTjeOMGYaEwyTjQmG1OMk4yTjVOMU43TjNONM4wzjbOMs41zjKnGucY04zzjfOMCY7pxoXGRcbExw5hpzDJmG3OMucYlxjxjvrHAuNS4zFhoLDIWG5cbVxhXGlcZVxvXGNca1xnXGzcYNxo3GTcbtxi3GrcZtxt3GHcadxl3G/cYS4ylxjJjubHCuNe4z7jfeMB40FhprDJWG2uMh4yHjUeMR43HjMeNJ4wnjaeMtcY6Y72xwXjaeMZ41njO2GhsMjYbzxsvGC8aLxkvG68YrxqvGa8bbxhvGluMrcY24y3jbeMdY7uxw9hpvGu8Z7xvfGB8aHxkfGx8YnxqfGZ8bnxhfGl8ZXxtfGN8a3xnfG/8YPxo/GT8bPxi/Gr8Zvxu/GH8afxl/G38Y/xr/Gc2mJIpm4qpmpqpm4ZpmpZpm47pmp7pm4EZmpEZm4nZyNzFbGzuajYxm5rNzN3M5mYLc3dzD7Ol2cpsbe5ptjH3Mvc225r7mO3Mfc32ZgdzP7Ojub/ZyayZZAozNTMzNwuzNCvzAPNAs7N5kHmweYh5qNnF7GoeZnYzu5s9zJ5mL/Nw8wizt9nH7Gv2M/ubA8yB5iBzsDnEHGoOM4ebI8yR5ijzSHO0eZR5tDnGPMYcax5rjjOPM8ebE8zjzRPMieYk80RzsjnFPMk82TzFPNU8zTzdPMM80zzLPNs8x5xqnmtOM88zzzcvMKebF5oXmRebM8yZ5ixztjnHnGteYs4z55sLzEvNy8yF5iJzsXm5eYV5pXmVebV5jXmteZ15vXmDeaN5k3mzeYt5q3mbebt5h3mneZd5t3mPucRcai4zl5srzHvN+8z7zQfMB82V5ipztbnGfMh82HzEfNR8zHzcfMJ80nzKXGuuM9ebG8ynzWfMZ83nzI3mJnOz+bz5gvmi+ZL5svmK+ar5mvm6+Yb5prnF3GpuM98y3zbfMbebO8yd5rvme+b75gfmh+ZH5sfmJ+an5mfm5+YX5pfmV+bX5jfmt+Z35vfmD+aP5k/mz+Yv5q/mb+bv5h/mn+Zf5t/mP+a/5n9WgyVZsqVYqqVZumVYpmVZtuVYruVZvhVYoRVZsZVYjaxdrMbWrlYTq6nVzNrNam61sHa39rBaWq2s1taeVhtrL2tvq621j9XO2tdqb3Ww9rM6WvtbnayaRZawUiuzcquwSquyDrAOtDpbB1kHW4dYh1pdrK7WYVY3q7vVw+pp9bIOt46welt9rL5WP6u/NcAaaA2yBltDrKHWMGu4NcIaaY2yjrRGW0dZR1tjrGOssdax1jjrOGu8NcE63jrBmmhNsk60JltTrJOsk61TrFOt06zTrTOsM62zrLOtc6yp1rnWNOs863zrAmu6daF1kXWxNcOaac2yZltzrLnWJdY8a761wLrUusxaaC2yFluXW1dYV1pXWVdb11jXWtdZ11s3WDdaN1k3W7dYt1q3Wbdbd1h3WndZd1v3WEuspdYya7m1wrrXus+633rAetBaaa2yVltrrIesh61HrEetx6zHrSesJ62nrLXWOmu9tcF62nrGetZ6ztpobbI2W89bL1gvWi9ZL1uvWK9ar1mvW29Yb1pbrK3WNust623rHWu7tcPaab1rvWe9b31gfWh9ZH1sfWJ9an1mfW59YX1pfWV9bX1jfWt9Z31v/WD9aP1k/Wz9Yv1q/Wb9bv1h/Wn9Zf1t/WP9a/1nN9iSLduKrdqarduGbdqWbduO7dqe7duBHdqRHduJ3cjexW5s72o3sZvazezd7OZ2C3t3ew+7pd3Kbm3vabex97L3ttva+9jt7H3t9nYHez+7o72/3cmu2WQLO7UzO7cLu7Qr+wD7QLuzfZB9sH2Ifajdxe5qH2Z3s7vbPeyedi/7cPsIu7fdx+5r97P72wPsgfYge7A9xB5qD7OH2yPskfYo+0h7tH2UfbQ9xj7GHmsfa4+zj7PH2xPs4+0T7In2JPtEe7I9xT7JPtk+xT7VPs0+3T7DPtM+yz7bPseeap9rT7PPs8+3L7Cn2xfaF9kX2zPsmfYse7Y9x55rX2LPs+fbC+xL7cvshfYie7F9uX2FfaV9lX21fY19rX2dfb19g32jfZN9s32Lfat9m327fYd9p32Xfbd9j73EXmovs5fbK+x77fvs++0H7AftlfYqe7W9xn7Ifth+xH7Ufsx+3H7CftJ+yl5rr7PX2xvsp+1n7Gft5+yN9iZ7s/28/YL9ov2S/bL9iv2q/Zr9uv2G/aa9xd5qb7Pfst+237G32zvsnfa79nv2+/YH9of2R/bH9if2p/Zn9uf2F/aX9lf21/Y39rf2d/b39g/2j/ZP9s/2L/av9m/27/Yf9p/2X/bf9j/2v/Z/ToMjObKjOKqjObpjOKZjObbjOK7jOb4TOKETObGTOI2cXZzGzq5OE6ep08zZzWnutHB2d/ZwWjqtnNbOnk4bZy9nb6ets4/TztnXae90cPZzOjr7O52cmkOOcFInc3KncEqncg5wDnQ6Owc5BzuHOIc6XZyuzmFON6e708Pp6fRyDneOcHo7fZy+Tj+nvzPAGegMcgY7Q5yhzjBnuDPCGemMco50RjtHOUc7Y5xjnLHOsc445zhnvDPBOd45wZnoTHJOdCY7U5yTnJOdU5xTndOc050znDOds5yznXOcqc65zjTnPOd85wJnunOhc5FzsTPDmenMcmY7c5y5ziXOPGe+s8C51LnMWegschY7lztXOFc6VzlXO9c41zrXOdc7Nzg3Ojc5Nzu3OLc6tzm3O3c4dzp3OXc79zhLnKXOMme5s8K517nPud95wHnQWemsclY7a5yHnIedR5xHncecx50nnCedp5y1zjpnvbPBedp5xnnWec7Z6GxyNjvPOy84LzovOS87rzivOq85rztvOG86W5ytzjbnLedt5x1nu7PD2em867znvO984HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd87/zg/Oj85Pzs/OL86vzm/O784fzp/OX87fzj/Ov85za4kiu7iqu6mqu7hmu6lmu7juu6nuu7gRu6kRu7idvI3cVt7O7qNnGbus3c3dzmbgt3d3cPt6Xbym3t7um2cfdy93bbuvu47dx93fZuB3c/t6O7v9vJrbnkCjd1Mzd3C7d0K/cA90C3s3uQe7B7iHuo28Xt6h7mdnO7uz3cnm4v93D3CLe328ft6/Zz+7sD3IHuIHewO8Qd6g5zh7sj3JHuKPdId7R7lHu0O8Y9xh3rHuuOc49zx7sT3OPdE9yJ7iT3RHeyO8U9yT3ZPcU91T3NPd09wz3TPcs92z3Hneqe605zz3PPdy9wp7sXuhe5F7sz3JnuLHe2O8ed617iznPnuwvcS93L3IXuInexe7l7hXule5V7tXuNe617nXu9e4N7o3uTe7N7i3ure5t7u3uHe6d7l3u3e4+7xF3qLnOXuyvce9373PvdB9wH3ZXuKne1u8Z9yH3YfcR91H3Mfdx9wn3Sfcpd665z17sb3KfdZ9xn3efcje4md7P7vPuC+6L7kvuy+4r7qvua+7r7hvumu8Xd6m5z33Lfdt9xt7s73J3uu+577vvuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu9+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/7r/uf16DJ3myp3iqp3m6Z3imZ3m253iu53m+F3ihF3mxl3iNvF28xt6uXhOvqdfM281r7rXwdvf28Fp6rbzW3p5eG28vb2+vrbeP187b12vvdfD28zp6+3udvJpHnvBSL/Nyr/BKr/IO8A70OnsHeQd7h3iHel28rt5hXjevu9fD6+n18g73jvB6e328vl4/r783wBvoDfIGe0O8od4wb7g3whvpjfKO9EZ7R3lHe2O8Y7yx3rHeOO84b7w3wTveO8Gb6E3yTvQme1O8k7yTvVO8U73TvNO9M7wzvbO8s71zvKneud407zzvfO8Cb7p3oXeRd7E3w5vpzfJme3O8ud4l3jxvvrfAu9S7zFvoLfIWe5d7V3hXeld5V3vXeNd613nXezd4N3o3eTd7t3i3erd5t3t3eHd6d3l3e/d4S7yl3jJvubfCu9e7z7vfe8B70FvprfJWe2u8h7yHvUe8R73HvMe9J7wnvae8td46b723wXvae8Z71nvO2+ht8jZ7z3sveC96L3kve694r3qvea97b3hvelu8rd427y3vbe8db7u3w9vpveu9573vfeB96H3kfex94n3qfeZ97n3hfel95X3tfeN9633nfe/94P3o/eT97P3i/er95v3u/eH96f3l/e394/3r/ec3+JIv+4qv+pqv+4Zv+pZv+47v+p7v+4Ef+pEf+4nfyN/Fb+zv6jfxm/rN/N385n4Lf3d/D7+l38pv7e/pt/H38vf22/r7+O38ff32fgd/P7+jv7/fya/55As/9TM/9wu/9Cv/AP9Av7N/kH+wf4h/qN/F7+of5nfzu/s9/J5+L/9w/wi/t9/H7+v38/v7A/yB/iB/sD/EH+oP84f7I/yR/ij/SH+0f5R/tD/GP8Yf6x/rj/OP88f7E/zj/RP8if4k/0R/sj/FP8k/2T/FP9U/zT/dP8M/0z/LP9s/x5/qn+tP88/zz/cv8Kf7F/oX+Rf7M/yZ/ix/tj/Hn+tf4s/z5/sL/Ev9y/yF/iJ/sX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/k3+zf4t/q3+bf7t/h3+nf5d/t3+Pv8Rf6i/zl/sr/Hv9+/z7/Qf8B/2V/ip/tb/Gf8h/2H/Ef9R/zH/cf8J/0n/KX+uv89f7G/yn/Wf8Z/3n/I3+Jn+z/7z/gv+i/5L/sv+K/6r/mv+6/4b/pr/F3+pv89/y3/bf8bf7O/yd/rv+e/77/gf+h/5H/sf+J/6n/mf+5/4X/pf+V/7X/jf+t/53/vf+D/6P/k/+z/4v/q/+b/7v/h/+n/5f/t/+P/6//n9BQyAFcqAEaqAFemAEZmAFduAEbuAFfhAEYRAFcZAEjYJdgsbBrkGToGnQLNgtaB60CHYP9ghaBq2C1sGeQZtgr2DvoG2wT9Au2DdoH3QI9gs6BvsHnYJaQIEI0iAL8qAIyqAKDggODDoHBwUHB4cEhwZdgq7BYUG3oHvQI+gZ9AoOD44Iegd9gr5Bv6B/MCAYGAwKBgdDgqHBsGB4MCIYGYwKjgxGB0cFRwdjgmOCscGxwbjguGB8MCE4PjghmBhMCk4MJgdTgpOCk4NTglOD04LTgzOCM4OzgrODc4KpwbnBtOC84PzggmB6cGFwUXBxMCOYGcwKZgdzgrnBJcG8YH6wILg0uCxYGCwKFgeXB1cEVwZXBVcH1wTXBtcF1wc3BDcGNwU3B7cEtwa3BbcHdwR3BncFdwf3BEuCpcGyYHmwIrg3uC+4P3ggeDBYGawKVgdrgoeCh4NHgkeDx4LHgyeCJ4OngrXBumB9sCF4OngmeDZ4LtgYbAo2B88HLwQvBi8FLwevBK8GrwWvB28EbwZbgq3BtuCt4O3gnWB7sCPYGbwbvBe8H3wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wf/BD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/wXNoRSKIdKqIZaqIdGaIZWaIdO6IZe6IdBGIZRGIdJ2CjcJWwc7ho2CZuGzcLdwuZhi3D3cI+wZdgqbB3uGbYJ9wr3DtuG+4Ttwn3D9mGHcL+wY7h/2CmshRSKMA2zMA+LsAyr8IDwwLBzeFB4cHhIeGjYJewaHhZ2C7uHPcKeYa/w8PCIsHfYJ+wb9gv7hwPCgeGgcHA4JBwaDguHhyPCkeGo8MhwdHhUeHQ4JjwmHBseG44LjwvHhxPC48MTwonhpPDEcHI4JTwpPDk8JTw1PC08PTwjPDM8Kzw7PCecGp4bTgvPC88PLwinhxeGF4UXhzPCmeGscHY4J5wbXhLOC+eHC8JLw8vCheGicHF4eXhFeGV4VXh1eE14bXhdeH14Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T7gkXBouC5eHK8J7w/vC+8MHwgfDleGqcHW4JnwofDh8JHw0fCx8PHwifDJ8KlwbrgvXhxvCp8NnwmfD58KN4aZwc/h8+EL4YvhS+HL4Svhq+Fr4evhG+Ga4JdwabgvfCt8O3wm3hzvCneG74Xvh++EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H34Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4T/hv+F/UUMkRXKkRGqkRXpkRGZkRXbkRG7kRX4URGEURXGURI2iXaLG0a5Rk6hp1CzaLWoetYh2j/aIWkatotbRnlGbaK9o76httE/ULto3ah91iPaLOkb7R52iWkSRiNIoi/KoiMqoig6IDow6RwdFB0eHRIdGXaKu0WFRt6h71CPqGfWKDo+OiHpHfaK+Ub+ofzQgGhgNigZHQ6Kh0bBoeDQiGhmNio6MRkdHRUdHY6JjorHRsdG46LhofDQhOj46IZoYTYpOjCZHU6KTopOjU6JTo9Oi06MzojOjs6Kzo3OiqdG50bTovOj86IJoenRhdFF0cTQjmhnNimZHc6K50SXRvGh+tCC6NLosWhgtihZHl0dXRFdGV0VXR9dE10bXRddHN0Q3RjdFN0e3RLdGt0W3R3dEd0Z3RXdH90RLoqXRsmh5tCK6N7ovuj96IHowWhmtilZHa6KHooejR6JHo8eix6Mnoiejp6K10bpofbQhejp6Jno2ei7aGG2KNkfPRy9EL0YvRS9Hr0SvRq9Fr0dvRG9GW6Kt0bborejt6J1oe7Qj2hm9G70XvR99EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H/0Q/Rj9FP0c/RL9Gv0W/R79Ef0Z/RX9Hf0T/Rv9FzfEUizHSqzGWqzHRmzGVmzHTuzGXuzHQRzGURzHSdwo3iVuHO8aN4mbxs3i3eLmcYt493iPuGXcKm4d7xm3ifeK947bxvvE7eJ94/Zxh3i/uGO8f9wprsUUiziNsziPi7iMq/iA+MC4c3xQfHB8SHxo3CXuGh8Wd4u7xz3innGv+PD4iLh33CfuG/eL+8cD4oHxoHhwPCQeGg+Lh8cj4pHxqPjIeHR8VHx0PCY+Jh4bHxuPi4+Lx8cT4uPjE+KJ8aT4xHhyPCU+KT45PiU+NT4tPj0+Iz4zPis+Oz4nnhqfG0+Lz4vPjy+Ip8cXxhfFF8cz4pnxrHh2PCeeG18Sz4vnxwviS+PL4oXxonhxfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE+8JF4aL4uXxyvie+P74vvjB+IH45Xxqnh1vCZ+KH44fiR+NH4sfjx+In4yfipeG6+L18cb4qfjZ+Jn4+fijfGmeHP8fPxC/GL8Uvxy/Er8avxa/Hr8RvxmvCXeGm+L34rfjt+Jt8c74p3xu/F78fvxB/GH8Ufxx/En8afxZ/Hn8Rfxl/FX8dfxN/G38Xfx9/EP8Y/xT/HP8S/xr/Fv8e/xH/Gf8V/x3/E/8b/xf0lDIiVyoiRqoiV6YiRmYiV24iRu4iV+EiRhEiVxkiSNkl2SxsmuSZOkadIs2S1pnrRIdk/2SFomrZLWyZ5Jm2SvZO+kbbJP0i7ZN2mfdEj2Szom+yedklpCiUjSJEvypEjKpEoOSA5MOicHJQcnhySHJl2SrslhSbeke9Ij6Zn0Sg5Pjkh6J32Svkm/pH8yIBmYDEoGJ0OSocmwZHgyIhmZjEqOTEYnRyVHJ2OSY5KxybHJuOS4ZHwyITk+OSGZmExKTkwmJ1OSk5KTk1OSU5PTktOTM5Izk7OSs5NzkqnJucm05Lzk/OSCZHpyYXJRcnEyI5mZzEpmJ3OSucklybxkfrIguTS5LFmYLEoWJ5cnVyRXJlclVyfXJNcm1yXXJzckNyY3JTcntyS3Jrcltyd3JHcmdyV3J/ckS5KlybJkebIiuTe5L7k/eSB5MFmZrEpWJ2uSh5KHk0eSR5PHkseTJ5Ink6eStcm6ZH2yIXk6eSZ5Nnku2ZhsSjYnzycvJC8mLyUvJ68kryavJa8nbyRvJluSrcm25K3k7eSdZHuyI9mZvJu8l7yffJB8mHyUfJx8knyafJZ8nnyRfJl8lXxt9hs7ZXzf8R07/e+j9r8P+t9H9r+P/H8fxf8+yv99VNb//uud6l+1+hfVv0T9K61/ZfWvvP5V1L/K+ld9g+obVN+g+gbVN6j+MtVfpvrLVH+Z6i+L+sui/rKovyzqL4v6v72ob4j6hqhviPrLaf3ltP5yWn85rb+c1l9O6y+n9ZfT+r9zWn85q7+c1V/O6i9n9Zez+stZ/eWs/nJW/3fO6htZfSOvb+T1jby+kdc38vpGXt/I6xt5fSOvbxT1l4v6y0X95aL+clF/uai/XNRfLuovF/xy/d++rG+U9Y2yvlHWN8r6RlnfKOsbZX2jrG+U9Y2q/nJVf7mqv1zV36vq71X196r6e1Vl1++oE3/W+JP4U/Bnyp8Zf+b8WfBnyZ+8VuO1Gq/VeK3GazVeq/FajddqvFbjtRqvEa8RrxGvEa8RrxGvEa8RrxGvEa8JXhO8JnhN8JrgNcFrgtcErwleE7yW8lrKaymvpbyW8lrKaymvpbyW8lrKaxmvZbyW8VrGaxmvZbyW8VrGaxmvZbyW81rOazmv5byW81rOazmv5byW81rOawWvFbxW8FrBawWvFbxW8FrBawWvFbxW8lrJayWvlbxW8lrJayWvlbxW8lrJaxWvVbxW8VrFaxWvVbxW8VrFaxWvsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQmwJsSXElhBbQgwIMSDEgBADQgwIMSDEgBADQgwIMSDEgBADQkwFMRXEVBBTQUwFMRXEVBBTQUwFsQ/EPhD7QIwCMQrEKBCjQIwCMQrEKBCjQIwCMQrEKBCjQIyCYBQEoyAYBcEoCEZBMAqCURCMgmAUBKMgGAXBKAhGQTAKglEQjIJgFASjIBgFwSgIRkEwCoJREIyCYBQEoyAYBcEoCEZBMAqCURCMgmAUBKMgGAXBKAhGQTAKglEQjIJgFASjIBgFwSgIRkEwCoIlECyB4PMXfP6Cz1/w+Qs+f8HnL/j8BZ+/yGCC/xQsgWAJBEsgWALBEgiWQLAEgs9f8PkLPn/Bvx8E/34QfP6Cz1/w+Qs+f8HnL/j8Bf88EHz+gs9f8PkL/nkgWALBEgiWQLAEgiUQLIHg8xd8/oJvXvDNC775lA895UNP+dBTPvSUDz3lQ0/50FM+9JQPPeXrTvm6U77ulK875etO+bpTvu6Urzvl6075ulO+7pSvO+XrTvm6U77ulK875etO+bpTvu6Urzvl6075ulO+7pSvO+XrTvm6Uz7plE865ZNO+aRTPumUTzrlk075pFP+ez7l6075ulO+7pSvO+XrTvm6U77ulE865ZNOM3iX/xR80imfdMonnfJJp3zSKZ90yied8l/uKV93yted8nWnfN0pX3fKf+Wn/Fd+yjef8s2nfPMp33zKN5/yzaf8V37K55/y+ad8/imff8rnn/L5p3z+KZ9/yuef8vmnfP4p/xBIWYKUJUj5h0DKKKSMQsooZPxDIGMfMvYhYx8y9iFjHzL2IWMfMvYhYx8y/iGQMRUZU5ExFRlTkTEVGVORMRUZU5ExFRlTkTEVGVORMRUZU5ExFRlTkTEVGVORMRUZU5ExFRlTkTEVGVORMRUZU5HxD4GM1chYjYzVyFiNjNXIWI2M1chYjYzVyFiNjNXI+P8dZAxIxoBkDEjGgGQMSMY/DzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLMrYkY0sytiRjSzK2JGNLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnS3K2JGdLcrYkZ0tytiRnSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEsKtqRgSwq2pGBLCrakYEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkS0q2pGRLSrakZEtKtqRkQEoGpGRASgakZEBKBqRkKkqmomQqSqaiZCpKpqJkKkqmomQqSqaiZCpKpqJkKkqmomQqSqaiZCpKpqJkKkqmomQqSqaiZCpKpqJkKkqmomQqSqaiZCpKpqJkKkqmomQqSqaiZCpKpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKiqmomIqKqaiYioqpqJiKir+2VGxGhWrUbEaFatRsRoVq1Hxz46Kf3ZUbEnFllRsScWWVGxJxZZUbEnFllRsScWWVGxJxZZUbEnFllRsScWWVGxJxZZUbEnFllRsScWWVGxJxZZUbEnFllRsScWWVGxJxZZUbEnFllRsScWWVGxJVVXO//dZ69SpE3zX4JvgW8B3Ct85fBfwXcI3bNVgqwbv1+DNWgbf8H4N3q/B+zV4n+B9gj8LwRbBn4Vgl2CXYJdgl2CXYFfAroBdAbsCdgXsCtgVsCtgV8CugN0UdlPYTWE3hd0UdlPYTWE3hd0UdlPYzWA3g90MdjPYzWA3g90MdjPYzWA3g90cdnPYzWE3h90cdnPYzWE3h90cdnPYLWC3gN0CdgvYLWC3gN0CdgvYLWC3gN0SdkvYLWG3hN0SdkvYLWG3hN0SdkvYrWC3gt0KdivYrWC3gt0KdivYrWAXLKqBRTWwqAYW1cCiGlj0f/9Dge8cvgv4LuEbdsGl//sHvmG3BrvgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwKsaeFUDr2rgVQ28qoFXNfCqBl7VwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsCrwi8IvCKwCsBXgnwSoBXArwS4JUArwR4JcArAV4J8EqAVwK8EuCVAK8EeCXAKwFeCfBKgFcCvBLglQCvBHglwCsBXgnwSoBXArwS4JUArwR4JcArAV4J8EqAVwK8EuCVAK8EeCXAKwFeCfBKgFcCvBLglQCvBHglwCsBXgnwSoBXArwS4JUArwR4JcArAV4J8EqAVwK8EuCVAK8EeCXAKwFeCfBKgFcCvBLglQCvBHglwCsBXgnwSoBXArwS4JUArwR4JcArAV4J8EqAVwK8EuCVAK8EeCXAKwFeCfBKgFcCvBLglQCvBHglwCsBXgnwSoBXArxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8SsGrFLxKwasUvErBqxS8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrAqwy8ysCrDLzKwKsMvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsAraNcJ2nWCdp2gXSdo1wna9f/7zuA7h+8Cvkv4ht0a7NZgtwa7NditwW4NdmuwW4PdGuzWYJdgl2CXYJdgl2CXYJdgl2CXYJdgV8CugF0BuwJ2BewK2BWwK2BXwK6A3RR2U9hNYTeF3RR2U9hNYTeF3RR2U9jNYDeD3Qx2M9jNYDeD3Qx2M9jNYDeD3Rx2c9jNYTeH3Rx2c9jNYTeH3Rx2c9gtYLeA3QJ2C9gtYLeA3QJ2C9gtYLeA3RJ2S9gtYbeE3RJ2S9gtYbeE3RJ2S9itYLeC3Qp2K9itYLeC3Qp2K9itYBe8gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6do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"/><div 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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/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u7u17KyPuD473nWWvvlzAvMgIKlqChRrEW0ijRYoK3F9C1NiGnaNG297V3/jTa2l01q+pbYGl/bhAatFauIoASkWhGEGRhUGFpnnLczZ/Y5e6+1nqcXe4bBS1sHPObzuT0XZ+2118V3P3nW8wNAf/8o/V1rattc63JnJ1JKKU2G55vpfDXWsUZtZieXw5nUvfD09lefe/gf7v3mzTf93K/dct3Nb7rm4L6Ytd28ljY1Oa8iasSYom+iSbE+laWeD9T00ncgz496fNm6dRWxE+dfjexSm8oyah8RkcYmtU1qa6RjEd974exXHj300KPPfvPQfx87s7Nq9yzygTJMyuYymibtv2LVL3e2+tS0zcb+sRSPJgCA/v6/KClFrWNEyucXpw+Uk+POpM3TPk+XtYluz5jSWGOnjqdO9Yfue+KfP/+V1x/s3v2OG//4/bffePWki5hGO0tD6ftU+zSJ2g+1m68nq0eUKOuF5osJfkk/0TiOEdE0zTAMtdbctpOUuvVyexkiYtjpm+lGzdMhxelF/9QzR//inoe//e0jp073pdm3KvOYXLZMzZhTjRJdXR9CU5vZ+pfEWNYfQYIDAOjvH4ea2jHlGk25MAD+JVJEjsn+p4+fOfJvDz5x6Nnfvu0dt9/8tpteNym1nXVtijL0fdu0q4h+NXYpJl0bTY2xXEjwSy6llFKKiLZtI6KrJerY72w3XRdNG2kSe6aLiJOrOHJ0+18+8/l7/v0/zl523ZkzJXeXRd7oh65pJ0NZ/3gYo4wRJVKKHzpe8MVFfBUOAKC//39ON1fUaMbc1Mg1NVHHKDVHn2pp66qrQ1+n/fTKNpXHX9g+/JHP/ePd9910/TW3v/P6O951w2uv3Nc201TKoo9p16QUpZQucs71woaUki4cBXhJfjzUmlKqtZZS1kenN+NWyn3XdcOY+tKejfS1p49/4dFnvvSfh54/sXV8a9nMb+i3U51utN3GuBpr1DGniCHFkGvf1D5FHVM75peWd3npeSf1wg4bAAD0949s1V5+cdN2HaOOTR2b6Jtach1SlFqjltTX6OtskaaroT315OkvP/bFD/7N3e97zzvf/zu//vNvms/aWEYsVjFrctNEHca2TS/N1EsU4OM4tm27Xv8ehqGUEnnSNtOSpqcjf/3wiT/70Ee//p0Ti+5AbBxcjvsjj+N8X2wvYhiGfogUMY1o+hhWFwbrRK6pXDzUfH1bakR9cZJRTflimQMAoL9/NGWMqKmWiJLq+ZP1xuiGlCLPI1Ku4yTKmJrSTGrqzo11UWc1zS/v9n/qgUOf/sqTb37DNXe8/er3vPstb33DtbWJoca0ncT5SfM1ouRoLtG+jbZtSynrLeBt27Zt++zJ8auHjt774LceeuI7399cLWJeutcMzTSWQ4xDSmW67MfSlRy1KdHUMq5iOUTb1kg1Ui1dqVFTOr95va73nNRUf+gM8/qynWYOAMBPWX+3dbkeU39haE4eoylpErmJmEZq2/HstJ4bmmZnrJGaaKa1aaLf3pru3ZjtPb118htHjh89/OCnPlnfev1r33v7L971vtvyrJs2eZ2wKaJGyZfmLcxSSkR0XVdKOXz48P333//hB4587dTeMt236g7UfhmzfTGdxWoRi1PdNO1vhs1Tx9P0dbkpw9DXpjbzNs26YdlHNLW2NZqIXF9c+V5PG6rrmUNR63q4ULpkC/oAALysUr2wz3jyu3+9i667G3e6tknjqvSLm2984x/d9b533nDl6/bGvnImxpORFrGz2NlzcykxaWJY9jnVrpuUFDViPTlzVeLyvF4lL7FO3dRE5DFie4ySInKUiMv756KdRerGurFMk3MROxHHlvHRu5/85L9+7szm9tBtrHK3W+7bpPQfuPPGv/qTX/boAwC8Ii6uf48v07yaH4+he9VitZ1nl+Vpve+pk4988MOvObjx7huuufOWN99647Wv3pPT3jIZa5dTrmM7qVFrlEUTKVLKkbsas5S2o4uIJnITkVNJtYz9qmnzRqnRtLWmEmnZXNkP0TTtuZqf+t7xB7/x9EOPPf/ks0dfOLldu71lun9Vd9OtG1MpltIBAH4S+rvkdjdd+HQj0qSkVGqNdr45azaPfv/I5rG7H33+wDTu+q07f+nW63/jysgpdpbjfJIixqhDjKtoco6IUiKin1x5YYpPpEgp1dpvRzPLOWK5VYax29jzfDNPOR5/dvl3//SxRx47fGaZdsosT/cN86tWpS0pR9QLW893gTKOJWXPPQDAK9/fsbuybPNYTCbRTGMYYxijNPOfvW77xP/0O2nz7OpDH//sxz69709ve9Uf/N5vHphOtsZoaztNbYqIYYw2R5Oj1mlExPlDyFNERNNu7BtXfSm1m12WI8ZSHziy+Pgn7n38qUOnNpfLsjG08yHP+1WJ1KXZvhhKDNvR7JpbV1NU698AAD8R/b2rsuyK+XKx3FqtUm4ntZuNZehPHkvDmLpZG9O+X504vf2X9zz2t188/K633fDem99wwxtff83B7sC0ayNyKV2qKWJaTkdERBOpqzHpU95c5jRtFzW++/zOlx/51kMP/9cD34+zW9s15qnZH21T0mQoOU1zja72NVIbbRd13DX9HdVBhgAAPxH9ncpqF133ibObe/YfmLeTfih9pNxNhp1Vns2j1tXQpzzJkX4wOfiDfnjm4aOf+NLjBzbaX73lpj+86463vDZmOc8iIuLVw1ZEijyN1A4pb0UsZ/GRe7/395/67HPHNsfJnsjT5VDqOGmn0xJpLJFLpJzabjIOQ9lZREQ0JeVd099d7DS7Z7cMAMBPc3/PYmcXXfdq/1XbkcqYIrUROUqKybSMNSJSalJETSVqjpoi2jzdc27o773/q9949OF3vOX6D/z+nW+/bm+OiD5HNxlXOebzY1vjvV97+pOfue9bz50+vmxjdtmqtKVPk9xHGzHuRESznho0RoyLtsb5ty7TcP7o7l3xfQ/bkzR67gEAXvn+vqKe3kXXvdkcjKgv7phJteYoKWquNcWYoqYa2+VcxNjUsY1VG8O0WeWzW088/NyfP/7gG6+9+o5bf+FXbr2lLZNnvvPcFx78/KOPH/nusTOlmdYhXd5OSjk1lNx0kzwuIyKfH0hZU9RU1/93fVB31Iiyi77vZrFRF557AIBXysXzvx85sasuvEakyOsZkesXKGukqDlK1JJSiYhFnp7/a40c0aboat/l6KJfbZ0u/WrnZ16fc6Qc57Zjezsmk4gSXY42RRkjxujaWNQX79QP/ce1XGNMUdIu+r7jqj1x7dyTDwAAAAD8tLu4/g0AAFxqRrEAAID+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+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/tnWdagAAFM5JREFUAwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/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+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/gYAAPQ3AADobwAA0N8AAID+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/AQBAfwMAAPobAAD0NwAAoL8BAEB/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/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP39v+3WgQAAAACAIH/rFQYoigAAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAAAAAPgC0+Gk39X5fo4AAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial st<span class="_ _0"></span>atements </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">2<span class="ff3 fs5"> </span></div><div class="t m0 x6 h9 ya ff1 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x6 ha yb ff2 fs0 fc3 sc0 ls0 ws0">Contents </div><div class="t m0 x6 hb yc ff2 fs2 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of financial position<span class="_ _1"></span> <span class="ls1">...............................................................................................................</span> 4<span class="ff1 fs5"> </span></div><div class="t m0 x6 hb yd ff2 fs2 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of profit or loss<span class="_ _1"></span> <span class="ls1">......................................................................................................................</span> <span class="_ _1"></span>5<span class="ff1 fs5"> </span></div><div class="t m0 x6 hb ye ff2 fs2 fc0 sc0 ls0 ws0">Consolidated stateme<span class="_ _1"></span>nt of comprehensive income<span class="_ _1"></span> <span class="_ _2"></span><span class="ls1">......................................................................................................<span class="ls0"> <span class="_ _1"></span>6<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x6 hb yf ff2 fs2 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="ls1">...............................................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x6 hb y10 ff2 fs2 fc0 sc0 ls0 ws0">Consolidated cash flow stat<span class="_ _1"></span>ement <span class="_ _3"></span><span class="ls1">................................................................................................................................<span class="ls0"> <span class="_ _1"></span>8<span class="ff1 fs5"> </span></span></span></div><div class="t m0 x6 hb y11 ff2 fs2 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="ls1">............................................................................................................<span class="ls0"> 9<span class="ff1 fs5"> </span></span></span></div><div class="t m0 xa hb y12 ff4 fs2 fc0 sc0 ls2 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="ls3">...............................................................................................................................................<span class="ls0"> <span class="_ _5"></span>9<span class="ff1 fs5"> </span></span></span></span></div><div class="t m0 xa hb y13 ff4 fs2 fc0 sc0 ls2 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="ls3">.........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">11<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y14 ff4 fs2 fc0 sc0 ls2 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="ls3">.........................................................................................................</span> <span class="_ _5"></span><span class="ls2">12<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xb hb y15 ff1 fs2 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="ls3">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">12<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y16 ff1 fs2 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 hb y17 ff1 fs2 fc0 sc0 ls0 ws0">statements <span class="ls3">................................................................................................................................................................</span> <span class="_ _5"></span><span class="ls2">12<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y18 ff1 fs2 fc0 sc0 ls0 ws0">3.3.<span class="fs5"> <span class="_ _7"> </span></span>Consolidation <span class="_ _5"></span><span class="ls3">..............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">15<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y19 ff1 fs2 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="ls3">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">16<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y1a ff1 fs2 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="ls3">..............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">16<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y1b ff1 fs2 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="ls3">..................................................................................................................</span> <span class="_ _5"></span><span class="ls2">17<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y1c ff1 fs2 fc0 sc0 ls0 ws0">3.7.<span class="fs5"> <span class="_ _7"> </span></span>Leases <span class="_ _6"></span><span class="ls3">................................<span class="_ _1"></span>..........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">18<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y1d ff1 fs2 fc0 sc0 ls0 ws0">3.8.<span class="fs5"> <span class="_ _7"> </span></span>Intangible ass<span class="_ _1"></span>ets <span class="ls3">.........................................................................................................................................</span> <span class="_ _8"></span><span class="ls2">18<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y1e ff1 fs2 fc0 sc0 ls0 ws0">3.9.<span class="fs5"> <span class="_ _7"> </span></span>Goodwill <span class="_ _2"></span><span class="ls3">................................................................................................................................<span class="_ _1"></span>......................<span class="ls0"> <span class="_ _8"></span><span class="ls2">19<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y1f ff1 fs2 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="ls3">........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">19<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y20 ff1 fs2 fc0 sc0 ls0 ws0">3.11.<span class="fs5"> <span class="_ _9"> </span></span>Borrowing costs <span class="ls3">..........................................................................................................................................</span> <span class="_ _5"></span><span class="ls2">19<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y21 ff1 fs2 fc0 sc0 ls0 ws0">3.12.<span class="fs5"> <span class="_ _9"> </span></span>Financial assets <span class="ls3">...........................................................................................................................................</span> <span class="_ _5"></span><span class="ls2">20<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y22 ff1 fs2 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="ls3">....................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">20<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y23 ff1 fs2 fc0 sc0 ls0 ws0">3.14.<span class="fs5"> <span class="_ _9"> </span></span>Inventory <span class="_ _a"></span><span class="ls3">.....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y24 ff1 fs2 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="ls3">..........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">21<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y25 ff1 fs2 fc0 sc0 ls0 ws0">3.16.<span class="fs5"> <span class="_ _9"> </span></span>Equity <span class="_ _5"></span><span class="ls3">..........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">22<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y26 ff1 fs2 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="ls3">.....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">22<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y27 ff1 fs2 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="ls3">...........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">22<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y28 ff1 fs2 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="ls3">........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">23<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y29 ff1 fs2 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="ls3">...............................................................................................................</span> <span class="_ _5"></span><span class="ls2">23<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y2a ff1 fs2 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="ls3">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">23<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y2b ff1 fs2 fc0 sc0 ls0 ws0">3.22.<span class="fs5"> <span class="_ _9"> </span></span>Provisions <span class="_ _2"></span><span class="ls3">....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">24<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y2c ff1 fs2 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="ls3">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">24<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y2d ff1 fs2 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="ls3">.......................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">25<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y2e ff1 fs2 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="ls3">..................................................................................................................</span> <span class="_ _5"></span><span class="ls2">25<span class="fs5 ls0"> </span></span></div><div class="t m0 xb hb y2f ff1 fs2 fc0 sc0 ls0 ws0">3.26.<span class="fs5"> <span class="_ _9"> </span></span>Dividends <span class="ls3">................................<span class="_ _1"></span>....................................................................................................................</span> <span class="_ _5"></span><span class="ls2">25<span class="fs5 ls0"> </span></span></div><div class="t m0 xa hb y30 ff4 fs2 fc0 sc0 ls2 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="ls3">................................................................<span class="ls0">. <span class="_ _5"></span><span class="ls2">26<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y31 ff4 fs2 fc0 sc0 ls2 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="ls3">..................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">26<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y32 ff4 fs2 fc0 sc0 ls2 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="ls3">..................................................................................................................................</span> <span class="_ _5"></span><span class="ls2">28<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xb hb y33 ff1 fs2 fc0 sc0 ls0 ws0">6.1.<span class="fs5"> <span class="_ _7"> </span></span>Market risk <span class="_ _2"></span><span class="ls3">................................<span class="_ _1"></span>..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">28<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y34 ff1 fs2 fc0 sc0 ls0 ws0">6.2.<span class="fs5"> <span class="_ _7"> </span></span>Credit risk <span class="_ _2"></span><span class="ls3">................................................................................................................................<span class="_ _1"></span>....................<span class="ls0"> <span class="_ _8"></span><span class="ls2">30<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y35 ff1 fs2 fc0 sc0 ls0 ws0">6.3.<span class="fs5"> <span class="_ _7"> </span></span>Liquidity risk <span class="_ _8"></span><span class="ls3">................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">31<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y36 ff1 fs2 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="ls3">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">33<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xa hb y37 ff4 fs2 fc0 sc0 ls2 ws0">7.<span class="ff1 fs5 ls0"> <span class="_ _4"> </span></span><span class="ls0">Financial instruments<span class="_ _1"></span> <span class="ls3">...........................................................................................................................................</span> <span class="_ _8"></span><span class="ls2">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:1389.400000px;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:1340.980000px;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:1292.560000px;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:1244.160000px;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:1195.740000px;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:1147.320000px;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:1122.920000px;width:479.300000px;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:127.500000px;bottom:1086.500000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1050.080000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1025.680000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1001.260000px;width:467.800000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:976.840000px;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:952.420000px;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:928.020000px;width:467.300000px;height:12.200000px;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:903.600000px;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:879.180000px;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:854.780000px;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:830.360000px;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:805.940000px;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:781.540000px;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:757.120000px;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:732.700000px;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:708.280000px;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:683.880000px;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:659.460000px;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:635.040000px;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:610.640000px;width:467.300000px;height:12.200000px;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:586.220000px;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:561.800000px;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:537.400000px;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:512.980000px;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:488.560000px;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:464.140000px;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:439.740000px;width:467.300000px;height:12.200000px;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:415.320000px;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:390.900000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:354.500000px;width:479.300000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:318.080000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:281.660000px;width:479.300000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:257.240000px;width:467.300000px;height:12.210000px;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:232.840000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:208.420000px;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:184.008000px;width:467.300000px;height:12.206000px;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:147.594000px;width:479.300000px;height:18.207000px;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 y38 w3 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x9 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">3<span class="ff3 fs5"> </span></div><div class="t m0 xa hb ya ff4 fs2 fc0 sc0 ls2 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="ls3">............................................................................................................................</span> <span class="_ _5"></span><span class="ls2">34<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y3a ff4 fs2 fc0 sc0 ls2 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="ls3">...................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">36<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y3b ff4 fs2 fc0 sc0 ls2 ws0">10.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Right-<span class="ls4">of</span>-use assets <span class="_ _6"></span><span class="ls3">................................<span class="_ _1"></span>...........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">37<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y3c ff4 fs2 fc0 sc0 ls2 ws0">11.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Goodwill <span class="_ _2"></span><span class="ls3">...........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">38<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y3d ff4 fs2 fc0 sc0 ls2 ws0">12.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Inventory <span class="_ _a"></span><span class="ls3">..........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">39<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y3e ff4 fs2 fc0 sc0 ls2 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="ls3">..........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">39<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y3f ff4 fs2 fc0 sc0 ls2 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="ls3">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">41<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y40 ff4 fs2 fc0 sc0 ls2 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="ls3">................................<span class="_ _1"></span>.........................................................<span class="ls0"> <span class="_ _8"></span><span class="ls2">42<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y41 ff4 fs2 fc0 sc0 ls2 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="ls3">....................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">43<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y42 ff4 fs2 fc0 sc0 ls2 ws0">17.<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="ls3">......................................................................................................</span> <span class="_ _5"></span><span class="ls2">43<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y43 ff4 fs2 fc0 sc0 ls2 ws0">18.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Loans and b<span class="_ _1"></span>orrowings liabilities <span class="ls3">......................................................................................................................</span> <span class="_ _5"></span><span class="ls2">44<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y44 ff4 fs2 fc0 sc0 ls2 ws0">19.<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="ls3">................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">47<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y45 ff4 fs2 fc0 sc0 ls2 ws0">20.<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="ls3">................................................................................................<span class="_ _1"></span>...................<span class="ls0"> <span class="_ _8"></span><span class="ls2">47<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y46 ff4 fs2 fc0 sc0 ls2 ws0">21.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Lease liabilities <span class="_ _a"></span><span class="ls3">................................................................................................................................<span class="_ _1"></span>.................<span class="ls0"> <span class="_ _8"></span><span class="ls2">49<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y47 ff4 fs2 fc0 sc0 ls2 ws0">22.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Provisions <span class="_ _a"></span><span class="ls3">................................<span class="_ _1"></span>.........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">50<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y48 ff4 fs2 fc0 sc0 ls2 ws0">23.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Operating segments<span class="_ _1"></span> <span class="ls3">........................................................................................................................................</span> <span class="_ _5"></span><span class="ls2">50<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y49 ff4 fs2 fc0 sc0 ls2 ws0">24.<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="ls3">................................................................................................<span class="_ _1"></span>...................................................<span class="ls0"> <span class="_ _8"></span><span class="ls2">52<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y4a ff4 fs2 fc0 sc0 ls2 ws0">25.<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="ls3">...............................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">53<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y4b ff4 fs2 fc0 sc0 ls2 ws0">26.<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="ls3">................................................................<span class="_ _1"></span>................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls2">53<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y4c ff4 fs2 fc0 sc0 ls2 ws0">27.<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="ls3">...........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">54<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y4d ff4 fs2 fc0 sc0 ls2 ws0">28.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Financial revenue<span class="_ _1"></span> and expenses <span class="ls3">......................................................................................................................</span> <span class="_ _5"></span><span class="ls2">54<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y4e ff4 fs2 fc0 sc0 ls2 ws0">29.<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="ls3">.......................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">55<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y4f ff4 fs2 fc0 sc0 ls2 ws0">30.<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="ls3">...........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls2">58<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y50 ff4 fs2 fc0 sc0 ls2 ws0">31.<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="ls3">.....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">58<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xa hb y51 ff4 fs2 fc0 sc0 ls2 ws0">32.<span class="ff1 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">Transactions with relate<span class="_ _1"></span>d entities <span class="ls3">................................................................<span class="_ _1"></span>...................................................</span> <span class="_ _8"></span><span class="ls2">59<span class="ff1 fs5 ls0"> </span></span></span></div><div class="t m0 xa hb y52 ff4 fs2 fc0 sc0 ls2 ws0">33.<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="ls3">............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="ff1 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 xb hb y53 ff1 fs2 fc0 sc0 ls0 ws0">33.1.<span class="fs5"> <span class="_ _9"> </span></span>Conclusion of th<span class="_ _1"></span>e Credit Agreement by the su<span class="_ _1"></span>bsidiary YATO TOOLS (JIAXING) Co., Ltd.<span class="_ _c"></span> <span class="_ _2"></span><span class="ls3">...........................<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 xb hb y54 ff1 fs2 fc0 sc0 ls0 ws0">33.2.<span class="fs5"> <span class="_ _9"> </span></span>Annex to the overdra<span class="_ _1"></span>ft agreement <span class="_ _2"></span><span class="ls3">.............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls2">60<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x6 hd y55 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y56 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y57 ff2 fs2 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:1475.400000px;width:479.300000px;height:18.210000px;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:1451.000000px;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:1414.580000px;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:1378.160000px;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:1341.760000px;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:1305.340000px;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:1268.920000px;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:1232.520000px;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:1196.100000px;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:1159.680000px;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:1123.260000px;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:1086.860000px;width:479.300000px;height:18.200000px;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:1050.440000px;width:479.300000px;height:18.210000px;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:1014.020000px;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:977.620000px;width:479.300000px;height:18.200000px;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:941.200000px;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:904.780000px;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:868.380000px;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:831.960000px;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:795.540000px;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:759.120000px;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:722.720000px;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:686.300000px;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:649.880000px;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:613.480000px;width:479.300000px;height:18.200000px;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:127.500000px;bottom:577.060000px;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:552.640000px;width:467.300000px;height:12.210000px;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:528.240000px;width:467.300000px;height:12.200000px;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 y38 w3 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 xc h5 y5 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 x7 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constitut<span class="_ _0"></span>e an integral part<span class="_ _0"></span> of these consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements </div><div class="t m0 x9 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">4<span class="ff3 fs5"> </span></div><div class="t m0 x6 ha y58 ff2 fs0 fc3 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of financial pos<span class="_ _5"></span>ition </div></div><div class="c xd y59 w4 he"><div class="t m0 xe h7 y5a ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y59 w5 he"><div class="t m0 x10 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y59 w6 he"><div class="t m0 x12 hf y5b ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x13 hf y5c ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x14 y59 w7 he"><div class="t m0 x12 hf y5b ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x13 hf y5c ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xd y5d w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c xf y5d w5 h10"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Note </div></div><div class="c x11 y5d w6 h10"><div class="t m0 x17 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x14 y5d w7 h10"><div class="t m0 x17 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd y5f w4 h10"><div class="t m0 x15 hf y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y5f w5 h10"><div class="t m0 x10 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y5f w6 h10"><div class="t m0 x17 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x14 y5f w7 h10"><div class="t m0 x17 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd y61 w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Property<span class="_ _0"></span>, plant and e<span class="_ _0"></span>quipment </div></div><div class="c xf y61 w5 h11"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x11 y61 w6 h11"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">70 621      </span></div></div><div class="c x14 y61 w7 h11"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">63 750      </span></div></div><div class="c xd y63 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets </div></div><div class="c xf y63 w5 h10"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> 9 </div></div><div class="c x11 y63 w6 h10"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">4 156      </span></div></div><div class="c x14 y63 w7 h10"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">4 348      </span></div></div><div class="c xd y64 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls7">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c xf y64 w5 h10"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">10<span class="ls0"> </span></div></div><div class="c x11 y64 w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">31 995      </span></div></div><div class="c x14 y64 w7 h10"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">34 524      </span></div></div><div class="c xd y65 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Goodwill </div></div><div class="c xf y65 w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">11</span> </div></div><div class="c x11 y65 w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">735      </span></div></div><div class="c x14 y65 w7 h10"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">723      </span></div></div><div class="c xd y67 w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Other r<span class="_ _0"></span>eceivables </div></div><div class="c xf y67 w5 h11"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y67 w6 h11"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">48      </span></div></div><div class="c x14 y67 w7 h11"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">48      </span></div></div><div class="c xd y68 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income tax asse<span class="_ _0"></span>ts </div></div><div class="c xf y68 w5 h10"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">29<span class="ls0"> </span></div></div><div class="c x11 y68 w6 h10"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">5 700      </span></div></div><div class="c x14 y68 w7 h10"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">4 553      </span></div></div><div class="c xd y69 w4 h11"><div class="t m0 x15 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">Total non-current a<span class="_ _0"></span>ssets<span class="ff1"> </span></div></div><div class="c xf y69 w5 h11"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y69 w6 h11"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">113 255      </span></div></div><div class="c x14 y69 w7 h11"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">107 946      </span></div></div><div class="c xd y6b w4 h10"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y6b w5 h10"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y6b w6 h10"><div class="t m0 xb hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y6b w7 h10"><div class="t m0 xb hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y6d w4 h12"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Inventory </div></div><div class="c xf y6d w5 h12"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">12<span class="ls0"> </span></div></div><div class="c x11 y6d w6 h12"><div class="t m0 x19 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">497 101      </span></div></div><div class="c x14 y6d w7 h12"><div class="t m0 x22 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">287 280      </span></div></div><div class="c xd y6e w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receiv<span class="_ _0"></span>ables </div></div><div class="c xf y6e w5 h11"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">13<span class="ls0"> </span></div></div><div class="c x11 y6e w6 h11"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">137 671      </span></div></div><div class="c x14 y6e w7 h11"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">88 061      </span></div></div><div class="c xd y6f w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Income tax re<span class="_ _0"></span>ceivables </div></div><div class="c xf y6f w5 h10"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y6f w6 h10"><div class="t m0 x24 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x14 y6f w7 h10"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">214      </span></div></div><div class="c xd y70 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Cash and cash e<span class="_ _0"></span>quivalents </div></div><div class="c xf y70 w5 h10"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x11 y70 w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">39 128      </span></div></div><div class="c x14 y70 w7 h10"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">69 927      </span></div></div><div class="c xd y71 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total current asset<span class="_ _5"></span>s </div></div><div class="c xf y71 w5 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y71 w6 h10"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">673 900      </span></div></div><div class="c x14 y71 w7 h10"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">445 482      </span></div></div><div class="c xd y72 w4 h13"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y72 w5 h13"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y72 w6 h13"><div class="t m0 x17 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x14 y72 w7 h13"><div class="t m0 x17 hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xd y73 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total assets </div></div><div class="c xf y73 w5 h10"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y73 w6 h10"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">787 155 </span></div></div><div class="c x14 y73 w7 h10"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">553 428 </span></div></div><div class="c xd y74 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y74 w5 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y74 w6 h10"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y74 w7 h10"><div class="t m0 xb h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y75 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">EQUITY AND LIA<span class="_ _0"></span>BILITIES </div></div><div class="c xf y75 w5 h10"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y75 w6 h10"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y75 w7 h10"><div class="t m0 xb h7 y60 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y76 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y76 w5 h10"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y76 w6 h10"><div class="t m0 xb hf y5e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y76 w7 h10"><div class="t m0 xb hf y5e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y77 w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Share capit<span class="_ _0"></span>al </div></div><div class="c xf y77 w5 h11"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">16<span class="ls0"> </span></div></div><div class="c x11 y77 w6 h11"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">7 504      </span></div></div><div class="c x14 y77 w7 h11"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">7 504      </span></div></div><div class="c xd y78 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c xf y78 w5 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y78 w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">35 677      </span></div></div><div class="c x14 y78 w7 h10"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">35 677      </span></div></div><div class="c xd y79 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Reserve<span class="_ _0"></span> capital </div></div><div class="c xf y79 w5 h10"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y79 w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">329      </span></div></div><div class="c x14 y79 w7 h10"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">329      </span></div></div><div class="c xd y7a w4 h12"><div class="t m0 x15 h7 y7b ff1 fs3 fc0 sc0 ls0 ws0">Exchange diffe<span class="_ _0"></span>rences fro<span class="_ _0"></span>m translating forei<span class="_ _0"></span>gn entities </div></div><div class="c xf y7a w5 h12"><div class="t m0 x10 h7 y7c ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y7a w6 h12"><div class="t m0 x24 h7 y7c ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(6 980)     </span></div></div><div class="c x14 y7a w7 h12"><div class="t m0 x20 h7 y7c ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(8 487)     </span></div></div><div class="c xd y7d w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>apitals </div></div><div class="c xf y7d w5 h11"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y7d w6 h11"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(89)     </span></div></div><div class="c x14 y7d w7 h11"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(104)     </span></div></div><div class="c xd y7e w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Retaine<span class="_ _0"></span>d earnings </div></div><div class="c xf y7e w5 h10"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">17<span class="ls0"> </span></div></div><div class="c x11 y7e w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">453 450      </span></div></div><div class="c x14 y7e w7 h10"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">385 032      </span></div></div><div class="c xd y7f w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 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 y7f w5 h10"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y7f w6 h10"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">489 891      </span></div></div><div class="c x14 y7f w7 h10"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">419 951      </span></div></div><div class="c xd y80 w4 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c xf y80 w5 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y80 w6 h10"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">489 891      </span></div></div><div class="c x14 y80 w7 h10"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">419 951      </span></div></div><div class="c xd y81 w4 h13"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y81 w5 h13"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y81 w6 h13"><div class="t m0 xb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y81 w7 h13"><div class="t m0 xb h7 y82 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y83 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xf y83 w5 h10"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">21</span> </div></div><div class="c x11 y83 w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">19 791      </span></div></div><div class="c x14 y83 w7 h10"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">25 478      </span></div></div><div class="c xd y84 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income tax li<span class="_ _0"></span>ability </div></div><div class="c xf y84 w5 h10"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">29<span class="ls0"> </span></div></div><div class="c x11 y84 w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">252      </span></div></div><div class="c x14 y84 w7 h10"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">402      </span></div></div><div class="c xd y85 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee<span class="_ _0"></span> benefits </div></div><div class="c xf y85 w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">20</span> </div></div><div class="c x11 y85 w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">756      </span></div></div><div class="c x14 y85 w7 h10"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">678      </span></div></div><div class="c xd y86 w4 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Other l<span class="_ _0"></span>ong-term liabilit<span class="_ _0"></span>ies </div></div><div class="c xf y86 w5 h11"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y86 w6 h11"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">23      </span></div></div><div class="c x14 y86 w7 h11"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">36      </span></div></div><div class="c xd y87 w4 h11"><div class="t m0 x15 hf y5e ff2 fs3 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 y87 w5 h11"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y87 w6 h11"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">20 822      </span></div></div><div class="c x14 y87 w7 h11"><div class="t m0 x1a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">26 594      </span></div></div><div class="c xd y88 w4 h10"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y88 w5 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y88 w6 h10"><div class="t m0 xb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y88 w7 h10"><div class="t m0 xb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y89 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xf y89 w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">19</span> </div></div><div class="c x11 y89 w6 h10"><div class="t m0 x19 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">212 088      </span></div></div><div class="c x14 y89 w7 h10"><div class="t m0 x1a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">83 422      </span></div></div><div class="c xd y8a w4 h10"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee<span class="_ _0"></span> benefits </div></div><div class="c xf y8a w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">20</span> </div></div><div class="c x11 y8a w6 h10"><div class="t m0 x19 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">14 165      </span></div></div><div class="c x14 y8a w7 h10"><div class="t m0 x1a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">12 304      </span></div></div><div class="c xd y8c w4 h14"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from loans </div></div><div class="c xf y8c w5 h14"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">18</span> </div></div><div class="c x11 y8c w6 h14"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">33 840      </span></div></div><div class="c x14 y8c w7 h14"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd y8d w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xf y8d w5 h10"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">21</span> </div></div><div class="c x11 y8d w6 h10"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">10 120      </span></div></div><div class="c x14 y8d w7 h10"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">6 459      </span></div></div><div class="c xd y8e w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from current inc<span class="_ _0"></span>ome tax </div></div><div class="c xf y8e w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">29</span> </div></div><div class="c x11 y8e w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">4 230      </span></div></div><div class="c x14 y8e w7 h10"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">3 105      </span></div></div><div class="c xd y8f w4 h10"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Other pr<span class="_ _0"></span>ovisions </div></div><div class="c xf y8f w5 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">22</span> </div></div><div class="c x11 y8f w6 h10"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">1 999      </span></div></div><div class="c x14 y8f w7 h10"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">1 593      </span></div></div><div class="c xd y90 w4 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total short-ter<span class="_ _0"></span>m liabilities </div></div><div class="c xf y90 w5 h11"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y90 w6 h11"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">276 442      </span></div></div><div class="c x14 y90 w7 h11"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">106 883      </span></div></div><div class="c xd y91 w4 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total li<span class="_ _0"></span>abilities </div></div><div class="c xf y91 w5 h11"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y91 w6 h11"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">297 264      </span></div></div><div class="c x14 y91 w7 h11"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">133 477      </span></div></div><div class="c xd y92 w4 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total equity and l<span class="_ _0"></span>iabilit<span class="_ _0"></span>ies </div></div><div class="c xf y92 w5 h11"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y92 w6 h11"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">787 155      </span></div></div><div class="c x14 y92 w7 h11"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">553 428      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x27 hf y93 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf25" ><span class="d m1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x9 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">5<span class="ff3 fs5"> </span></div><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of profi<span class="_ _0"></span>t or loss  </div></div><div class="c xd y95 w4 h15"><div class="t m0 xe h7 y96 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y95 w8 h15"><div class="t m0 x28 hf y96 ff2 fs3 fc0 sc0 ls0 ws0">Note </div></div><div class="c x29 y95 w9 h15"><div class="t m0 x21 hf y97 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2a hf y98 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div></div><div class="c x2b y95 wa h15"><div class="t m0 x21 hf y97 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2a hf y98 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd y99 w4 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y99 w8 h10"><div class="t m0 x18 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y99 w9 h10"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x2b y99 wa h10"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c xd y9a w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Revenue fro<span class="_ _0"></span>m sales of go<span class="_ _0"></span>ods </div></div><div class="c xf y9a w8 h10"><div class="t m0 x2d h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> 23, 24 </div></div><div class="c x29 y9a w9 h10"><div class="t m0 x2e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">821 008      </span></div></div><div class="c x2b y9a wa h10"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">732 396      </span></div></div><div class="c xd y9b w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 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 y9b w8 h10"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">23, <span class="ls5">25</span> </div></div><div class="c x29 y9b w9 h10"><div class="t m0 x30 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(542 626)     </span></div></div><div class="c x2b y9b wa h10"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(488 345)     </span></div></div><div class="c xd y9c w4 h16"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Gross sales profit<span class="_ _5"></span> </div></div><div class="c xf y9c w8 h16"><div class="t m0 x18 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y9c w9 h16"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">278 382      </span></div></div><div class="c x2b y9c wa h16"><div class="t m0 x20 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">244 051      </span></div></div><div class="c xd y9d w4 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y9d w8 h13"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y9d w9 h13"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y9d wa h13"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y9e w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Selling cost<span class="_ _0"></span>s </div></div><div class="c xf y9e w8 h10"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">25<span class="ls0"> </span></div></div><div class="c x29 y9e w9 h10"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(144 091)     </span></div></div><div class="c x2b y9e wa h10"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(114 314)     </span></div></div><div class="c xd y9f w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Administrat<span class="_ _0"></span>ive expe<span class="_ _0"></span>nses </div></div><div class="c xf y9f w8 h10"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">25<span class="ls0"> </span></div></div><div class="c x29 y9f w9 h10"><div class="t m0 x30 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(51 184)     </span></div></div><div class="c x2b y9f wa h10"><div class="t m0 x26 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(42 934)     </span></div></div><div class="c xd ya0 w4 h10"><div class="t m0 x23 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xf ya0 w8 h10"><div class="t m0 x1f h7 y8b ff1 fs3 fc0 sc0 ls5 ws0">13<span class="ls0"> </span></div></div><div class="c x29 ya0 w9 h10"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(270)     </span></div></div><div class="c x2b ya0 wa h10"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(548)     </span></div></div><div class="c xd ya1 w4 h11"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating inco<span class="_ _0"></span>me </div></div><div class="c xf ya1 w8 h11"><div class="t m0 x32 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">27</span> </div></div><div class="c x29 ya1 w9 h11"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">5 891      </span></div></div><div class="c x2b ya1 wa h11"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">3 430      </span></div></div><div class="c xd ya2 w4 h12"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating expens<span class="_ _0"></span>es </div></div><div class="c xf ya2 w8 h12"><div class="t m0 x32 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">27</span> </div></div><div class="c x29 ya2 w9 h12"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 325)     </span></div></div><div class="c x2b ya2 wa h12"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(920)     </span></div></div><div class="c xd ya3 w4 h16"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Operating profi<span class="_ _0"></span>t </div></div><div class="c xf ya3 w8 h16"><div class="t m0 x18 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 ya3 w9 h16"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">87 403 </span></div></div><div class="c x2b ya3 wa h16"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">88 765 </span></div></div><div class="c xd ya4 w4 h17"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf ya4 w8 h17"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 ya4 w9 h17"><div class="t m0 x31 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya4 wa h17"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd ya5 w4 h11"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Financial i<span class="_ _0"></span>ncome </div></div><div class="c xf ya5 w8 h11"><div class="t m0 x32 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">28</span> </div></div><div class="c x29 ya5 w9 h11"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">1 097      </span></div></div><div class="c x2b ya5 wa h11"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">543      </span></div></div><div class="c xd ya6 w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Financial e<span class="_ _0"></span>xpenses </div></div><div class="c xf ya6 w8 h10"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">28<span class="ls0"> </span></div></div><div class="c x29 ya6 w9 h10"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(2 617)     </span></div></div><div class="c x2b ya6 wa h10"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(4 296)     </span></div></div><div class="c xd ya7 w4 h16"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c xf ya7 w8 h16"><div class="t m0 x18 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 ya7 w9 h16"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">85 883 </span></div></div><div class="c x2b ya7 wa h16"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">85 012 </span></div></div><div class="c xd ya8 w4 h17"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf ya8 w8 h17"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 ya8 w9 h17"><div class="t m0 x31 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya8 wa h17"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd ya9 w4 h11"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Income tax </div></div><div class="c xf ya9 w8 h11"><div class="t m0 x32 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">29</span> </div></div><div class="c x29 ya9 w9 h11"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(17 465) </span></div></div><div class="c x2b ya9 wa h11"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(16 694)     </span></div></div><div class="c xd yaa w4 h11"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Profit from conti<span class="_ _0"></span>nuing operations<span class="_ _0"></span> </div></div><div class="c xf yaa w8 h11"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yaa w9 h11"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">68 418 </span></div></div><div class="c x2b yaa wa h11"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">68 318 </span></div></div><div class="c xd y4a w4 h10"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y4a w8 h10"><div class="t m0 x18 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 y4a w9 h10"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y4a wa h10"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yab w4 h10"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c xf yab w8 h10"><div class="t m0 x10 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yab w9 h10"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls5">68 <span class="ls0">4</span>18<span class="ls0"> </span></span></div></div><div class="c x2b yab wa h10"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">68 318 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 yac ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yad w4 h10"><div class="t m0 x16 hf y5e ff2 fs3 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 yad w8 h10"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yad w9 h10"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yad wa h10"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yae w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 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 yae w8 h10"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yae w9 h10"><div class="t m0 x34 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">68 418 </div></div><div class="c x2b yae wa h10"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">68 318 </span></div></div><div class="c xd yaf w4 h12"><div class="t m0 x23 h7 y8b ff1 fs3 fc0 sc0 ls8 ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf yaf w8 h12"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yaf w9 h12"><div class="t m0 xb h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2b yaf wa h12"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 yb0 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 yb1 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 yb2 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h19 yb3 ff2 fs5 fc0 sc0 ls0 ws0">Earnings per share </div><div class="t m0 x6 h9 yb4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 yb5 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yb6 wb h1a"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 yb6 wc h1a"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 yb6 wd h1a"><div class="t m0 x37 hf yb7 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x1d hf yb8 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x38 yb6 we h1a"><div class="t m0 x37 hf yb7 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x1d hf yb8 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd yb9 wb h1b"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 yb9 wc h1b"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 yb9 wd h1b"><div class="t m0 x6 hf y6a ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x38 yb9 we h1b"><div class="t m0 x6 hf y6a ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c xd yba wb h11"><div class="t m0 x15 hf y5e ff2 fs3 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 x35 yba wc h11"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">30</span> </div></div><div class="c x36 yba wd h11"><div class="t m0 x2f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c x38 yba we h11"><div class="t m0 x2f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c xd ybb wb h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x35 ybb wc h11"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 ybb wd h11"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c x38 ybb we h11"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c xd ybc wb h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operat<span class="_ _0"></span>ions </div></div><div class="c x35 ybc wc h11"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 ybc wd h11"><div class="t m0 x39 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 ybc we h11"><div class="t m0 x39 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xd ybd wb h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Diluted earning<span class="_ _0"></span>s per share in PLN<span class="_ _0"></span> </div></div><div class="c x35 ybd wc h11"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">30</span> </div></div><div class="c x36 ybd wd h11"><div class="t m0 x2f hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c x38 ybd we h11"><div class="t m0 x2f hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c xd ybe wb h14"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x35 ybe wc h14"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 ybe wd h14"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c x38 ybe we h14"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">0.91      </span></div></div><div class="c xd ybf wb h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operat<span class="_ _0"></span>ions </div></div><div class="c x35 ybf wc h11"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 ybf wd h11"><div class="t m0 x39 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 ybf we h11"><div class="t m0 x39 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 yc0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 yc1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 yc2 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 yc3 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 yc4 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 yc5 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:711.500000px;bottom:1312.140000px;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:1237.600000px;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:1209.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x2 y38 w3 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x9 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">6<span class="ff3 fs5"> </span></div><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 ls0 ws0">Consolidated sta<span class="_ _0"></span>tement of com<span class="_ _0"></span>prehensive income </div><div class="t m0 x6 h18 yc6 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yc7 w4 h1c"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yc7 w8 h1c"><div class="t m0 x1f hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Note </div></div><div class="c x29 yc7 w9 h1c"><div class="t m0 x21 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x2b yc7 wa h1c"><div class="t m0 x21 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c xd yc9 w4 h10"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yc9 w8 h10"><div class="t m0 x21 hf y5e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yc9 w9 h10"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x2b yc9 wa h10"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c xd yca w4 h10"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c xf yca w8 h10"><div class="t m0 x21 hf y5e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yca w9 h10"><div class="t m0 x21 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">68 418 </span></div></div><div class="c x2b yca wa h10"><div class="t m0 x21 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">68 318 </span></div></div><div class="c xd ycb w4 h10"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ycb w8 h10"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ycb w9 h10"><div class="t m0 x31 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ycb wa h10"><div class="t m0 x31 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd ycc w4 h11"><div class="t m0 x16 hf y5e ff2 fs3 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 ycc w8 h11"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ycc w9 h11"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 507 </div></div><div class="c x2b ycc wa h11"><div class="t m0 x26 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 030) </span></div></div><div class="c xd ycd w4 h10"><div class="t m0 x16 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Foreign oper<span class="_ _0"></span>ations curr<span class="_ _0"></span>ency translation di<span class="_ _0"></span>fference<span class="_ _0"></span>s </div></div><div class="c xf ycd w8 h10"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ycd w9 h10"><div class="t m0 x3a h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 507 </div></div><div class="c x2b ycd wa h10"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 030) </span></div></div><div class="c xd y10 w4 h10"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Other comprehensi<span class="_ _0"></span>ve income that<span class="_ _0"></span> will<span class="_ _0"></span> not be reclassified to profi<span class="_ _0"></span>t or loss </div></div><div class="c xf y10 w8 h10"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y10 w9 h10"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">18      </span></div></div><div class="c x2b y10 wa h10"><div class="t m0 x18 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls9">(38)<span class="ls0"> </span></span></div></div><div class="c xd yce w4 h10"><div class="t m0 x16 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Actuarial<span class="_ _0"></span> gains or losse<span class="_ _0"></span>s </div></div><div class="c xf yce w8 h10"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">20<span class="ls0"> </span></div></div><div class="c x29 yce w9 h10"><div class="t m0 x2e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">18      </span></div></div><div class="c x2b yce wa h10"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(38) </span></div></div><div class="c xd ycf w4 h11"><div class="t m0 x16 hf y5e ff2 fs3 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 ycf w8 h11"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ycf w9 h11"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 525 </div></div><div class="c x2b ycf wa h11"><div class="t m0 x3b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">   <span class="ls0">(19 068) </span></div></div><div class="c xd yd0 w4 h1d"><div class="t m0 x16 h7 yd1 ff1 fs3 fc0 sc0 ls0 ws0">Income tax on <span class="_ _0"></span>other comprehe<span class="_ _0"></span>nsive inco<span class="_ _0"></span>me, that will no<span class="_ _0"></span>t be reclassified <span class="_ _0"></span>to profit </div><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">or loss </div></div><div class="c xf yd0 w8 h1d"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd0 w9 h1d"><div class="t m0 x3c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(3)     </span></div></div><div class="c x2b yd0 wa h1d"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">7 </span></div></div><div class="c xd yd2 w4 h10"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Other net compreh<span class="_ _0"></span>ensive inco<span class="_ _0"></span>me </div></div><div class="c xf yd2 w8 h10"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd2 w9 h10"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x2b yd2 wa h10"><div class="t m0 x26 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 061) </span></div></div><div class="c xd yd3 w4 h13"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd3 w8 h13"><div class="t m0 x10 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd3 w9 h13"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd3 wa h13"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yd4 w4 h11"><div class="t m0 x16 hf y5e ff2 fs3 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 yd4 w8 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd4 w9 h11"><div class="t m0 x34 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">69<span class="ls0"> </span>940<span class="ls0"> </span></div></div><div class="c x2b yd4 wa h11"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">49 257 </span></div></div><div class="c xd yd5 w4 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd5 w8 h13"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd5 w9 h13"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd5 wa h13"><div class="t m0 x31 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd yd6 w4 h10"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd6 w8 h10"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd6 w9 h10"><div class="t m0 x3d h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b yd6 wa h10"><div class="t m0 x3d h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yd7 w4 h13"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Net comprehensi<span class="_ _0"></span>ve income for the y<span class="_ _0"></span>ear attributable to<span class="_ _5"></span>: </div></div><div class="c xf yd7 w8 h13"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd7 w9 h13"><div class="t m0 x3d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b yd7 wa h13"><div class="t m0 x3d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yd8 w4 h10"><div class="t m0 x23 h7 y5e ff1 fs3 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 h10"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd8 w9 h10"><div class="t m0 x34 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">69 940 </div></div><div class="c x2b yd8 wa h10"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">49 257 </span></div></div><div class="c xd yd9 w4 h10"><div class="t m0 x23 h7 y8b ff1 fs3 fc0 sc0 ls8 ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf yd9 w8 h10"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yd9 w9 h10"><div class="t m0 xb h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2b yd9 wa h10"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xd y1b w4 h11"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y1b w8 h11"><div class="t m0 x10 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y1b w9 h11"><div class="t m0 x3d h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y1b wa h11"><div class="t m0 x3d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd yda w4 h17"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Other comprehensi<span class="_ _0"></span>ve income att<span class="_ _0"></span>ributabl<span class="_ _0"></span>e to:  </div></div><div class="c xf yda w8 h17"><div class="t m0 x10 h7 y0 ff1 fs3 fc4 sc0 ls0 ws0"> </div></div><div class="c x29 yda w9 h17"><div class="t m0 x3d h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b yda wa h17"><div class="t m0 x3d h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd ydb w4 h11"><div class="t m0 x23 h7 y5e ff1 fs3 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 h11"><div class="t m0 x10 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ydb w9 h11"><div class="t m0 x3a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x2b ydb wa h11"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 061) </span></div></div><div class="c xd ydc w4 h1e"><div class="t m0 x23 h7 ydd ff1 fs3 fc0 sc0 ls8 ws0">Non<span class="ls0">-controlling int<span class="_ _0"></span>erests </span></div></div><div class="c xf ydc w8 h1e"><div class="t m0 x10 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 ydc w9 h1e"><div class="t m0 xb h7 ydd ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2b ydc wa h1e"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 yde ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 ydf ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 ye0 ff1 fs2 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:1184.480000px;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 h1f" ><div class="pc pc7 wf h1f"><img class="bi x3e y38 w10 h20" alt="" 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class="c x0 y0 w11 h1f"><div class="t m0 x3f h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x40 h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x41 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 x42 h6 ye4 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x43 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial st<span class="_ _0"></span>atements </div><div class="t m0 x44 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">7<span class="ff3 fs5"> </span></div><div class="t m0 x42 ha ye5 ff2 fs0 fc3 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 h18 ye6 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 ye7 w12 h21"><div class="t m0 x13 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 ye7 w13 h21"><div class="t m0 x1b hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x46 ye7 w14 h21"><div class="t m0 x47 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c x35 ye7 w15 h21"><div class="t m0 x48 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x49 ye7 w16 h21"><div class="t m0 x10 hf ye9 ff2 fs3 fc0 sc0 ls0 ws0">Exchange differenc<span class="_ _0"></span>es </div><div class="t m0 x4a hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">from translating for<span class="_ _5"></span>e<span class="_ _1"></span>ign </div><div class="t m0 x4b hf y6c ff2 fs3 fc0 sc0 ls0 ws0">entities </div></div><div class="c x4c ye7 w17 h21"><div class="t m0 x4d hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Other capitals<span class="_ _0"></span> </div></div><div class="c x4e ye7 w18 h21"><div class="t m0 x4d hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Retained earnin<span class="_ _0"></span>gs </div></div><div class="c x4f ye7 w19 h21"><div class="t m0 x32 hf yea ff2 fs3 fc0 sc0 ls0 ws0">Attributable to </div><div class="t m0 x28 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">shareholders of </div><div class="t m0 x2e hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">the Parent </div><div class="t m0 x50 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Company </div></div><div class="c x51 ye7 w1a h21"><div class="t m0 x22 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c x42 yec w12 h22"><div class="t m0 x15 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 yec w13 h22"><div class="t m0 x52 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x46 yec w14 h22"><div class="t m0 x53 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 yec w15 h22"><div class="t m0 xd h7 yee ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 yec w16 h22"><div class="t m0 x54 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c yec w17 h22"><div class="t m0 x55 h7 yee ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e yec w18 h22"><div class="t m0 x3a h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f yec w19 h22"><div class="t m0 x27 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x51 yec w1a h22"><div class="t m0 x56 h7 yed ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x42 yef w12 h23"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c x45 yef w13 h23"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">7 504      </span></div></div><div class="c x46 yef w14 h23"><div class="t m0 x47 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">35 677      </span></div></div><div class="c x35 yef w15 h23"><div class="t m0 x48 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">329      </span></div></div><div class="c x49 yef w16 h23"><div class="t m0 x1f hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(8 487)     </span></div></div><div class="c x4c yef w17 h23"><div class="t m0 x4a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(104)     </span></div></div><div class="c x4e yef w18 h23"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">385 032      </span></div></div><div class="c x4f yef w19 h23"><div class="t m0 x1b hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">419 951      </span></div></div><div class="c x51 yef w1a h23"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">419 951      </span></div></div><div class="c x42 yf1 w12 h24"><div class="t m0 x15 h25 yf2 ff4 fs3 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x45 yf1 w13 h24"><div class="t m0 x52 hf yf2 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x46 yf1 w14 h24"><div class="t m0 x53 hf yf2 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 yf1 w15 h24"><div class="t m0 xd hf yf3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 yf1 w16 h24"><div class="t m0 x54 hf yf2 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c yf1 w17 h24"><div class="t m0 x57 hf yf2 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4e yf1 w18 h24"><div class="t m0 x3a hf yf2 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f yf1 w19 h24"><div class="t m0 x3a hf yf2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x51 yf1 w1a h24"><div class="t m0 x15 h7 yf2 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yf4 w12 h26"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x45 yf4 w13 h26"><div class="t m0 xd h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf4 w14 h26"><div class="t m0 x58 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x35 yf4 w15 h26"><div class="t m0 x59 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf4 w16 h26"><div class="t m0 x1e h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                                       <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4c yf4 w17 h26"><div class="t m0 x32 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4e yf4 w18 h26"><div class="t m0 x23 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x4f yf4 w19 h26"><div class="t m0 x18 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x51 yf4 w1a h26"><div class="t m0 x18 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">68 418      </span></div></div><div class="c x42 yf5 w12 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive i<span class="_ _0"></span>ncome </div></div><div class="c x45 yf5 w13 h27"><div class="t m0 xd h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf5 w14 h27"><div class="t m0 x58 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x35 yf5 w15 h27"><div class="t m0 x59 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf5 w16 h27"><div class="t m0 x1b h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">1 507</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4c yf5 w17 h27"><div class="t m0 x1b h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">15      </span></div></div><div class="c x4e yf5 w18 h27"><div class="t m0 x5a h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4f yf5 w19 h27"><div class="t m0 x5b h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x51 yf5 w1a h27"><div class="t m0 x5c h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">1 522 </div></div><div class="c x42 yf6 w12 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x45 yf6 w13 h27"><div class="t m0 xd hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x46 yf6 w14 h27"><div class="t m0 x58 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x35 yf6 w15 h27"><div class="t m0 x59 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf6 w16 h27"><div class="t m0 x1b hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">1 507      </span></div></div><div class="c x4c yf6 w17 h27"><div class="t m0 x33 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">15      </span></div></div><div class="c x4e yf6 w18 h27"><div class="t m0 x23 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x4f yf6 w19 h27"><div class="t m0 x18 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">69 940      </span></div></div><div class="c x51 yf6 w1a h27"><div class="t m0 x18 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">69 940      </span></div></div><div class="c x42 yf7 w12 h26"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total changes i<span class="_ _0"></span>n equity </div></div><div class="c x45 yf7 w13 h26"><div class="t m0 x5d hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> - </div></div><div class="c x46 yf7 w14 h26"><div class="t m0 x5e hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> - </div></div><div class="c x35 yf7 w15 h26"><div class="t m0 x59 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 yf7 w16 h26"><div class="t m0 x1b hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">1 507      </span></div></div><div class="c x4c yf7 w17 h26"><div class="t m0 x4a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">15      </span></div></div><div class="c x4e yf7 w18 h26"><div class="t m0 x23 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">68 418      </span></div></div><div class="c x4f yf7 w19 h26"><div class="t m0 x18 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">69 940      </span></div></div><div class="c x51 yf7 w1a h26"><div class="t m0 x18 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">69 940      </span></div></div><div class="c x42 yf8 w12 h26"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x45 yf8 w13 h26"><div class="t m0 x5f hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> 7 504 </div></div><div class="c x46 yf8 w14 h26"><div class="t m0 x42 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">35 677 </div></div><div class="c x35 yf8 w15 h26"><div class="t m0 x47 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">329</span> </div></div><div class="c x49 yf8 w16 h26"><div class="t m0 x1f hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(6 980)     </span></div></div><div class="c x4c yf8 w17 h26"><div class="t m0 x60 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(89)     </span></div></div><div class="c x4e yf8 w18 h26"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">453 450      </span></div></div><div class="c x4f yf8 w19 h26"><div class="t m0 x1b hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">489 891      </span></div></div><div class="c x51 yf8 w1a h26"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">489 891      </span></div></div><div class="c x0 y0 w11 h1f"><div class="t m0 x42 h7 yf9 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 yfa w1b h21"><div class="t m0 x5a hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 yfa w1c h21"><div class="t m0 x1b hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x62 yfa w1d h21"><div class="t m0 x63 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c x64 yfa w1e h21"><div class="t m0 x2d hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x44 yfa w1f h21"><div class="t m0 x1b hf ye9 ff2 fs3 fc0 sc0 ls0 ws0">Exchange differenc<span class="_ _0"></span>es </div><div class="t m0 x48 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">from translating for<span class="_ _5"></span>eign </div><div class="t m0 x13 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">entities </div></div><div class="c x65 yfa w20 h21"><div class="t m0 x2f hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Other capitals<span class="_ _0"></span> </div></div><div class="c x4e yfa w18 h21"><div class="t m0 x60 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Retained earnin<span class="_ _0"></span>gs </div></div><div class="c x66 yfa w21 h21"><div class="t m0 x67 hf yea ff2 fs3 fc0 sc0 ls0 ws0">Attributable to </div><div class="t m0 x28 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">shareholders of </div><div class="t m0 x2e hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">the Parent </div><div class="t m0 x50 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Company </div></div><div class="c x51 yfa w22 h21"><div class="t m0 x22 hf ye8 ff2 fs3 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c x42 yfb w1b h28"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 yfb w1c h28"><div class="t m0 xd h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x62 yfb w1d h28"><div class="t m0 x68 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 yfb w1e h28"><div class="t m0 x52 h7 yfc ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x44 yfb w1f h28"><div class="t m0 x69 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 yfb w20 h28"><div class="t m0 x59 h7 yfc ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e yfb w18 h28"><div class="t m0 x3a h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x66 yfb w21 h28"><div class="t m0 x27 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x51 yfb w22 h28"><div class="t m0 xa h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x42 yfd w1b h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </div></div><div class="c x61 yfd w1c h27"><div class="t m0 x10 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">7 504      </span></div></div><div class="c x62 yfd w1d h27"><div class="t m0 x63 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">35 677      </span></div></div><div class="c x64 yfd w1e h27"><div class="t m0 x2d hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">329      </span></div></div><div class="c x44 yfd w1f h27"><div class="t m0 x22 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">10 543      </span></div></div><div class="c x65 yfd w20 h27"><div class="t m0 x16 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls9">(73)<span class="ls0"> </span></span></div></div><div class="c x4e yfd w18 h27"><div class="t m0 x2e hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">316 714      </span></div></div><div class="c x66 yfd w21 h27"><div class="t m0 x1d hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">370 694      </span></div></div><div class="c x51 yfd w22 h27"><div class="t m0 x1a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">370 694      </span></div></div><div class="c x42 yfe w1b h27"><div class="t m0 x15 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x61 yfe w1c h27"><div class="t m0 xd hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x62 yfe w1d h27"><div class="t m0 x68 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x64 yfe w1e h27"><div class="t m0 x52 h7 ydd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x44 yfe w1f h27"><div class="t m0 x69 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x65 yfe w20 h27"><div class="t m0 x6a hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x4e yfe w18 h27"><div class="t m0 x3a hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x66 yfe w21 h27"><div class="t m0 x3a h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x51 yfe w22 h27"><div class="t m0 x39 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y100 w1b h26"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x61 y100 w1c h26"><div class="t m0 xd h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y100 w1d h26"><div class="t m0 x53 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x64 y100 w1e h26"><div class="t m0 x5d h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y100 w1f h26"><div class="t m0 x50 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x65 y100 w20 h26"><div class="t m0 x48 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4e y100 w18 h26"><div class="t m0 x22 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">68 318 </span></div></div><div class="c x66 y100 w21 h26"><div class="t m0 x30 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">68 318 </span></div></div><div class="c x51 y100 w22 h26"><div class="t m0 x1c h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">68 318 </span></div></div><div class="c x42 y101 w1b h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive i<span class="_ _0"></span>ncome </div></div><div class="c x61 y101 w1c h27"><div class="t m0 xd h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y101 w1d h27"><div class="t m0 x53 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x64 y101 w1e h27"><div class="t m0 x5d h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y101 w1f h27"><div class="t m0 x1a h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 030)     </span></div></div><div class="c x65 y101 w20 h27"><div class="t m0 x16 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(31)     </span></div></div><div class="c x4e y101 w18 h27"><div class="t m0 x5a h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x66 y101 w21 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 061) </span></div></div><div class="c x51 y101 w22 h27"><div class="t m0 x2f h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 061) </span></div></div><div class="c x42 y102 w1b h26"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total comprehensive i<span class="_ _0"></span>ncome </div></div><div class="c x61 y102 w1c h26"><div class="t m0 xd hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y102 w1d h26"><div class="t m0 x53 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x64 y102 w1e h26"><div class="t m0 x5d hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y102 w1f h26"><div class="t m0 x1a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 030)     </span></div></div><div class="c x65 y102 w20 h26"><div class="t m0 x33 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(31)     </span></div></div><div class="c x4e y102 w18 h26"><div class="t m0 x22 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">68 318 </span></div></div><div class="c x66 y102 w21 h26"><div class="t m0 x30 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">49 257      </span></div></div><div class="c x51 y102 w22 h26"><div class="t m0 x2e hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">49 257      </span></div></div><div class="c x42 y103 w1b h26"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total changes i<span class="_ _0"></span>n equity </div></div><div class="c x61 y103 w1c h26"><div class="t m0 x59 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> - </div></div><div class="c x62 y103 w1d h26"><div class="t m0 x6b hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> - </div></div><div class="c x64 y103 w1e h26"><div class="t m0 x5d hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x44 y103 w1f h26"><div class="t m0 x1a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(19 030)     </span></div></div><div class="c x65 y103 w20 h26"><div class="t m0 x33 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(31)     </span></div></div><div class="c x4e y103 w18 h26"><div class="t m0 x22 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">68 318 </span></div></div><div class="c x66 y103 w21 h26"><div class="t m0 x30 hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">49 257      </span></div></div><div class="c x51 y103 w22 h26"><div class="t m0 x2e hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">49 257      </span></div></div><div class="c x42 y104 w1b h26"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x61 y104 w1c h26"><div class="t m0 x5f hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> 7 504 </div></div><div class="c x62 y104 w1d h26"><div class="t m0 x6c hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">35 677 </div></div><div class="c x64 y104 w1e h26"><div class="t m0 x6d hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">329</span> </div></div><div class="c x44 y104 w1f h26"><div class="t m0 x2e hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(8 487)     </span></div></div><div class="c x65 y104 w20 h26"><div class="t m0 x2f hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(104)     </span></div></div><div class="c x4e y104 w18 h26"><div class="t m0 x2e hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">385 032      </span></div></div><div class="c x66 y104 w21 h26"><div class="t m0 x1d hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">419 951      </span></div></div><div class="c x51 y104 w22 h26"><div class="t m0 x1a hf yf0 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">419 951      </span></div></div><div class="c x0 y0 w11 h1f"><div class="t m0 x42 h18 y105 ff3 fs5 fc0 sc0 ls0 ws0"> </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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial st<span class="_ _0"></span>atements </div><div class="t m0 x72 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">8<span class="ff3 fs5"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 ls0 ws0">Consolidated c<span class="_ _0"></span>ash flow statem<span class="_ _0"></span>ent </div><div class="t m0 x6 h19 y108 ff2 fs5 fc6 sc0 ls0 ws0"> </div></div><div class="c x6 y109 w25 h1c"><div class="t m0 x74 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y109 w26 h1c"><div class="t m0 x28 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Note </div></div><div class="c x76 y109 w27 h1c"><div class="t m0 x77 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x78 y109 w28 h1c"><div class="t m0 x77 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div></div><div class="c x6 y10a w25 h11"><div class="t m0 x74 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y10a w26 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 y10a w27 h11"><div class="t m0 x79 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x78 y10a w28 h11"><div class="t m0 x79 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c x6 y10b w25 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y10b w26 h11"><div class="t m0 x7a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 y10b w27 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y10b w28 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 ycb w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m operating activit<span class="_ _0"></span>ies </div></div><div class="c x75 ycb w26 h11"><div class="t m0 x7a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 ycb w27 h11"><div class="t m0 x7b hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 ycb w28 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 ycc w25 h11"><div class="t m0 x23 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c x75 ycc w26 h11"><div class="t m0 x7a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 ycc w27 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">85 883 </div></div><div class="c x78 ycc w28 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">85 012 </div></div><div class="c x6 y10c w25 h2b"><div class="t m0 x23 hf y10d ff2 fs3 fc0 sc0 ls0 ws0">Adjustments for<span class="_ _0"></span>: </div></div><div class="c x75 y10c w26 h2b"><div class="t m0 x7a hf y10d ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x76 y10c w27 h2b"><div class="t m0 x5b hf y66 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(108 498)     </span></div></div><div class="c x78 y10c w28 h2b"><div class="t m0 x7d hf y10d ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">69 852      </span></div></div><div class="c x6 y10e w25 h11"><div class="t m0 x2a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>and deprec<span class="_ _0"></span>iation </div></div><div class="c x75 y10e w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">25<span class="ls0"> </span></div></div><div class="c x76 y10e w27 h11"><div class="t m0 x7c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">19 432 </div></div><div class="c x78 y10e w28 h11"><div class="t m0 x7c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">16 355 </div></div><div class="c x6 y10f w25 h11"><div class="t m0 x2a h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Net int<span class="_ _0"></span>erest </div></div><div class="c x75 y10f w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">28<span class="ls0"> </span></div></div><div class="c x76 y10f w27 h11"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">1 484 </div></div><div class="c x78 y10f w28 h11"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">3 758 </div></div><div class="c x6 y110 w25 h2c"><div class="t m0 x2a h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Profit/Loss<span class="_ _0"></span> on investing act<span class="_ _0"></span>ivities </div></div><div class="c x75 y110 w26 h2c"><div class="t m0 x1f h7 y6a ff1 fs3 fc0 sc0 ls5 ws0">27<span class="ls0"> </span></div></div><div class="c x76 y110 w27 h2c"><div class="t m0 x6c h7 y6a ff1 fs3 fc0 sc0 lsa ws0">(1<span class="ls0"> <span class="ls5">334)</span> </span></div></div><div class="c x78 y110 w28 h2c"><div class="t m0 x2a h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(27)     </span></div></div><div class="c x6 y111 w25 h14"><div class="t m0 x2a h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Foreign excha<span class="_ _0"></span>nge gains/losse<span class="_ _0"></span>s </div></div><div class="c x75 y111 w26 h14"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y111 w27 h14"><div class="t m0 x3d h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">(241) </div></div><div class="c x78 y111 w28 h14"><div class="t m0 x77 h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(567)     </span></div></div><div class="c x6 y112 w25 h11"><div class="t m0 x2a h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Other adju<span class="_ _0"></span>stments </div></div><div class="c x75 y112 w26 h11"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y112 w27 h11"><div class="t m0 x7e h7 y6a ff1 fs3 fc0 sc0 ls5 ws0">35<span class="ls0"> </span></div></div><div class="c x78 y112 w28 h11"><div class="t m0 x7f h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(5)     </span></div></div><div class="c x6 y113 w25 h11"><div class="t m0 x2a h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y113 w26 h11"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y113 w27 h11"><div class="t m0 x7b hf y6a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y113 w28 h11"><div class="t m0 x7b hf y6a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y114 w25 h11"><div class="t m0 x7f hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Changes in balan<span class="_ _0"></span>ce sheet ite<span class="_ _0"></span>ms: </div></div><div class="c x75 y114 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y114 w27 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y114 w28 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y115 w25 h11"><div class="t m0 x7f h7 y5e ff1 fs3 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 x75 y115 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x76 y115 w27 h11"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(47 024)     </span></div></div><div class="c x78 y115 w28 h11"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">6 291 </div></div><div class="c x6 y116 w25 h11"><div class="t m0 x7f h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x75 y116 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x76 y116 w27 h11"><div class="t m0 x5b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(208 885)     </span></div></div><div class="c x78 y116 w28 h11"><div class="t m0 x7c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">42 740 </div></div><div class="c x6 y117 w25 h11"><div class="t m0 x7f h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x75 y117 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x76 y117 w27 h11"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">411      </span></div></div><div class="c x78 y117 w28 h11"><div class="t m0 x81 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">(78) </div></div><div class="c x6 y118 w25 h11"><div class="t m0 x7f h7 y5e ff1 fs3 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 x75 y118 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x76 y118 w27 h11"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">125 718      </span></div></div><div class="c x78 y118 w28 h11"><div class="t m0 x83 h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">250<span class="ls0"> </span></div></div><div class="c x6 y119 w25 h11"><div class="t m0 x7f h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee benef<span class="_ _0"></span>it liabilities </div></div><div class="c x75 y119 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x76 y119 w27 h11"><div class="t m0 x84 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 906      </span></div></div><div class="c x78 y119 w28 h11"><div class="t m0 xb h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">1 135 </div></div><div class="c x6 y11a w25 h11"><div class="t m0 x23 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Cash from acti<span class="_ _0"></span>vities </div></div><div class="c x75 y11a w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y11a w27 h11"><div class="t m0 x85 hf y5e ff2 fs3 fc0 sc0 ls9 ws0">(22<span class="ls0"> <span class="ls5">615)</span> </span></div></div><div class="c x78 y11a w28 h11"><div class="t m0 x3e hf y5e ff2 fs3 fc0 sc0 ls0 ws0">154 864 </div></div><div class="c x6 y11b w25 h11"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Income tax pai<span class="_ _0"></span>d </div></div><div class="c x75 y11b w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y11b w27 h11"><div class="t m0 x85 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">(17 <span class="ls5">469)</span> </div></div><div class="c x78 y11b w28 h11"><div class="t m0 x5f h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(14 519) </span></div></div><div class="c x6 y11c w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Net cash from operati<span class="_ _0"></span>ng activi<span class="_ _0"></span>ties </div></div><div class="c x75 y11c w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y11c w27 h11"><div class="t m0 x85 hf y5e ff2 fs3 fc0 sc0 ls9 ws0">(40<span class="ls0"> <span class="ls5">084)</span> </span></div></div><div class="c x78 y11c w28 h11"><div class="t m0 x47 hf y5e ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">140 345 </span></div></div><div class="c x6 y11d w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y11d w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y11d w27 h11"><div class="t m0 x7b hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y11d w28 h11"><div class="t m0 x7b hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y11e w25 h14"><div class="t m0 x16 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m investing activit<span class="_ _0"></span>ies </div></div><div class="c x75 y11e w26 h14"><div class="t m0 x10 h7 y11f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y11e w27 h14"><div class="t m0 x7b h7 y7b ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y11e w28 h14"><div class="t m0 x7b h7 y7b ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y120 w25 h11"><div class="t m0 x26 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Sale of pr<span class="_ _0"></span>operty, plant<span class="_ _0"></span> and equipment  </div></div><div class="c x75 y120 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y120 w27 h11"><div class="t m0 x84 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">2 400      </span></div></div><div class="c x78 y120 w28 h11"><div class="t m0 x77 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">29      </span></div></div><div class="c x6 y121 w25 h11"><div class="t m0 x26 h7 y5e ff1 fs3 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 x75 y121 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y121 w27 h11"><div class="t m0 x80 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(17 659)     </span></div></div><div class="c x78 y121 w28 h11"><div class="t m0 x86 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(11 086)     </span></div></div><div class="c x6 y122 w25 h11"><div class="t m0 x26 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> received </div></div><div class="c x75 y122 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y122 w27 h11"><div class="t m0 x84 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 094      </span></div></div><div class="c x78 y122 w28 h11"><div class="t m0 x87 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">537      </span></div></div><div class="c x6 y123 w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Net cash from investi<span class="_ _0"></span>ng activi<span class="_ _0"></span>ties </div></div><div class="c x75 y123 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y123 w27 h11"><div class="t m0 x80 hf y5e ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(14 165) </span></div></div><div class="c x78 y123 w28 h11"><div class="t m0 x5f hf y5e ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(10 520) </span></div></div><div class="c x6 y124 w25 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y124 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y124 w27 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y124 w28 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y125 w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m financing activiti<span class="_ _0"></span>es </div></div><div class="c x75 y125 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y125 w27 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y125 w28 h11"><div class="t m0 x7b h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y126 w25 h11"><div class="t m0 x23 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Proceeds f<span class="_ _0"></span>rom loans </div></div><div class="c x75 y126 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y126 w27 h11"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">65 318      </span></div></div><div class="c x78 y126 w28 h11"><div class="t m0 x88 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x6 y127 w25 h2c"><div class="t m0 x23 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Repayments <span class="_ _0"></span>of loans </div></div><div class="c x75 y127 w26 h2c"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y127 w27 h2c"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(31 971)     </span></div></div><div class="c x78 y127 w28 h2c"><div class="t m0 x86 h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(81 722)     </span></div></div><div class="c x6 y128 w25 h11"><div class="t m0 x23 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Repayment o<span class="_ _0"></span>f lease liabil<span class="_ _0"></span>ities </div></div><div class="c x75 y128 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y128 w27 h11"><div class="t m0 x6d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(8 055)     </span></div></div><div class="c x78 y128 w28 h11"><div class="t m0 x87 h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(8 619)     </span></div></div><div class="c x6 y129 w25 h11"><div class="t m0 x23 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> paid on loans </div></div><div class="c x75 y129 w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y129 w27 h11"><div class="t m0 x6d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(652)     </span></div></div><div class="c x78 y129 w28 h11"><div class="t m0 x87 h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(3 249)     </span></div></div><div class="c x6 y12a w25 h11"><div class="t m0 x23 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span>s paid on leases </div></div><div class="c x75 y12a w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y12a w27 h11"><div class="t m0 x6d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(1 925)     </span></div></div><div class="c x78 y12a w28 h11"><div class="t m0 x87 h7 y6a ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(1 491)     </span></div></div><div class="c x6 y12b w25 h11"><div class="t m0 x16 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">Net cash from financin<span class="_ _5"></span>g activities </div></div><div class="c x75 y12b w26 h11"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y12b w27 h11"><div class="t m0 x82 hf y6a ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">22 715 </span></div></div><div class="c x78 y12b w28 h11"><div class="t m0 x5f hf y6a ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(95 081) </span></div></div><div class="c x6 y12c w25 h14"><div class="t m0 x16 hf y12d ff2 fs3 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 x75 y12c w26 h14"><div class="t m0 x10 h2d y12e ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y12c w27 h14"><div class="t m0 x85 hf y12d ff2 fs3 fc0 sc0 ls9 ws0">(31<span class="ls0"> <span class="ls5">534)</span> </span></div></div><div class="c x78 y12c w28 h14"><div class="t m0 x7c hf y12d ff2 fs3 fc0 sc0 ls0 ws0">34 744 </div></div><div class="c x6 y12f w25 h11"><div class="t m0 x23 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">Effect of t<span class="_ _0"></span>ranslation of c<span class="_ _0"></span>ash and cash equivale<span class="_ _0"></span>nts </div></div><div class="c x75 y12f w26 h11"><div class="t m0 x10 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y12f w27 h11"><div class="t m0 x83 h7 y6a ff1 fs3 fc0 sc0 ls5 ws0">735<span class="ls0"> </span></div></div><div class="c x78 y12f w28 h11"><div class="t m0 x89 h7 y6a ff1 fs3 fc0 sc0 lsa ws0">(3<span class="ls0"> <span class="ls5">653)</span> </span></div></div><div class="c x6 y130 w25 h11"><div class="t m0 x16 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">Net change in cash<span class="_ _0"></span> </div></div><div class="c x75 y130 w26 h11"><div class="t m0 x10 h2d y6c ff6 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y130 w27 h11"><div class="t m0 x85 hf y6a ff2 fs3 fc0 sc0 ls9 ws0">(30<span class="ls0"> <span class="ls5">799)</span> </span></div></div><div class="c x78 y130 w28 h11"><div class="t m0 x7c hf y6a ff2 fs3 fc0 sc0 ls0 ws0">31 091 </div></div><div class="c x6 y131 w25 h2c"><div class="t m0 x15 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y131 w26 h2c"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y131 w27 h2c"><div class="t m0 x7b hf y6a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y131 w28 h2c"><div class="t m0 x7b hf y6a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y132 w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 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 peri<span class="_ _0"></span>od </div></div><div class="c x75 y132 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x76 y132 w27 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">69 927 </div></div><div class="c x78 y132 w28 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">38 836 </div></div><div class="c x6 y133 w25 h11"><div class="t m0 x16 hf y5e ff2 fs3 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 x75 y133 w26 h11"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x76 y133 w27 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c x78 y133 w28 h11"><div class="t m0 x7c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">69 927 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd y134 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff2"> </span></div></div><a class="l" href="#pf35" ><span class="d m1" 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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/LqvqA47+19t7nnHvnAWbAh1uKihLFWkSrSIMV2lpMn9KEmKZN09a3fdd/o43tyyY1fUpsjY9tQqPWilVEUAJSrQjCDAwqDLfOOE93Lvfec/bea/XFnQFsg5nUGeV6P593k3lx9/md8+J7VtZZaytSSilNhqeb6dJirGON2sxOzoczqXvm8c2vPHX/P9z5jRtv+Llfu+maG19/1cF9MWu7pVra1OS8iKgRY4q+iSbF9mkh9Vxkphf+ru/clXw/tvZcRGzFuZ/7dalNZR61j4hIY5PaJrU10rGI7z5z9ssPHrrvwSe/cWj12JmtRbtnIx8ow6SszaNp0v4rFv18a71PTdss7x9L8dEEANi9DV1SilrHiJTPLRIfKCfHrUmbp32ezmsT3Z4xpbHGVh1PneoP3fXIP3/uy6852L3jrdf/8Xtvuf6Vky5iGu0sDaXvU+3TJGo/1G5p+xbriBJle8H3+Yy+pK9oHMeIaJpmGIZaa27bSUrd9rJ3GSJi2Oqb6XLN0yHF6Y3+sSeO/sUn7//Wt46cOt2XZt+iLMXksnlqxpxqlOjq9uEotZltfxsYy/ZLkNEAALu1of+vmtox5RpNOX/Z9gukiByT/Y8fP3Pk3+595NCTv/2ut95y45tvePWk1HbWtSnK0Pdt0y4i+sXYpZh0bTQ1xnI+oy+5lFJKKSLato2IrpaoY7+12XRdNG2kSeyZbkScXMSRo5v/8unPffLf/+PsZdecOVNyd1nk5X7omnYylO0vAGOUMaJESvEDR9c9t5iupAEANHTE6eaKGs2Ymxq5pibqGKXm6FMtbV10dejrtJ9e2aby8DObhz/02X+8464brr3qlrdde+vbr3vVlfvaZppK2ehj2jUpRSmli5xzPb+5o6Tzx8xdki8AtaaUaq2llO2jtZtxPeW+67phTH1pz0b66uPHP//gE1/8z0NPn1g/vj5vlq7rN1OdLrfd8rgYa9Qxp4ghxZBr39Q+RR1TO+YX1nN54Tkc9fxuFQAAdmlDL9rLn9/EXMeoY1PHJvqmllyHFKXWqCX1Nfo620jTxdCeevT0lx76wvv/5o73vPNt7/2dX//51y/N2phHbCxi1uSmiTqMbZtemJqXKKLHcWzbdnsdehiGUkrkSdtMS5qejvy1wyf+7AMf/tq3T2x0B2L54HzcH3kcl/bF5kYMw9APkSKmEU0fw+L85SmRayrPH3q9PZYaUZ+7raam/HxdAwCwCxs6yhhRUy0RJdVzp7aN0Q0pRV6KSLmOkyhjakozqal7dqwbdVbT0uXd/k/cc+hTX370Da+96ta3vPKd73jjm157dW1iqDFtJ3HuVu8aUXI0l2gPRNu2pZTtLdFt27Zt++TJ8SuHjt557zfve+Tb31tbbMRS6VaGZhrzIcYhpTKd92PpSo7alGhqGRcxH6Jta6QaqZau1KgpndvMXbf3b9RUf+CM6/pjO+0aAICXYEO3db59Jfj5i1HyGE1Jk8hNxDRS245np/XZoWm2xhqpiWZamyb6zfXp3uXZ3tPrJ79+5PjRw/d+4uP1Tde+6t23/OLt73lXnnXTJm9naIqoUfKl+WVhKSUiuq4rpRw+fPjuu+/+4D1Hvnpqb5nuW3QHaj+P2b6YzmKxERunumna3wxrp46n6atzU4ahr01tlto064Z5H9HU2tZoInJ9bgV6+0aZun2vzPY15ttbUyQ0AMBLRarn991Ofvevd9Bzd+NW1zZpXJR+48brX/dHt7/nbddd+eq9sa+cifFkpI3Y2tjac2MpMWlimPc51a6blBQ1YvuGw0WJy/P2anWJ7VxNTUQeIzbHKCkiR4m4vH8q2lmkbqzL8zR5NmIr4tg8PnzHox//18+eWdscuuVF7nbK3Calf99t1//Vn/yyjz4AwP/b8+vQ44/pTpKLY+hetrHYzLPL8rTe9djJB97/wZWDy++47qrbbnrDzddf/fI9Oe0tk7F2OeU6tpMatUbZaCJFSjlyV2OW0mZ0EdFEbiJyKqmWsV80bV4uNZq21lQizZsr+yGapn225se+e/zerz9+30NPP/rk0WdObtZub5nuX9SdNLoxlWJJGwDgYjV0ye1OevDpcqRJSanUGu3S2qxZO/q9I2vH7njw6QPTuP23bvulm6/9jSsjp9iaj0uTFDFGHWJcRJNzRJQSEf3kyvM3tUSKlFKt/WY0s5wj5utlGLvlPU83SynHw0/O/+6fPvLAQ4fPzNNWmeXpvmHpFYvSlpQj6vmt2DtAGceSss89AMDFaejYWWm1diwmk2imMYwxjFGapZ+9ZvPEf/dbae3s4gMf/cxHPrXvT9/1sj/4vd88MJ2sj9HWdpraFBHDGG2OJket04iIc4dUp4iIpl3eNy76Umo3uyxHjKXec2Tjox+78+HHDp1am8/L8tAuDXmpX5RIXZrti6HEsBnNjhldTVGtQwMAXLSG3lFpdcXSfGO+vlik3E5qNxvL0J88loYxdbM2pn2/OHF68y8/+dDffuHw29983btvfO11r3vNVQe7A9OujcildKmmiGk5HRERTaSuxqRPeW2e07TdqPGdp7e+9MA377v/v+75Xpxd36yxlJr90TYlTYaS0zTX6GpfI7XRdlHHHdPQUR2SBwBw0Ro6lcUOeu4TZ9f27D+w1E76ofSRcjcZthZ5thS1LoY+5UmO9P3Jwe/3wxP3H/3YFx8+sNz+6k03/OHtt77xVTHLeRYRES8f1iNS5Gmkdkh5PWI+iw/d+d2//8Rnnjq2Nk72RJ7Oh1LHSTudlkhjiVwi5dR2k3EYytZGRERTUt4xDd3FVrNzdp4AALzUG3oWWzvouRf7X7EZqYwpUhuRo6SYTMtYIyKlJkXUVKLmqCmizdM9zw79nXd/5esP3v/WN177vt+/7S3X7M0R0efoJuMix9LSsfXxzq8+/vFP3/XNp04fn7cxu2xR2tKnSe6jjRi3IqLZvhlmjBg32hrnfkmYhnNHO++I93vYnKTR5x4A4OI09BX19A567rXmYER9bvdJqjVHSVFzrSnGFDXV2CzPRoxNHdtYtDFMm0U+u/7I/U/9+cP3vu7qV9568y/8ys03tWXyxLef+vy9n3vw4SPfOXamNNM6pMvbSSmnhpKbbpLHeUTkcxcH1hQ11e2/u32Qc9SIsoPe72ZjuW743AMA/CiePx/6gRM76sFrRIq8fZff9o8Ca6SoOUrUklKJiI08Pfe/NXJEm6KrfZeji36xfrr0i62feU3OkXI8uxmbmzGZRJTocrQpyhgxRtfGRn1uUj/wF7flGmOKknbQ+x2v2BNXL/nkAwD8CE1lBAAA8MM9t+58rqH/178BAIAfznUbAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQVyRPpAAAFVRJREFUAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAAC6W1ggAdonV1dVd9XpXVla86cAlYh0aAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAXS6q1mgIAAFw469AAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AALtVawQAu8Tq6qoh7DYrKyuGAJeCdWgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAAXlyqtZoCAABcOOvQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAwM7SGgHALrG6umoI8FNmZWXFEH4irEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAA8OJSrdUUAADgwlmHBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgCAnzatEQDsEqurqzviOVdWVrxZwEucdWgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAAXlyqtZoCAABcOOvQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAwM7SGgHALrG6umoI8FNmZWXFEH4irEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAA8OJSrdUUAADgwlmHBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAAHaW1ggAdonV1VVDuKRWVlYMAXYJ69AAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAvLhUazUFAAC4cNahAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAgJ2lNQKAXWJ1ddUQLqmVlRVDgF3COjQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAAC6WVGs1BQAAuHDWoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBD8z/t1rEAAAAAwCB/62nsKIoAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAAAAAOAjqUNHnL4ApGwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x72 h9 y9 ff1 fs2 fc0 sc0 ls0 ws0">9<span class="ff3 fs5"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 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 x6 ha y135 ff2 fs0 fc3 sc0 lsb 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 x6 h9 y136 ff5 fs2 fc0 sc0 ls0 ws0">TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span>(the <span class="_ _e"></span>“Company” <span class="_ _e"> </span>or <span class="_ _e"></span>the <span class="_ _e"></span>“Parent <span class="_ _e"></span>Company”) <span class="_ _e"></span>is <span class="_ _e"></span>a <span class="_ _e"> </span><span class="ff1">join<span class="_ _1"></span>t <span class="_ _e"></span>stock <span class="_ _e"></span>company <span class="_ _e"></span>established <span class="_ _e"></span>under <span class="_ _e"></span>the <span class="_ _e"></span>Commercial </span></div><div class="t m0 x6 h9 y137 ff1 fs2 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 x6 h18 y138 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y139 ff1 fs2 fc0 sc0 ls0 ws0">Name of the reporting <span class="_ _1"></span>entity <span class="_ _f"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>TOYA S.A.<span class="ff3 fs5"> </span></div><div class="t m0 x6 h9 y13a ff1 fs2 fc0 sc0 ls0 ws0">Legal form of the entity<span class="_ _1"></span> <span class="_ _11"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Joint-stock <span class="_ _1"></span>company </div><div class="t m0 x6 h9 y13b ff5 fs2 fc0 sc0 ls0 ws0">Entity’s registered office <span class="_ _1"></span><span class="ff1">address <span class="_ _12"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </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 x6 h9 y13c ff5 fs2 fc0 sc0 ls0 ws0">Entity’s headq<span class="_ _1"></span>uarters <span class="ff1"> <span class="_ _13"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Poland </span></div><div class="t m0 x6 h9 y13d ff1 fs2 fc0 sc0 ls0 ws0">Country of registration<span class="_ _1"></span> <span class="_ _9"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Polan<span class="_ _1"></span>d </div><div class="t m0 x6 h9 y13e ff5 fs2 fc0 sc0 ls0 ws0">Primary location of entity<span class="_ _1"></span>’s operations<span class="_ _1"></span><span class="ff1"> <span class="_ _14"> </span> <span class="_ _10"> </span> <span class="_ _10"> </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 x6 h9 y13f ff1 fs2 fc0 sc0 ls0 ws0">Name of the Parent Compan<span class="_ _1"></span>y <span class="_ _15"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Not applicable<span class="_ _1"></span> </div><div class="t m0 x6 h9 y72 ff1 fs2 fc0 sc0 ls0 ws0">Name of the ultimate p<span class="_ _1"></span>arent of the group<span class="_ _1"></span> <span class="_ _16"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Not applicable<span class="_ _1"></span> </div><div class="t m0 x6 h18 y140 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y141 ff5 fs2 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, </div><div class="t m0 x6 h9 y142 ff1 fs2 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 x6 h9 y143 ff1 fs2 fc0 sc0 ls0 ws0">to a newly establis<span class="_ _1"></span>hed <span class="ff5">joint stock company TOYA S<span class="_ _1"></span>.A. with its registered office in<span class="_ _1"></span> Wrocław. <span class="_ _1"></span></span> </div><div class="t m0 x6 h9 y144 ff1 fs2 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 x6 h9 y145 ff5 fs2 fc0 sc0 ls0 ws0">Ołpińska <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _18"> </span>Notarial <span class="_ _18"> </span>Office <span class="_ _17"> </span>in <span class="_ _17"> </span>Wrocław <span class="_ _18"> </span>(Rep. <span class="_ _17"> </span>A <span class="_ _18"> </span>N<span class="_ _1"></span>o <span class="_ _18"> </span>5945/99). <span class="_ _18"> </span>Subs<span class="_ _1"></span>equently, <span class="_ _18"> </span>pursu<span class="_ _1"></span>ant <span class="_ _18"> </span>to <span class="_ _17"> </span>a <span class="_ _18"> </span>court <span class="_ _18"> </span>d<span class="_ _1"></span>ecision<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x6 h9 ye0 ff1 fs2 fc0 sc0 ls0 ws0">of <span class="_ _19"></span>3 <span class="_ _19"></span>December <span class="_ _19"></span>1999, <span class="_ _19"></span>the <span class="_ _19"></span>Co<span class="_ _1"></span>mpany <span class="_ _19"></span>was <span class="_ _19"></span>entered <span class="_ _19"></span>into <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Commercial <span class="_ _19"></span>R<span class="_ _1"></span>egister <span class="_ _19"></span>maintained <span class="_ _19"></span>by <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>District <span class="_ _19"></span>Cou<span class="_ _1"></span>rt <span class="_ _c"></span>for </div><div class="t m0 x6 h9 y146 ff5 fs2 fc0 sc0 ls0 ws0">Wrocław<span class="ff1">-Fabryczna,<span class="_ _1"></span> <span class="_ _1"></span>6</span></div><div class="t m0 x8a h2e y147 ff1 fs6 fc0 sc0 lsc ws0">th</div><div class="t m0 x71 h9 y146 ff1 fs2 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="_ _1"></span>By <span class="_ _c"></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 x6 h9 y148 ff5 fs2 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 x8b h2e y149 ff1 fs6 fc0 sc0 lsd ws0">th</div><div class="t m0 x8c h9 y148 ff1 fs2 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>t<span class="_ _1"></span>he <span class="_ _5"></span>National Court <span class="_ _5"></span>Register, <span class="_ _5"></span>enter<span class="_ _1"></span>ed <span class="_ _5"></span>the <span class="_ _5"></span>Co<span class="_ _1"></span>mpany </div><div class="t m0 x6 h9 y14a ff1 fs2 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 x6 h9 y14b ff1 fs2 fc0 sc0 ls0 ws0">As at 31 December 2024, <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 x6 h9 y14c ff5 fs2 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>assigned<span class="_ _1"></span> <span class="_ _1"></span>the </div><div class="t m0 x6 h9 y14d ff1 fs2 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 x6 h9 y14e ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1a"> </span>core <span class="_ _1a"> </span>bus<span class="_ _1"></span>iness <span class="_ _1a"> </span>activ<span class="_ _1"></span>ities <span class="_ _1a"> </span>of <span class="_ _1a"> </span>TOYA <span class="_ _1a"> </span>S.A. <span class="_ _1a"> </span>in<span class="_ _1"></span>clude <span class="_ _1a"> </span>import <span class="_ _1b"> </span>and <span class="_ _1a"> </span>distrib<span class="_ _1"></span>ution <span class="_ _1a"> </span>of <span class="_ _1a"> </span>indus<span class="_ _1"></span>trial <span class="_ _1a"> </span>goods, <span class="_ _1a"> </span>in<span class="_ _1"></span>cluding<span class="_ _1"></span> </div><div class="t m0 x6 h9 y14f ff1 fs2 fc0 sc0 ls0 ws0">primarily <span class="_ _1c"> </span>hand <span class="_ _1c"> </span>and <span class="_ _1c"> </span>po<span class="_ _1"></span>wer <span class="_ _e"></span>tools <span class="_ _1c"> </span>for <span class="_ _1c"> </span>professional <span class="_ _1c"> </span>an<span class="_ _1"></span>d <span class="_ _e"> </span>DIY <span class="_ _1c"> </span>u<span class="_ _1"></span>se. <span class="_ _e"> </span>The <span class="_ _1c"> </span>Compan<span class="_ _1"></span>y <span class="_ _e"> </span>dis<span class="_ _1"></span>tributes <span class="_ _1c"> </span>goods <span class="_ _1c"> </span>manufactured <span class="_ _1c"> </span>an<span class="_ _1"></span>d </div><div class="t m0 x6 h9 y150 ff1 fs2 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 x6 h9 y151 ff1 fs2 fc0 sc0 ls0 ws0">expanding <span class="_ _18"> </span>into <span class="_ _18"> </span>internation<span class="_ _1"></span>al  market<span class="_ _1"></span>s. <span class="_ _18"> </span>It <span class="_ _18"> </span>focuses <span class="_ _18"> </span>primari<span class="_ _1"></span>ly <span class="_ _18"> </span>on <span class="_ _18"> </span>Central, <span class="_ _18"> </span>Southern, <span class="_ _18"> </span>and <span class="_ _18"> </span>Eas<span class="_ _1"></span>tern <span class="_ _18"> </span>Europe. <span class="_ _18"> </span>In <span class="_ _18"> </span>2003, <span class="_ _1"></span> </div><div class="t m0 x6 h9 y152 ff1 fs2 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>p<span class="_ _1"></span>ower tools<span class="_ _1"></span> in Roman<span class="_ _1"></span>ia.<span class="_ _0"></span> </div><div class="t m0 x6 h9 y153 ff1 fs2 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 x6 h9 y154 ff1 fs2 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _1"></span>(Shanghai) Co. <span class="_ _1"></span>Ltd., <span class="_ _1"></span>located in <span class="_ _1"></span>China was<span class="_ _1"></span> included <span class="_ _1"></span>in the grou<span class="_ _1"></span>p of entit<span class="_ _1"></span>ies subject to<span class="_ _1"></span> full cons<span class="_ _1"></span>olidation. Th<span class="_ _c"></span><span class="lse">e </span></div><div class="t m0 x6 h9 y155 ff1 fs2 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 x6 h9 y156 ff1 fs2 fc0 sc0 ls0 ws0">supported by the Parent Compan<span class="_ _1"></span>y. In 2019, the company Yato Tools (Jiaxin<span class="_ _1"></span>g) Co. Ltd. was founded, with its registered </div><div class="t m0 x6 h9 y157 ff1 fs2 fc0 sc0 ls0 ws0">office <span class="_ _1"></span>in <span class="_ _c"></span>Baibu <span class="_ _1"></span>To<span class="_ _1"></span>wn, <span class="_ _1"></span>China, <span class="_ _1"></span>which <span class="_ _c"></span>main <span class="_ _1"></span>bus<span class="_ _1"></span>iness <span class="_ _1"></span>is <span class="_ _1"></span>als<span class="_ _1"></span>o <span class="_ _1"></span>distribution <span class="_ _c"></span>of <span class="_ _1"></span>tools <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>power <span class="_ _1"></span>tools. <span class="_ _c"></span>The <span class="_ _1"></span>major <span class="_ _c"></span>part <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y158 ff1 fs2 fc0 sc0 ls0 ws0">activities <span class="_ _c"></span>of <span class="_ _c"></span>Yato <span class="_ _c"></span>Tools <span class="_ _19"></span>(Shanghai) <span class="_ _c"></span>and <span class="_ _c"></span>Yato <span class="_ _c"></span>Tools<span class="_ _1"></span> <span class="_ _c"></span>(Jiaxing) <span class="_ _c"></span>is <span class="_ _c"></span>supply <span class="_ _c"></span>chain <span class="_ _c"></span>management <span class="_ _c"></span>to<span class="_ _1"></span> <span class="_ _c"></span>companies <span class="_ _c"></span>in <span class="_ _c"></span>Poland <span class="_ _c"></span>and </div><div class="t m0 x6 h9 y159 ff1 fs2 fc0 sc0 ls0 ws0">Romania. </div><div class="t m0 x6 h9 y15a ff1 fs2 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 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">10<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y15b ff1 fs2 fc0 sc0 ls0 ws0">In the period from 1 J<span class="_ _1"></span>anuary to 26 June 2024, <span class="_ _1"></span>the Management <span class="_ _1"></span>Board was composed of the following <span class="_ _1"></span>members:<span class="_ _1"></span> </div><div class="t m0 x8e h9 y15c ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Grzegorz Pinkosz       <span class="_ _1"></span>                                   <span class="_ _1"></span>President of the Man<span class="_ _1"></span>agement Board; </span></span></div><div class="t m0 x8e h9 y15d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Maciej Lubnauer         <span class="_ _1"></span>                                 V<span class="_ _1"></span><span class="lsd">ice</span>-President of th<span class="_ _1"></span>e Management Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y15e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Robert Borys <span class="lsf">         <span class="_ _5"></span>                               <span class="_ _5"></span>        <span class="ls10">Vice<span class="ls0">-President <span class="_ _1"></span>of the Management Board<span class="_ _1"></span>. </span></span></span></span></span></div><div class="t m0 x6 hb y15f ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y160 ff1 fs2 fc0 sc0 ls0 ws0">On <span class="_ _e"></span>26 <span class="_ _e"></span>June <span class="_ _e"></span>2024, <span class="_ _e"></span>the <span class="_ _e"></span>Supervisory <span class="_ _e"> </span>Board <span class="_ _e"> </span>appo<span class="_ _1"></span>inted <span class="_ _e"></span>Mr. <span class="_ _19"></span>Jan <span class="_ _e"> </span>Jak<span class="_ _1"></span>ub <span class="_ _e"></span>Szmidt <span class="_ _e"></span>to <span class="_ _e"></span>the <span class="_ _19"></span>po<span class="_ _1"></span>sition <span class="_ _e"></span>of <span class="_ _19"></span>Vice <span class="_ _e"> </span>President <span class="_ _e"> </span>of <span class="_ _e"> </span>the </div><div class="t m0 x6 h9 y161 ff1 fs2 fc0 sc0 ls0 ws0">Management <span class="_ _1"></span>Board. <span class="_ _c"></span>From <span class="_ _1"></span>that <span class="_ _1"></span>date <span class="_ _1"></span>until <span class="_ _1"></span>the <span class="_ _1"></span>date <span class="_ _1"></span>of <span class="_ _1"></span>app<span class="_ _1"></span>roval <span class="_ _1"></span>of <span class="_ _1"></span>this <span class="_ _1"></span>report <span class="_ _1"></span>for <span class="_ _1"></span>publication, <span class="_ _1"></span>the <span class="_ _1"></span>Management <span class="_ _1"></span>Board </div><div class="t m0 x6 h9 y162 ff1 fs2 fc0 sc0 ls0 ws0">consisted of th<span class="_ _1"></span>e following members:<span class="_ _1"></span><span class="ff7 fs1 fc7"> </span></div><div class="t m0 x8e h9 y163 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _1d"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>President of the Managem<span class="_ _1"></span>ent Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y164 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Maciej Lubnauer  <span class="_ _7"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>V<span class="lsd">ice<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 x8e h9 y165 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Robert Borys  <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>V<span class="lsd">ice</span>-President of the Manage<span class="_ _1"></span>ment Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x8e h9 y166 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Jan Jakub Szmidt<span class="_ _1"></span> <span class="_ _1d"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>V<span class="lsd">ice<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 x6 hb ya1 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y167 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _e"> </span>the <span class="_ _1c"> </span>period <span class="_ _e"> </span>from <span class="_ _e"> </span>1 <span class="_ _1c"> </span>January <span class="_ _e"> </span>to <span class="_ _1c"> </span>26 <span class="_ _e"> </span>June <span class="_ _e"> </span>2024, <span class="_ _1c"> </span>the <span class="_ _e"> </span>Supervis<span class="_ _1"></span>ory <span class="_ _e"></span>Board <span class="_ _e"> </span>of <span class="_ _e"> </span>th<span class="_ _1"></span>e <span class="_ _e"></span>Company <span class="_ _e"></span>consisted <span class="_ _e"> </span>o<span class="_ _1"></span>f <span class="_ _e"></span>the <span class="_ _e"></span>following </div><div class="t m0 x6 h9 y168 ff1 fs2 fc0 sc0 ls0 ws0">members: </div><div class="t m0 x8e h9 y169 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Piotr Mondalski <span class="_ _1e"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>President of the Supervis<span class="_ _1"></span>ory Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y16a ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Jan Szmidt <span class="_ _1f"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span><span class="ls10">Vice</span>-President of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y16b ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Dariusz Górka<span class="ff1"> <span class="_ _20"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Superviso<span class="_ _1"></span>ry Board; </span></span></span></div><div class="t m0 x8e h9 y16c ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Michał Kobus<span class="ff1"> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Supervis<span class="_ _1"></span>ory Board; </span></span></span></div><div class="t m0 x8e h9 y16d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Grzegorz Maciąg<span class="ff1"> <span class="_ _b"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x8e h9 y16e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Wojciech Bartłomiej Papierak<span class="_ _1"></span><span class="ff1"> <span class="_ _1a"> </span> <span class="_ _10"> </span>Member of the Supervisory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x8e h9 y16f ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Beata Szmidt <span class="_ _5"></span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Supervis<span class="_ _1"></span>ory Board.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 hb y170 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y171 ff1 fs2 fc0 sc0 ls0 ws0">On <span class="ls2">26 </span>Jun<span class="_ _1"></span>e 2024, the Annual General Meeting o<span class="_ _1"></span>f Shareholders ap<span class="_ _1"></span>pointed members of the Sup<span class="_ _1"></span>ervisory Board of the </div><div class="t m0 x6 h9 y172 ff1 fs2 fc0 sc0 ls0 ws0">Issuer for a new term of o<span class="_ _1"></span>ffice. From that day<span class="_ _1"></span> until the date of approv<span class="_ _1"></span>al of this report for <span class="_ _1"></span>pub<span class="_ _1"></span>lication, the Supervisory<span class="_ _1"></span> </div><div class="t m0 x6 h9 y173 ff1 fs2 fc0 sc0 ls0 ws0">Board of the Parent Compan<span class="_ _1"></span>y consisted of th<span class="_ _1"></span>e following members:<span class="_ _1"></span><span class="ff7 fs1 fc7"> </span></div><div class="t m0 x8e h9 y174 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Piotr Mondalski <span class="_ _1e"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>President of the Supervis<span class="_ _1"></span>ory Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y175 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Jan Szmidt <span class="_ _1f"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span><span class="ls10">Vice</span>-President of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x8e h9 y176 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Dariusz Górka<span class="ff1"> <span class="_ _20"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Superviso<span class="_ _1"></span>ry Board; </span></span></span></div><div class="t m0 x8e h9 y177 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Grzegorz Maciąg<span class="ff1"> <span class="_ _b"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x8e h9 y178 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff5">Wojciech Bartłomiej Papierak<span class="_ _1"></span><span class="ff1"> <span class="_ _1a"> </span> <span class="_ _10"> </span>Member of the Supervisory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x8e h9 y179 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Beata Szmidt <span class="_ _5"></span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Supervis<span class="_ _1"></span>ory Board; </span></span></div><div class="t m0 x8e h9 y14c ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _f"> </span><span class="ff1">Zenon Beker  <span class="_ _8"></span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>Member of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>. </span></span></div><div class="t m0 x6 h9 y17a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y17b ff1 fs2 fc0 sc0 ls0 ws0">These consolida<span class="_ _1"></span>ted financial <span class="_ _1"></span>sta<span class="_ _1"></span>tements of th<span class="_ _1"></span>e Group <span class="_ _1"></span>cover <span class="_ _1"></span>the year end<span class="_ _1"></span>ed on 31 <span class="_ _1"></span>December <span class="_ _1"></span>2024<span class="_ _1"></span>. Comparat<span class="_ _1"></span>ive data<span class="_ _1"></span> </div><div class="t m0 x6 h9 y17c ff1 fs2 fc0 sc0 ls0 ws0">is presented: </div><div class="t m0 x42 h9 y17d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">as at 31 December 2023 <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 x42 h9 y17e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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>January <span class="_ _c"></span>2023 <span class="_ _c"></span>to <span class="_ _1"></span>31 <span class="_ _c"></span>Dece<span class="_ _1"></span>mber <span class="_ _1"></span>2023 <span class="_ _19"></span>- <span class="_ _c"></span>for <span class="_ _c"></span>the <span class="_ _c"></span>consolidated <span class="_ _c"></span>stateme<span class="_ _1"></span>nt <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>profit <span class="_ _c"></span>or <span class="_ _c"></span>loss </span></span></div><div class="t m0 x5e h9 y17f ff1 fs2 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 x5e h9 y180 ff1 fs2 fc0 sc0 ls0 ws0">of changes in equity<span class="_ _1"></span>. </div><div class="t m0 x6 h18 y154 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y181 ff1 fs2 fc0 sc0 ls0 ws0">These <span class="_ _e"> </span>con<span class="_ _1"></span>solidated <span class="_ _1c"> </span>financial <span class="_ _1c"> </span>sta<span class="_ _1"></span>tements <span class="_ _e"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Group <span class="_ _1c"> </span>for <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"></span>year <span class="_ _1c"> </span>ended <span class="_ _1c"> </span>31 <span class="_ _1c"> </span>Decemb<span class="_ _1"></span>er <span class="_ _e"> </span>2024 <span class="_ _1c"> </span>were <span class="_ _1c"> </span>appro<span class="_ _1"></span>ved <span class="_ _e"> </span>for </div><div class="t m0 x6 h9 y182 ff1 fs2 fc0 sc0 ls0 ws0">publication b<span class="_ _1"></span>y the Management Board on 27 Ma<span class="_ _1"></span>rch 2025.  <span class="_ _1"></span> </div><div class="t m0 x6 h9 y183 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y184 ff3 fs5 fc0 sc0 ls0 ws0"> </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 y38 w23 hc" 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/LqvqA47+19t7nnHvnAWbAp1JElCjWIlpFGqzQ1kL6lCbENG2atr7tu/4bbWxfNqnpU2JrfGwTGrVWrCKCEpBKRZCZgUGFoXXGebpz59x7zt57rb44d3iyJbaC8YbP592558XZd5394ntW1l5rO1JKKU2GJ5vp2nKsY43azE4thrOpe+rRra8+ce/f3f6N6679mV+5/srr3njZwX0xa7u1WtrU5LyMqBFjir6JJsVqt5C6E5np2c/17RzJ92Nrz2XEduw87telNpVF1D4iIo1NapvU1kjHI7771Lmv3H/4nvsf/8bh/zx+dnvZ7pnnA2WYlI1FNE3af8myX2xv9qlpm/X9YyluTQCAl29Dl5Si1jEi5Z1J4gPl1Lg9afO0z9NFbaLbM6Y01tiu4+nT/eE7Hv7Hz3/ldQe7d739mj98343XvHrSRUyjnaWh9H2qfZpE7Yfara1OsY4oUVYTvs9k9Ev6H43jGBFN0wzDUGvNbTtJqVtNe5chIobtvpmu1zwdUpyZ94ceO/Znn7r3W986evpMX5p9y7IWk4sWqRlzqlGiq6vNUWozW/0aGMvqX5DRAAAv14b+QTW1Y8o1mnLhsO1nSRE5JvsfPXH26L/c/fDhx3/zPW+/8bq3XnvFpNR21rUpytD3bdMuI/rl2KWYdG00NcZyIaNfcimllFJEtG0bEV0tUcd+e6vpumjaSJPYM51HnFrG0WNb//SZz3/qX//t3EVXnj1bcndR5PV+6Jp2MpTVD4AxyhhRIqV4ztZ1T0+mK2kAAA0dcaa5pEYz5qZGrqmJOkapOfpUS1uXXR36Ou2nl7apPPTU1pEPf+7vb7vj2qsuu/EdV930zqtfe+m+tpmmUuZ9TLsmpSildJFzrhcWd5R0YZu5l+QHQK0ppVprKWW1tXYzbqbcd103jKkv7blIX3v0xBfuf+xL/374yZObJzYXzdrV/Vaq0/W2Wx+XY4065hQxpBhy7Zvap6hjasf87Houz96Ho15YrQIAwMu0oZftxc8sYq5j1LGpYxN9U0uuQ4pSa9SS+hp9nc3TdDm0px858+UHv/iBv7rtlne/432/9as/+8a1WRuLiPkyZk1umqjD2Lbp2an5EkX0OI5t267moYdhKKVEnrTNtKTpmchfP3LyTz74ka9/++S8OxDrBxfj/sjjuLYvtuYxDEM/RIqYRjR9DMsLh6dErqk8s+n1alhqRH36tJqa8jN1DQDAy7Cho4wRNdUSUVLd2bVtjG5IKfJaRMp1nEQZU1OaSU3d+bHO66ymtYu7/Z+86/Cnv/LIm15/2U1ve/W73/Xmt7z+8trEUGPaTmLnVO8aUXI0L9EaiLZtSymrJdFt27Zt+/ip8auHj91+9zfvefjb39tYzmOtdK8ZmmkshhiHlMp00Y+lKzlqU6KpZVzGYoi2rZFqpFq6UqOmtLOYu67Wb9RUn7PHdf2x7XYNAMBPYEO3dbE6EvzCwSh5jKakSeQmYhqpbcdz03p+aJrtsUZqopnWpol+a3O6d32298zmqQeOnjh25O5PfqK+5arXvvfGn7/1lvfkWTdt8ipDU0SNkl+aJwtLKRHRdV0p5ciRI3feeeeH7jr6tdN7y3TfsjtQ+0XM9sV0Fst5zE9307S/GTZOn0jTK3JThqGvTW3W2jTrhkUf0dTa1mgicn16Bnp1okxdnSuzOsZ8tTRFQgMA/KRI9cK628lv/+Uuuu5u3O7aJo3L0s+vu+YNf3DrLe+4+tIr9sa+cjbGU5HmsT3f3nNdKTFpYlj0OdWum5QUNWJ1wuGyxMV5NVtdYpWrqYnIY8TWGCVF5CgRF/dPRDuL1I11fZEm5yO2I44v4iO3PfKJf/7c2Y2toVtf5m63jNuk9O+/+Zq/+KNfdOsDAPy/PTMPPf6YziR5cQzdK+bLrTy7KE/rHYdO3feBD73m4Pq7rr7s5uvfdMM1l79yT057y2SsXU65ju2kRq1R5k2kSClH7mrMUtqKLiKayE1ETiXVMvbLps3rpUbT1ppKpEVzaT9E07Tnaz703RN3P/DoPQ8++cjjx546tVW7vWW6f1l309CNqRRT2gAAL1ZDl9zupgufrkealJRKrdGubcyajWPfO7px/Lb7nzwwjVt/4+ZfuOGqX7s0cortxbg2SRFj1CHGZTQ5R0QpEdFPLr1wUkukSCnV2m9FM8s5YrFZhrFb3/Nks5ZyPPT44m/+4aP3PXjk7CJtl1me7hvWXrUsbUk5ol5Yir0LlHEsKbvvAQBenIaO3ZVWG8djMolmGsMYwxilWfvpK7dO/le/nTbOLT/4sc9+9NP7/vg9r/i93/n1A9PJ5hhtbaepTRExjNHmaHLUOo2I2NmkOkVENO36vnHZl1K72UU5Yiz1rqPzj3389ocOHT69sViU9aFdG/JavyyRujTbF0OJYSuaXTN0NUU1Dw0A8KI19K5Kq0vWFvPF5nKZcjup3WwsQ3/qeBrG1M3amPb98uSZrT//1IN//cUj73zr1e+97vVXv+F1lx3sDky7NiKX0qWaIqblTERENJG6GpM+5Y1FTtN2XuM7T25/+b5v3nPvf9z1vTi3uVVjLTX7o21Kmgwlp2mu0dW+Rmqj7aKOu6aho9okDwDgRWvoVJa76LpPntvYs//AWjvph9JHyt1k2F7m2VrUuhz6lCc50vcnB7/fD4/de+zjX3rowHr7y9df+/u33vTm18Ys51lERLxy2IxIkaeR2iHlzYjFLD58+3f/9pOffeL4xjjZE3m6GEodJ+10WiKNJXKJlFPbTcZhKNvziIimpLxrGrqL7Wb3rDwBAPhJb+hZbO+i617uf9VWpDKmSG1EjpJiMi1jjYiUmhRRU4mao6aINk/3nB/62+/86gP33/v2N1/1/t+9+W1X7s0R0efoJuMyx9ra8c3x9q89+onP3PHNJ86cWLQxu2hZ2tKnSe6jjRi3I6JZnQwzRozztsbOk4Rp2NnaeVd838PWJI3uewCAF6ehL6lndtF1bzQHI+rTq09SrTlKipprTTGmqKnGVjkfMTZ1bGPZxjBtlvnc5sP3PvGnD939hstffdMNP/dLN1zflslj337iC3d//v6Hjn7n+NnSTOuQLm4npZweSm66SR4XEZF3Dg6sKWqqq89dbeQcNaLsou+7ma/XufseAOBH8cz+0Ped3FUXXiNS5NVZfquHAmukqDlK1JJSiYh5nu68WyNHtCm62nc5uuiXm2dKv9z+qdflHCnH+a3Y2orJJKJEl6NNUcaIMbo25vXpkXrOJ67kGmOKknbR9x2v2hOXr7nzAQB+hKYyBAAA8MKennfeaejnvQYAAF6Y4zYAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA+GG0L/BeSskAAQBArfWHbehDhw4ZLwAAeB5rOQAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NQVGydQAAFN9JREFUAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAA7D6p1vq/vpeSAQIAgOc18ws1NAAA8IOs5QAAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAAD4v2j/x7+mlAwNAACs1FqfU8vPew0AALwwazkAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0APx3u3VAAgAAACDo/+t2BLpCABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAAAwKEBAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAMChAQAAhwYAAIcGAACHBgAAhwYAAIcGAACHBgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAADAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAAIcGAAAcGgAAHBoAABwaAAAcGgAAHBoAABwaAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAwKEBAACHBgAAhwYAAIcGAACHBgAAhwYAABwaAAAcGgAAHBoAABwaAAAcGgAAHBoAAHBoAABwaAAAcGgAAHBoAABwaAAAcGgAAMChAQDAoQEAwKEBAMChAQDAoQEAAIcGAACHBgAAhwYAAAAA4C4AQLx64w+9FwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">11<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb 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 x6 h9 y185 ff1 fs2 fc0 sc0 ls0 ws0">As at 31 December 2024, <span class="_ _1"></span>the Group comprised the follo<span class="_ _1"></span>wing entities:<span class="_ _1"></span> </div></div><div class="c x8f y186 w29 h2f"><div class="t m0 x90 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Entity name </div></div><div class="c x91 y186 w2a h2f"><div class="t m0 x90 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">Registered </div><div class="t m0 x90 hf y188 ff2 fs3 fc0 sc0 ls0 ws0">office </div></div><div class="c x92 y186 w2b h2f"><div class="t m0 x90 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Business profil<span class="_ _0"></span>e </div></div><div class="c x93 y186 w2c h2f"><div class="t m0 x4d hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Type of equity li<span class="_ _0"></span>nk </div></div><div class="c x94 y186 w2d h2f"><div class="t m0 x15 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">% of shares and </div><div class="t m0 x26 hf y188 ff2 fs3 fc0 sc0 ls0 ws0">votes held </div></div><div class="c x95 y186 w2e h2f"><div class="t m0 x90 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">Date of assuming </div><div class="t m0 x2a hf y188 ff2 fs3 fc0 sc0 ls0 ws0">control </div></div><div class="c x96 y186 w2f h2f"><div class="t m0 x3b hf y189 ff2 fs3 fc0 sc0 ls0 ws0">Method of </div><div class="t m0 x77 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">consolidation <span class="ff1"> </span></div><div class="t m0 x10 hf y188 ff2 fs3 fc0 sc0 ls0 ws0">as at the end of the </div><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">reporting period </div></div><div class="c x8f y18a w29 h30"><div class="t m0 x90 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x91 y18a w2a h30"><div class="t m0 x90 h7 yeb ff5 fs3 fc0 sc0 ls0 ws0">Wrocław, </div><div class="t m0 x90 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">Poland </div></div><div class="c x92 y18a w2b h30"><div class="t m0 x90 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x90 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x93 y18a w2c h30"><div class="t m0 x37 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">Parent Company<span class="_ _0"></span> </div></div><div class="c x94 y18a w2d h30"><div class="t m0 x2f h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable </div></div><div class="c x95 y18a w2e h30"><div class="t m0 x32 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable </div></div><div class="c x96 y18a w2f h30"><div class="t m0 x24 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable <span class="ff5">–</span> </div><div class="t m0 x97 h7 yc8 ff5 fs3 fc0 sc0 ls0 ws0">Group’s Parent<span class="_ _0"></span> </div><div class="t m0 x2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Company </div></div><div class="c x8f y18b w29 h31"><div class="t m0 x90 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x91 y18b w2a h31"><div class="t m0 x90 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Bucharest<span class="_ _5"></span>,<span class="_ _1"></span> </div><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Romania </div></div><div class="c x92 y18b w2b h31"><div class="t m0 x90 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x93 y18b w2c h31"><div class="t m0 x98 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x94 y18b w2d h31"><div class="t m0 x99 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">99.99 </div></div><div class="c x95 y18b w2e h31"><div class="t m0 x30 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">November </div><div class="t m0 x6d h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">2003<span class="ls0"> </span></div></div><div class="c x96 y18b w2f h31"><div class="t m0 x30 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">method </div></div><div class="c x8f y18c w29 h32"><div class="t m0 x90 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">Yato Tools </div><div class="t m0 x90 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">(Shanghai) Co., Ltd. <span class="_ _0"></span> </div></div><div class="c x91 y18c w2a h32"><div class="t m0 x90 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">Shanghai, </div><div class="t m0 x90 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c x92 y18c w2b h32"><div class="t m0 x90 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x90 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x93 y18c w2c h32"><div class="t m0 x98 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x94 y18c w2d h32"><div class="t m0 x50 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0"> 100.00 </div></div><div class="c x95 y18c w2e h32"><div class="t m0 x7a h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">January 2013 </div></div><div class="c x96 y18c w2f h32"><div class="t m0 x30 h7 y18d ff1 fs3 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">method </div></div><div class="c x8f y18f w29 h33"><div class="t m0 x90 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) </div><div class="t m0 x90 h7 y191 ff1 fs3 fc0 sc0 ls0 ws0">Co., Ltd.  </div></div><div class="c x91 y18f w2a h33"><div class="t m0 x90 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">Baibu <span class="_ _22"> </span>Town, </div><div class="t m0 x90 h7 y191 ff1 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c x92 y18f w2b h33"><div class="t m0 x90 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">Distributi<span class="_ _0"></span>on of hand </div><div class="t m0 x90 h7 y191 ff1 fs3 fc0 sc0 ls0 ws0">and power t<span class="_ _0"></span>ools  </div></div><div class="c x93 y18f w2c h33"><div class="t m0 x98 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x94 y18f w2d h33"><div class="t m0 x50 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0"> 100.00 </div></div><div class="c x95 y18f w2e h33"><div class="t m0 x4a h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">December 2019 </div></div><div class="c x96 y18f w2f h33"><div class="t m0 x30 h7 y190 ff1 fs3 fc0 sc0 ls0 ws0">Full conso<span class="_ _0"></span>lidation </div><div class="t m0 xd h7 y191 ff1 fs3 fc0 sc0 ls0 ws0">method </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y192 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h19 y193 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="_ _23"> </span><span class="ff2 fc6"> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">12<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb 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 polic<span class="_ _0"></span>ies  </span></span></div><div class="t m0 x6 h9 y185 ff1 fs2 fc0 sc0 ls0 ws0">The most <span class="_ _1"></span>significan<span class="_ _1"></span>t <span class="_ _1"></span>accounting <span class="_ _1"></span>principles <span class="_ _1"></span>applied <span class="_ _1"></span>in the <span class="_ _1"></span>preparation <span class="_ _1"></span>of th<span class="_ _1"></span>ese cons<span class="_ _1"></span>olidated financial <span class="_ _1"></span>statements <span class="_ _1"></span>have </div><div class="t m0 x6 h9 y194 ff1 fs2 fc0 sc0 ls0 ws0">been <span class="_ _e"></span>presented <span class="_ _1c"> </span>below. <span class="_ _e"> </span>Those <span class="_ _e"> </span>p<span class="_ _1"></span>rinciples <span class="_ _e"></span>were <span class="_ _e"></span>applied <span class="_ _e"> </span>in<span class="_ _1"></span> <span class="_ _e"></span>all <span class="_ _e"> </span>periods<span class="_ _1"></span> <span class="_ _e"></span>presented <span class="_ _e"> </span>in <span class="_ _e"> </span>a<span class="_ _c"></span> continuous <span class="_ _e"> </span>way, <span class="_ _1c"> </span>unless <span class="_ _e"></span>stated </div><div class="t m0 x6 h9 y195 ff1 fs2 fc0 sc0 ls0 ws0">otherwise. </div><div class="t m0 x6 h19 ye ff2 fs5 fc3 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 x6 h9 y196 ff1 fs2 fc0 sc0 ls0 ws0">These <span class="_ _e"></span>consolida<span class="_ _1"></span>ted <span class="_ _e"></span>financial <span class="_ _e"></span>statements <span class="_ _1c"> </span>of <span class="_ _e"> </span>the <span class="_ _e"> </span>Grou<span class="_ _1"></span>p <span class="_ _e"></span>for <span class="_ _e"></span>the <span class="_ _e"> </span>financial <span class="_ _e"> </span>year <span class="_ _1c"> </span>ended <span class="_ _e"> </span>31 <span class="_ _e"> </span>December <span class="_ _e"> </span>2024 <span class="_ _1c"> </span>have <span class="_ _e"> </span>been </div><div class="t m0 x6 h9 y197 ff5 fs2 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="_ _0"></span>interpretations issued <span class="_ _5"></span>b<span class="_ _1"></span>y <span class="_ _5"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> </div><div class="t m0 x6 h9 y198 ff1 fs2 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 x9a h9 y199 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y19a ff1 fs2 fc0 sc0 ls0 ws0">These <span class="_ _1c"> </span>consolidated<span class="_ _1"></span> <span class="_ _1c"> </span>financial <span class="_ _24"> </span>statements <span class="_ _1c"> </span>h<span class="_ _1"></span>ave <span class="_ _1c"> </span>been <span class="_ _1c"> </span>pr<span class="_ _1"></span>epared <span class="_ _1c"> </span>in <span class="_ _1c"> </span>accordan<span class="_ _1"></span>ce <span class="_ _1c"> </span>with <span class="_ _1c"> </span>I<span class="_ _1"></span>FRS <span class="_ _1c"> </span>and <span class="_ _24"> </span>Interpretations <span class="_ _1c"> </span>of <span class="_ _24"> </span>the </div><div class="t m0 x6 h9 y19b ff5 fs2 fc0 sc0 ls0 ws0">International  Financial  Reporting  Interpretations  Comm<span class="_ _0"></span>ittee <span class="_ _24"> </span>(“IFRIC”)  which  w<span class="_ _0"></span>ere  issued  and <span class="_ _24"> </span>in <span class="_ _24"> </span>effect <span class="_ _24"> </span>as  at <span class="_ _24"> </span>the </div><div class="t m0 x6 h9 y19c ff1 fs2 fc0 sc0 ls0 ws0">reporting date, i.e. 31 D<span class="_ _1"></span>ecember 2024. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y19d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y19e ff1 fs2 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="lsd">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 x6 h9 ya5 ff1 fs2 fc0 sc0 ls0 ws0">accounting <span class="_ _19"></span>sta<span class="_ _1"></span>ndards. <span class="_ _19"></span>The <span class="_ _c"></span>conso<span class="_ _1"></span>lidated <span class="_ _c"></span>finan<span class="_ _1"></span>cial <span class="_ _c"></span>s<span class="_ _1"></span>tatements <span class="_ _19"></span>include <span class="_ _19"></span>a <span class="_ _19"></span>number <span class="_ _19"></span>of <span class="_ _19"></span> <span class="_ _19"></span>adjustments<span class="_ _1"></span> <span class="_ _c"></span>not <span class="_ _e"></span>included <span class="_ _19"></span>in <span class="_ _c"></span>the </div><div class="t m0 x6 h9 y19f ff1 fs2 fc0 sc0 ls0 ws0">books <span class="_ _1c"> </span>of account <span class="_ _e"> </span>of <span class="_ _1c"> </span>thos<span class="_ _1"></span>e <span class="_ _e"></span>entities <span class="_ _e"></span>of <span class="_ _e"></span>the <span class="_ _e"> </span>grou<span class="_ _1"></span>p, <span class="_ _e"></span>which <span class="_ _e"></span>were <span class="_ _e"></span>made <span class="_ _e"> </span>to <span class="_ _1c"> </span>reconcile <span class="_ _e"></span>the <span class="_ _1c"> </span>financial <span class="_ _e"> </span>s<span class="_ _1"></span>tatements <span class="_ _e"></span>of <span class="_ _e"> </span>thos<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y1a0 ff1 fs2 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 x6 h9 y1a1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1a2 ff1 fs2 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 p<span class="_ _1"></span>eriods presented, except for changes resulting </div><div class="t m0 x6 h9 y1a3 ff1 fs2 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 2024, which wer<span class="_ _1"></span>e described below.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1a4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1a5 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _19"></span>these <span class="_ _19"></span>conso<span class="_ _1"></span>lidated <span class="_ _19"></span>financial <span class="_ _19"></span>sta<span class="_ _1"></span>tements, <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>Company <span class="_ _e"></span>has <span class="_ _19"></span>presented <span class="_ _19"></span>a <span class="_ _19"></span>s<span class="_ _1"></span>eparate <span class="_ _c"></span>sta<span class="_ _1"></span>tement <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>pro<span class="_ _1"></span>fit <span class="_ _19"></span>or <span class="_ _19"></span>loss <span class="_ _19"></span>an<span class="_ _1"></span>d </div><div class="t m0 x6 h9 y1a6 ff1 fs2 fc0 sc0 ls0 ws0">statement <span class="_ _1"></span>of <span class="_ _1"></span>comprehens<span class="_ _1"></span>ive <span class="_ _1"></span>income, <span class="_ _1"></span>while <span class="_ _1"></span>in <span class="_ _1"></span>20<span class="_ _1"></span>23 <span class="_ _1"></span>these <span class="_ _1"></span>statements <span class="_ _1"></span>w<span class="_ _1"></span>ere p<span class="_ _1"></span>resented <span class="_ _1"></span>in <span class="_ _1"></span>one <span class="_ _1"></span>table <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>a <span class="_ _1"></span>statement <span class="_ _1"></span>of </div><div class="t m0 x6 h9 y1a7 ff1 fs2 fc0 sc0 ls0 ws0">profit <span class="_ _e"></span>or <span class="_ _e"></span>loss <span class="_ _e"> </span>and<span class="_ _1"></span> <span class="_ _e"></span>other <span class="_ _e"></span>comprehensive <span class="_ _e"> </span>income. <span class="_ _e"> </span>This<span class="_ _1"></span> <span class="_ _e"></span>change <span class="_ _e"></span>was <span class="_ _e"></span>introduced <span class="_ _e"> </span>to <span class="_ _e"> </span>ad<span class="_ _1"></span>apt <span class="_ _e"></span>the <span class="_ _e"></span>presentation <span class="_ _e"> </span>format <span class="_ _e"> </span>to<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1a8 ff1 fs2 fc0 sc0 ls0 ws0">management reporting s<span class="_ _1"></span>tandards and<span class="_ _1"></span> to provide greater transparency o<span class="_ _1"></span>f the financial information.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y1a9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1aa ff1 fs2 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 x9a h9 y1ab ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y149 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1c"> </span>preparat<span class="_ _1"></span>ion <span class="_ _1c"> </span>of<span class="_ _1"></span> <span class="_ _1c"> </span>the <span class="_ _24"> </span>consolida<span class="_ _1"></span>ted <span class="_ _1c"> </span>financial  statements <span class="_ _1c"> </span>in  complianc<span class="_ _1"></span>e <span class="_ _1c"> </span>with <span class="_ _24"> </span>IFRS <span class="_ _24"> </span>requires <span class="_ _24"> </span>the <span class="_ _1c"> </span>u<span class="_ _1"></span>se <span class="_ _1c"> </span>of<span class="_ _1"></span> significant </div><div class="t m0 x6 h9 y1ac ff1 fs2 fc0 sc0 ls0 ws0">accounting <span class="_ _c"></span>estimates. <span class="_ _19"></span>It <span class="_ _c"></span>also <span class="_ _19"></span>requires <span class="_ _c"></span>the <span class="_ _c"></span>Man<span class="_ _1"></span>agement <span class="_ _c"></span>Board <span class="_ _19"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Parent <span class="_ _c"></span>Co<span class="_ _1"></span>mpany <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>the<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1ad ff1 fs2 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>policies <span class="_ _1"></span>adopted<span class="_ _1"></span> <span class="_ _1"></span>by th<span class="_ _1"></span>e Group. <span class="_ _c"></span>The <span class="_ _1"></span>areas <span class="_ _1"></span>involving <span class="_ _1"></span>a <span class="_ _1"></span>high<span class="_ _c"></span>er <span class="_ _1"></span>degree <span class="_ _1"></span>of <span class="_ _1"></span>judgement<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1ae ff1 fs2 fc0 sc0 ls0 ws0">or <span class="_ _19"></span>complexity, <span class="_ _e"></span>or <span class="_ _19"></span>areas <span class="_ _19"></span>where <span class="_ _e"></span>assumptions <span class="_ _19"></span>and <span class="_ _e"></span>estimates <span class="_ _19"></span>are <span class="_ _19"></span>material <span class="_ _e"></span>from <span class="_ _19"></span>the <span class="_ _19"></span>point <span class="_ _e"></span>of <span class="_ _19"></span>view <span class="_ _19"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>consolidated </div><div class="t m0 x6 h9 y124 ff1 fs2 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 x6 h9 y1af ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1b0 ff1 fs2 fc0 sc0 ls0 ws0">These <span class="_ _24"> </span>consolidated  financial <span class="_ _24"> </span>statements  have <span class="_ _1c"> </span>been  prepared <span class="_ _1c"> </span>o<span class="_ _1"></span>n <span class="_ _24"> </span>the <span class="_ _1c"> </span>as<span class="_ _1"></span>sumption  t<span class="_ _0"></span>hat <span class="_ _24"> </span>the <span class="_ _24"> </span>Group <span class="_ _24"> </span>companies <span class="_ _24"> </span>will </div><div class="t m0 x6 h9 y1b1 ff1 fs2 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 x6 h19 y1b2 ff2 fs5 fc3 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="_ _18"> </span>a<span class="_ _0"></span>mended  standards <span class="_ _18"> </span>a<span class="_ _0"></span>nd  in<span class="_ _0"></span>terpretations  on <span class="_ _25"> </span>the  Gro<span class="_ _0"></span>up’s  consolidated<span class="_ _5"></span> </span></span></div><div class="t m0 x79 h19 y1b3 ff2 fs5 fc3 sc0 ls0 ws0">financial statements  </div><div class="t m0 x6 h9 y12c ff1 fs2 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 x6 h9 y1b4 ff1 fs2 fc0 sc0 ls0 ws0">reporting date, i.e. 31 D<span class="_ _1"></span>ecember 2024.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1b5 ff1 fs2 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 x6 h9 y1b6 ff1 fs2 fc0 sc0 ls0 ws0">Interpretations, <span class="_ _19"></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>below, <span class="_ _c"></span>which <span class="_ _c"></span>are <span class="_ _c"></span>awaitin<span class="_ _1"></span>g <span class="_ _c"></span>approv<span class="_ _1"></span>al <span class="_ _1"></span>by<span class="_ _1"></span> <span class="_ _c"></span>the<span class="_ _1"></span> Europ<span class="_ _1"></span>ean<span class="_ _0"></span> </div><div class="t m0 x6 h9 y1b7 ff1 fs2 fc0 sc0 ls0 ws0">Union.<span class="fs3"> </span></div><div class="t m0 x6 h9 y1b8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1b9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1ba ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1bb ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x9b h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x9c h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">13<span class="ff3 fs5 ls0"> </span></div></div><div class="c x9d y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd ya ff2 fs2 fc0 sc0 ls12 ws0">a)<span class="ff7 ls0"> <span class="_ _22"> </span><span class="ff2">New standards, interpr<span class="_ _1"></span>etations and amendments to e<span class="_ _1"></span>xisting standards effective in 2024<span class="_ _1"></span> </span></span></div><div class="t m0 x5e hd y1bc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1bd ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff2">Amendment <span class="_ _1"></span>to IAS 1 &quot;Presentation of Financial Statemen<span class="_ _1"></span>ts&quot;<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y1be ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1bf ff1 fs2 fc0 sc0 ls0 ws0">The amendment clarifies th<span class="_ _1"></span>at at the balance sh<span class="_ _1"></span>eet date, an entity does not <span class="_ _1"></span>take into account covenants th<span class="_ _1"></span>at will have </div><div class="t m0 x6 h9 y1c0 ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _1"></span>be <span class="_ _1"></span>met <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>future <span class="_ _c"></span>when <span class="_ _1"></span>considering <span class="_ _1"></span>whether <span class="_ _1"></span>to <span class="_ _c"></span>classify <span class="_ _1"></span>liabilities <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>long<span class="_ _1"></span>-term <span class="_ _1"></span>or <span class="_ _1"></span>short<span class="_ _1"></span>-term. In<span class="_ _1"></span>stead, <span class="_ _1"></span>an <span class="_ _1"></span>entity </div><div class="t m0 x6 h9 y1c1 ff1 fs2 fc0 sc0 ls0 ws0">should d<span class="_ _1"></span>isclose information about <span class="_ _1"></span>these covenants in the notes to t<span class="_ _1"></span>he financial statements. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y1c2 ff1 fs2 fc0 sc0 ls0 ws0">The above amendments<span class="_ _1"></span> did not have a significan<span class="_ _1"></span>t impact on the Group&apos;s co<span class="_ _1"></span>nsolidated financial statements.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y1c3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y196 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1c4 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ff2">Amendment <span class="_ _1"></span>to IAS 1 &quot;Presentation of Financial Statemen<span class="_ _1"></span>ts&quot;<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y1c5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1c6 ff1 fs2 fc0 sc0 ls0 ws0">The IASB clarified the prin<span class="_ _1"></span>ciples for classifyin<span class="_ _1"></span>g liabilities as long<span class="_ _1"></span>-term or short-ter<span class="_ _1"></span>m, primarily in two respects<span class="_ _1"></span>: </div><div class="t m0 x42 h9 y1c7 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">it was clarified that the clas<span class="_ _1"></span>sification depends on<span class="_ _1"></span> the rights held by the entity at th<span class="_ _1"></span>e balance sheet date,<span class="_ _1"></span> </span></span></div><div class="t m0 x42 h9 y1c8 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">the intention<span class="_ _1"></span>s of man<span class="_ _1"></span>agement with <span class="_ _1"></span>resp<span class="_ _1"></span>ect to <span class="_ _1"></span>acceleration <span class="_ _1"></span>or delay <span class="_ _1"></span>of payment <span class="_ _1"></span>of th<span class="_ _1"></span>e liab<span class="_ _1"></span>ility are no<span class="_ _1"></span>t taken </span></span></div><div class="t m0 x5e h9 y1c9 ff1 fs2 fc0 sc0 ls0 ws0">into account. </div><div class="t m0 x9a h9 y1ca ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1cb ff1 fs2 fc0 sc0 ls0 ws0">The above changes d<span class="_ _1"></span>id not have a significant impact<span class="_ _1"></span> on the Group&apos;s cons<span class="_ _1"></span>olidated financial statements<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x9a h9 y1cc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h9 y1cd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1ce ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ffa">Amendment <span class="_ _1"></span>to IFRS 16 &quot;Leases”<span class="ff2"> </span></span></span></div><div class="t m0 x6 hd y1cf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1d0 ff1 fs2 fc0 sc0 ls0 ws0">The  am<span class="_ _1"></span>endment <span class="_ _18"> </span>clarifies <span class="_ _18"> </span>the <span class="_ _18"> </span>requirements <span class="_ _18"> </span>for <span class="_ _18"> </span>measu<span class="_ _1"></span>ring  th<span class="_ _1"></span>e  lease <span class="_ _18"> </span>liability <span class="_ _18"> </span>arising <span class="_ _18"> </span>from <span class="_ _18"> </span>a <span class="_ _18"> </span>sale <span class="_ _18"> </span>and <span class="_ _18"> </span>leaseback </div><div class="t m0 x6 h9 y1d1 ff1 fs2 fc0 sc0 ls0 ws0">transaction. <span class="_ _1"></span>It is intended to prevent incorrect recognitio<span class="_ _1"></span>n of the result on the tra<span class="_ _1"></span>nsaction in the retained right<span class="_ _c"></span>-<span class="ls13">of</span>-use </div><div class="t m0 x6 h9 y1d2 ff1 fs2 fc0 sc0 ls0 ws0">asset part when t<span class="_ _1"></span>he lease payments are var<span class="_ _1"></span>iable and do not depend o<span class="_ _1"></span>n an index or rate.<span class="_ _1"></span> </div><div class="t m0 x9e h9 y1d3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1d4 ff1 fs2 fc0 sc0 ls0 ws0">This amendment did<span class="_ _1"></span> not have a significant impact o<span class="_ _1"></span>n the Group&apos;s cons<span class="_ _1"></span>olidated financial statements.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y1d5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1d6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1d7 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _26"> </span><span class="ffa">Amendments to<span class="_ _1"></span> IAS 7 “Cash Flow Statement” and IFR<span class="_ _1"></span>S 7 “Financial Instruments <span class="_ _c"></span>–<span class="ff2"> </span>Disclosures”<span class="ff2"> </span></span></span></div><div class="t m0 x6 hd y1d8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1d9 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>amendm<span class="_ _1"></span>ents <span class="_ _c"></span>clarify <span class="_ _19"></span>the <span class="_ _19"></span>f<span class="_ _1"></span>eatures <span class="_ _c"></span>of <span class="_ _c"></span>agre<span class="_ _1"></span>ements <span class="_ _c"></span>for <span class="_ _19"></span>finan<span class="_ _1"></span>cing <span class="_ _c"></span>liabilities <span class="_ _19"></span>to <span class="_ _19"></span>suppliers <span class="_ _19"></span>(so<span class="_ _1"></span>-called <span class="_ _19"></span>reverse <span class="_ _19"></span>factoring<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1da ff1 fs2 fc0 sc0 ls0 ws0">agreements) <span class="_ _1"></span>and <span class="_ _1"></span>introduce <span class="_ _1"></span>the <span class="_ _1"></span>obligation <span class="_ _1"></span>to <span class="_ _1"></span>disclose <span class="_ _1"></span>information <span class="_ _1"></span>on <span class="_ _1"></span>agreements <span class="_ _1"></span>conclud<span class="_ _1"></span>ed with <span class="_ _1"></span>suppliers,<span class="_ _1"></span> includ<span class="_ _1"></span>ing </div><div class="t m0 x6 h9 y1db ff1 fs2 fc0 sc0 ls0 ws0">their terms, amounts<span class="_ _1"></span> of these liabilities, payment<span class="_ _1"></span> terms and in<span class="_ _1"></span>formation on liquidity r<span class="_ _1"></span>isk. </div><div class="t m0 x42 h9 y1dc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1dd ff1 fs2 fc0 sc0 ls0 ws0">The above amendments<span class="_ _1"></span> did not have a significan<span class="_ _1"></span>t impact on the Group&apos;s co<span class="_ _1"></span>nsolidated financial statements.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y1de ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1df ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 yb9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e2 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 ybf ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1e9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1ea ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1eb ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x57 y38 w31 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x9b h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x9c h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">14<span class="ff3 fs5 ls0"> </span></div></div><div class="c x9d y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd ya ff2 fs2 fc0 sc0 ls14 ws0">b)<span class="ff7 ls0">  <span class="ff2">New <span class="_ _c"></span>standards, <span class="_ _1"></span>interpr<span class="_ _1"></span>etations <span class="_ _1"></span>and <span class="_ _1"></span>amendmen<span class="_ _1"></span>ts, <span class="_ _1"></span>which <span class="_ _1"></span>are <span class="_ _1"></span>no<span class="_ _1"></span>t <span class="_ _1"></span>yet <span class="_ _1"></span>effective <span class="_ _1"></span>and <span class="_ _c"></span>have <span class="_ _1"></span>not <span class="_ _19"></span>b<span class="_ _1"></span>een <span class="_ _1"></span>applied <span class="_ _1"></span>early </span></span></div><div class="t m0 x9a hd y1bc ff2 fs2 fc0 sc0 ls0 ws0">by the Group </div><div class="t m0 x6 hd y1ec ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1ed ff2 fs2 fc0 sc0 ls0 ws0">Standards <span class="_ _5"></span>and <span class="_ _5"></span>In<span class="_ _1"></span>terpretations <span class="_ _5"></span>- <span class="_ _5"></span>approved <span class="_ _5"></span>b<span class="_ _1"></span>y <span class="_ _5"></span>the <span class="_ _5"></span>EU, <span class="_ _5"></span>which <span class="_ _5"></span>h<span class="_ _1"></span>ave <span class="_ _5"></span>not <span class="_ _5"></span>yet <span class="_ _5"></span>come <span class="_ _5"></span>into <span class="_ _5"></span>for<span class="_ _1"></span>ce <span class="_ _5"></span>for <span class="_ _5"></span>annual <span class="_ _5"></span>per<span class="_ _1"></span>iods <span class="_ _5"></span>beginning </div><div class="t m0 x6 hd y1ee ff2 fs2 fc0 sc0 ls0 ws0">on 1 January 2024<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x5c y1ef w32 h34"><div class="t m0 x4d hf y188 ff2 fs3 fc0 sc0 ls0 ws0">Standards and Inter<span class="_ _5"></span>pr<span class="_ _1"></span>etation<span class="_ _0"></span>s<span class="ff1"> </span></div></div><div class="c x9f y1ef w33 h34"><div class="t m0 x4d hf y188 ff2 fs3 fc0 sc0 ls0 ws0">Type of anticipated c<span class="_ _5"></span>hange in accounting polici<span class="_ _0"></span>es </div></div><div class="c xa0 y1ef w34 h34"><div class="t m0 x4d hf y188 ff2 fs3 fc0 sc0 ls0 ws0">Possible <span class="_ _1a"> </span>impact <span class="_ _1a"> </span>on <span class="_ _1a"> </span>t<span class="_ _0"></span>he <span class="_ _1a"> </span>financia<span class="_ _0"></span>l </div><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls0 ws0">statements </div></div><div class="c x5c y1f0 w32 h35"><div class="t m0 x4d h25 y1f1 ff4 fs3 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IAS 21 &quot;The Effects <span class="_ _0"></span>of </div><div class="t m0 x4d h25 y1f2 ff4 fs3 fc0 sc0 ls0 ws0">Changes i<span class="_ _0"></span>n Foreign Exchan<span class="_ _0"></span>ge Rates&quot; </div><div class="t m0 x4d h7 y1f3 ff1 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods<span class="_ _0"></span> beginning </div><div class="t m0 x4d h7 y1f4 ff1 fs3 fc0 sc0 ls0 ws0">on or after<span class="_ _0"></span> 1 January 2025<span class="ff4"> </span></div></div><div class="c x9f y1f0 w33 h35"><div class="t m0 x4d h7 y1f5 ff1 fs3 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span> clarif<span class="_ _0"></span>ies how an e<span class="_ _0"></span>ntity shoul<span class="_ _0"></span>d assess whe<span class="_ _0"></span>ther </div><div class="t m0 x4d h7 y1f6 ff1 fs3 fc0 sc0 ls15 ws0">a  <span class="ls0">c<span class="_ _0"></span>urrency <span class="_ _e"> </span>is  co<span class="_ _0"></span>nvertible <span class="_ _e"> </span>and <span class="_ _e"> </span>how  it <span class="_ _e"> </span>should  de<span class="_ _0"></span>termine <span class="_ _e"> </span>the </span></div><div class="t m0 x4d h7 yea ff1 fs3 fc0 sc0 ls0 ws0">exchange rate <span class="_ _1"></span>in <span class="_ _1"></span>the event <span class="_ _1"></span>of non-co<span class="_ _1"></span>nver<span class="_ _0"></span>tibility, and <span class="_ _1"></span>requires </div><div class="t m0 x4d h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">disclosu<span class="_ _0"></span>re <span class="_ _17"> </span>of <span class="_ _27"> </span>information <span class="_ _17"> </span>that <span class="_ _17"> </span>enables <span class="_ _17"> </span>users <span class="_ _17"> </span>of <span class="_ _27"> </span>financial </div><div class="t m0 x4d h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">statements to understand the <span class="_ _1"></span>effect of non<span class="_ _1"></span>-convertibi<span class="_ _0"></span>lity of <span class="_ _1"></span>a </div><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">currenc<span class="_ _0"></span>y. </div></div><div class="c xa0 y1f0 w34 h35"><div class="t m0 x4d h7 y1f1 ff1 fs3 fc0 sc0 ls0 ws0">The changes are not expected to hav<span class="_ _0"></span>e </div><div class="t m0 x4d h7 y1f2 ff1 fs3 fc0 sc0 ls0 ws0">a <span class="_ _24"> </span>significant  impact <span class="_ _25"> </span>on <span class="_ _24"> </span>the <span class="_ _24"> </span>G<span class="_ _1"></span>roup&apos;s </div><div class="t m0 x4d h7 y1f7 ff1 fs3 fc0 sc0 ls0 ws0">consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y1f8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1f9 ff2 fs2 fc0 sc0 ls0 ws0">Standards and<span class="_ _1"></span> Interpretations awaiting EU end<span class="_ _1"></span>orsement<span class="_ _1"></span> </div></div><div class="c x5c y1fa w35 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Standards and Inter<span class="_ _5"></span>pr<span class="_ _1"></span>etation<span class="_ _0"></span>s<span class="ff1"> </span></div></div><div class="c xa1 y1fa w36 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Type of anticipated c<span class="_ _5"></span>hange in accounting polici<span class="_ _0"></span>es </div></div><div class="c xa0 y1fa w37 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Possible <span class="_ _17"> </span>impact <span class="_ _18"> </span>on <span class="_ _17"> </span>the <span class="_ _17"> </span>financial<span class="_ _5"></span> </div><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls0 ws0">statements </div></div><div class="c x5c y1fb w35 h36"><div class="t m0 x4d h25 y1fc ffb fs3 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 9 “Fina<span class="_ _0"></span>ncial </div><div class="t m0 x4d h25 y1fd ffb fs3 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>s” and IFRS 7 “Fin<span class="_ _0"></span>ancial </div><div class="t m0 x4d h25 y1fe ffb fs3 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>s: Disclosures” </div><div class="t m0 x4d h25 y1ff ff4 fs3 fc0 sc0 ls0 ws0">regardin<span class="_ _0"></span>g classification a<span class="_ _0"></span>nd </div><div class="t m0 x4d h25 y200 ff4 fs3 fc0 sc0 ls0 ws0">measurement o<span class="_ _0"></span>f financi<span class="_ _0"></span>al </div><div class="t m0 x4d h25 y201 ff4 fs3 fc0 sc0 ls0 ws0">instrumen<span class="_ _0"></span>ts </div><div class="t m0 x4d h25 y202 ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y203 ff1 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods<span class="_ _0"></span> </div><div class="t m0 x4d h7 y204 ff1 fs3 fc0 sc0 ls0 ws0">beginning on o<span class="_ _0"></span>r after 1 Janua<span class="_ _0"></span>ry </div><div class="t m0 x4d h7 y205 ff1 fs3 fc0 sc0 ls5 ws0">2026<span class="ls0"> </span></div><div class="t m0 x4d h7 y206 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa1 y1fb w36 h36"><div class="t m0 x48 h7 y1fc ff1 fs3 fc0 sc0 ls0 ws0">The amend<span class="_ _5"></span>m<span class="_ _1"></span>ents <span class="_ _5"></span>to IFRS 9 <span class="_ _0"></span>introduc<span class="_ _0"></span>e a c<span class="_ _0"></span>hoice <span class="_ _5"></span>o<span class="_ _1"></span>f ac<span class="_ _0"></span>counting po<span class="_ _0"></span>licy </div><div class="t m0 x48 h7 y1fd ff1 fs3 fc0 sc0 ls0 ws0">regarding <span class="_ _e"> </span>the <span class="_ _e"> </span>timing <span class="_ _19"> </span>of  exti<span class="_ _0"></span>nguishment <span class="_ _e"> </span>of <span class="_ _e"> </span>the <span class="_ _e"> </span>obligation <span class="_ _e"> </span>when </div><div class="t m0 x48 h7 y1fe ff1 fs3 fc0 sc0 ls0 ws0">payment <span class="_ _e"> </span>is  made <span class="_ _e"> </span>via  an  e<span class="_ _0"></span>lectro<span class="_ _0"></span>nic  payment <span class="_ _e"> </span>system  (i<span class="_ _0"></span>f  ce<span class="_ _0"></span>rtain </div><div class="t m0 x48 h7 y1ff ff1 fs3 fc0 sc0 ls0 ws0">conditions a<span class="_ _0"></span>re met). </div><div class="t m0 x48 h7 y200 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x48 h7 y201 ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _18"> </span>amendments <span class="_ _18"> </span>to <span class="_ _18"> </span>IFRS <span class="_ _17"> </span>9 <span class="_ _18"> </span>regarding <span class="_ _18"> </span>the <span class="_ _18"> </span>SP<span class="_ _1"></span>PI <span class="_ _18"> </span>test <span class="_ _18"> </span>provide </div><div class="t m0 x48 h7 y202 ff1 fs3 fc0 sc0 ls0 ws0">guidance to<span class="_ _0"></span> help assess whe<span class="_ _0"></span>ther the cash f<span class="_ _0"></span>lows resulti<span class="_ _0"></span>ng from the </div><div class="t m0 x48 h7 y203 ff1 fs3 fc0 sc0 ls0 ws0">contract<span class="_ _0"></span> <span class="_ _25"> </span>are <span class="_ _25"> </span>consistent <span class="_ _25"> </span>with <span class="_ _25"> </span>a <span class="_ _18"> </span><span class="ff4">basic <span class="_ _25"> </span>lending <span class="_ _25"> </span>arrangemen<span class="_ _0"></span>t<span class="ff1">. <span class="_ _25"> </span>In </span></span></div><div class="t m0 x48 h7 y204 ff1 fs3 fc0 sc0 ls0 ws0">addition, <span class="_ _19"></span>the <span class="_ _e"> </span>amendments <span class="_ _19"></span>introduce <span class="_ _19"> </span>a <span class="_ _e"> </span>clearer <span class="_ _19"> </span>definition <span class="_ _e"> </span>of <span class="_ _e"> </span>the </div><div class="t m0 x48 h7 y205 ff4 fs3 fc0 sc0 ls16 ws0">non<span class="ls0">-recourse featu<span class="_ _0"></span>re<span class="ff1">. </span></span></div><div class="t m0 x48 h7 y206 ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>amendments <span class="_ _5"></span>to <span class="_ _0"></span>IFRS <span class="_ _0"></span>9 <span class="_ _0"></span>also <span class="_ _5"></span>provide <span class="_ _5"></span>additional <span class="_ _5"></span>g<span class="_ _1"></span>uidanc<span class="_ _0"></span>e <span class="_ _0"></span>on t<span class="_ _0"></span>he </div><div class="t m0 x48 h7 y207 ff1 fs3 fc0 sc0 ls0 ws0">characte<span class="_ _0"></span>ristics of <span class="ff4">contract<span class="_ _0"></span>ually linked<span class="_ _0"></span> instruments<span class="ff1">. </span></span></div><div class="t m0 x4d h7 y208 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y209 ff1 fs3 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFRS 7 add <span class="_ _0"></span>new disclo<span class="_ _0"></span>sure requirement<span class="_ _0"></span>s: </div><div class="t m0 xa2 h7 y20a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">for  investments  in  equi<span class="_ _0"></span>ty  instruments  designate<span class="_ _0"></span>d  as </span></span></div><div class="t m0 x7d h7 y20b ff1 fs3 fc0 sc0 ls0 ws0">measured <span class="_ _19"></span>at <span class="_ _e"> </span>fair <span class="_ _19"> </span>va<span class="_ _1"></span>lue <span class="_ _19"></span>through <span class="_ _e"> </span>other <span class="_ _e"> </span>comprehensi<span class="_ _0"></span>ve </div><div class="t m0 x7d h7 y20c ff1 fs3 fc0 sc0 ls0 ws0">income, </div><div class="t m0 xa2 h7 y189 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">for <span class="_ _0"></span>each clas<span class="_ _0"></span>s of fi<span class="_ _0"></span>nancial as<span class="_ _0"></span>sets measured <span class="_ _5"></span>at amortized </span></span></div><div class="t m0 x7d h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">cost <span class="_ _25"> </span>or <span class="_ _18"> </span>at <span class="_ _18"> </span>fair <span class="_ _18"> </span>value <span class="_ _18"> </span>through <span class="_ _25"> </span>other <span class="_ _18"> </span>comprehensiv<span class="_ _0"></span>e </div><div class="t m0 x7d h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">income, <span class="_ _29"> </span>and <span class="_ _29"> </span>for <span class="_ _29"> </span>financial <span class="_ _29"> </span>liabilities <span class="_ _29"> </span>m<span class="_ _1"></span>easure<span class="_ _0"></span>d <span class="_ _29"> </span>at </div><div class="t m0 x7d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">amortized co<span class="_ _0"></span>st. </div></div><div class="c xa0 y1fb w37 h36"><div class="t m0 x4d h7 y20d ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>changes <span class="_ _24"> </span>are <span class="_ _24"> </span>not <span class="_ _25"> </span>expecte<span class="_ _0"></span>d <span class="_ _24"> </span>to </div><div class="t m0 x4d h7 y20e ff1 fs3 fc0 sc0 ls0 ws0">have <span class="_ _18"> </span>a <span class="_ _18"> </span>significant <span class="_ _18"> </span>impact <span class="_ _18"> </span>on <span class="_ _18"> </span>the </div><div class="t m0 x4d h7 y20f ff1 fs3 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _12"> </span>consolidat<span class="_ _0"></span>ed <span class="_ _12"> </span>financial </div><div class="t m0 x4d h7 y210 ff1 fs3 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x5c y211 w35 h37"><div class="t m0 x4d h25 y212 ffb fs3 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 9 “Fina<span class="_ _0"></span>ncial </div><div class="t m0 x4d h25 y213 ffb fs3 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>s” and IFRS 7 “Fin<span class="_ _0"></span>ancial </div><div class="t m0 x4d h25 y214 ffb fs3 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>s: Disclosures” </div><div class="t m0 x4d h25 y215 ff4 fs3 fc0 sc0 ls0 ws0">regardin<span class="_ _0"></span>g PPAs (Contract<span class="_ _0"></span>s </div><div class="t m0 x4d h25 y216 ff4 fs3 fc0 sc0 ls0 ws0">Referencing<span class="_ _0"></span> Nature-depend<span class="_ _0"></span>ent </div><div class="t m0 x4d h25 y217 ff4 fs3 fc0 sc0 ls0 ws0">Electricity)  </div><div class="t m0 x4d h25 y218 ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y219 ff1 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods<span class="_ _0"></span> </div><div class="t m0 x4d h7 y21a ff1 fs3 fc0 sc0 ls0 ws0">beginning on o<span class="_ _0"></span>r after 1 Jan<span class="_ _0"></span>uary </div><div class="t m0 x4d h7 yc8 ff1 fs3 fc0 sc0 ls5 ws0">2026<span class="ls0"> </span></div><div class="t m0 x4d h7 y66 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xa1 y211 w36 h37"><div class="t m0 x4d h7 y212 ff1 fs3 fc0 sc0 ls0 ws0">The amendments to IFRS 9 include inf<span class="_ _0"></span>ormation on which PPAs can<span class="_ _0"></span> </div><div class="t m0 x4d h7 y213 ff1 fs3 fc0 sc0 ls0 ws0">be <span class="_ _17"> </span>used <span class="_ _17"> </span>f<span class="_ _1"></span>or <span class="_ _17"> </span>hedge <span class="_ _17"> </span>accounting <span class="_ _17"> </span>an<span class="_ _1"></span>d <span class="_ _17"> </span>what <span class="_ _17"> </span>specific <span class="_ _27"> </span>terms <span class="_ _17"> </span>are </div><div class="t m0 x4d h7 y214 ff1 fs3 fc0 sc0 ls0 ws0">permitte<span class="_ _0"></span>d in such hedging r<span class="_ _0"></span>elationships. </div><div class="t m0 x4d h7 y215 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y216 ff1 fs3 fc0 sc0 ls0 ws0">The amendment<span class="_ _0"></span>s to IFR<span class="_ _0"></span>S 7 int<span class="_ _0"></span>roduce ne<span class="_ _0"></span>w disclosu<span class="_ _0"></span>re requirement<span class="_ _0"></span>s </div><div class="t m0 x4d h7 y217 ff1 fs3 fc0 sc0 ls0 ws0">for PPAs as def<span class="_ _0"></span>ined in t<span class="_ _0"></span>he amendments to IFR<span class="_ _0"></span>S 9. </div></div><div class="c xa0 y211 w37 h37"><div class="t m0 x4d h7 y21b ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>changes <span class="_ _24"> </span>are <span class="_ _24"> </span>not <span class="_ _25"> </span>expecte<span class="_ _0"></span>d <span class="_ _24"> </span>to </div><div class="t m0 x4d h7 y21c ff1 fs3 fc0 sc0 ls0 ws0">have <span class="_ _18"> </span>a <span class="_ _18"> </span>significant <span class="_ _18"> </span>impact <span class="_ _18"> </span>on <span class="_ _18"> </span>the </div><div class="t m0 x4d h7 y21d ff1 fs3 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _12"> </span>consolidat<span class="_ _0"></span>ed <span class="_ _12"> </span>financial </div><div class="t m0 x4d h7 y21e ff1 fs3 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x5c y21f w35 h38"><div class="t m0 x4d h25 y220 ff4 fs3 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IFRS 1, IFRS 7, </div><div class="t m0 x4d h25 y221 ff4 fs3 fc0 sc0 ls0 ws0">IFRS 9, IFRS 10, IAS 7<span class="_ _0"></span> </div><div class="t m0 x4d h25 y222 ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y223 ff1 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods<span class="_ _0"></span> </div><div class="t m0 x4d h7 y224 ff1 fs3 fc0 sc0 ls0 ws0">beginning on o<span class="_ _0"></span>r after 1 Jan<span class="_ _0"></span>uary </div><div class="t m0 x4d h7 y225 ff1 fs3 fc0 sc0 ls5 ws0">2026<span class="ls0"> </span></div><div class="t m0 x4d h7 y226 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xa1 y21f w36 h38"><div class="t m0 x4d h7 y220 ff1 fs3 fc0 sc0 ls0 ws0">Annual Improvements <span class="ff5">–</span> only formal/or<span class="_ _0"></span>ganizational changes in the </div><div class="t m0 x4d h7 y221 ff1 fs3 fc0 sc0 ls0 ws0">standards </div></div><div class="c xa0 y21f w37 h38"><div class="t m0 x4d h7 y227 ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>changes <span class="_ _24"> </span>are <span class="_ _24"> </span>not <span class="_ _25"> </span>expecte<span class="_ _0"></span>d <span class="_ _24"> </span>to </div><div class="t m0 x4d h7 y228 ff1 fs3 fc0 sc0 ls0 ws0">have <span class="_ _18"> </span>a <span class="_ _18"> </span>significant <span class="_ _18"> </span>impact <span class="_ _18"> </span>on <span class="_ _18"> </span>the </div><div class="t m0 x4d h7 y229 ff1 fs3 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _12"> </span>consolidat<span class="_ _0"></span>ed <span class="_ _12"> </span>financial </div><div class="t m0 x4d h7 y22a ff1 fs3 fc0 sc0 ls0 ws0">statements. </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x57 y38 w38 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">15<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x5c y22b w35 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Standards and Inter<span class="_ _5"></span>pr<span class="_ _1"></span>etation<span class="_ _0"></span>s<span class="ff1"> </span></div></div><div class="c xa1 y22b w36 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Type of anticipated c<span class="_ _5"></span>hange in accounting polici<span class="_ _0"></span>es </div></div><div class="c xa0 y22b w37 h1c"><div class="t m0 x4d hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Possible <span class="_ _17"> </span>impact <span class="_ _18"> </span>on <span class="_ _17"> </span>the <span class="_ _17"> </span>financial<span class="_ _5"></span> </div><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls0 ws0">statements </div></div><div class="c x5c y22c w35 h38"><div class="t m0 x4d h25 y22d ff4 fs3 fc0 sc0 ls0 ws0">New IFRS 18 &quot;Present<span class="_ _0"></span>ation<span class="_ _0"></span> and </div><div class="t m0 x4d h25 y22e ff4 fs3 fc0 sc0 ls0 ws0">Disclosures i<span class="_ _0"></span>n Financial </div><div class="t m0 x4d h25 y22f ff4 fs3 fc0 sc0 ls0 ws0">Statemen<span class="_ _0"></span>ts&quot; </div><div class="t m0 x4d h25 y230 ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 yea ff1 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods<span class="_ _0"></span> </div><div class="t m0 x4d h7 y231 ff1 fs3 fc0 sc0 ls0 ws0">beginning on o<span class="_ _0"></span>r after 1 Jan<span class="_ _0"></span>uary </div><div class="t m0 x4d h7 y226 ff1 fs3 fc0 sc0 ls5 ws0">2027<span class="ls0"> </span></div><div class="t m0 x4d h7 y66 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xa1 y22c w36 h38"><div class="t m0 x4d h7 y22d ff1 fs3 fc0 sc0 ls0 ws0">The  new <span class="_ _e"> </span>standard <span class="_ _e"> </span>will  replace<span class="_ _0"></span>  IAS <span class="_ _e"> </span>1  &quot;Presentati<span class="_ _0"></span>on  o<span class="_ _0"></span>f  Fina<span class="_ _0"></span>ncial </div><div class="t m0 x4d h7 y22e ff1 fs3 fc0 sc0 ls0 ws0">Statements&quot;. IFRS 18 i<span class="_ _0"></span>ntroduce<span class="_ _0"></span>s, among others: </div><div class="t m0 xa2 h7 y232 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">a new struc<span class="_ _0"></span>ture of the pr<span class="_ _0"></span>ofit and loss statement<span class="_ _0"></span>, </span></span></div><div class="t m0 xa2 h7 y233 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">increase<span class="_ _0"></span>d <span class="_ _29"> </span>requirements <span class="_ _2a"> </span>for <span class="_ _2a"> </span>data<span class="_ _1"></span> <span class="_ _2a"> </span>aggregation <span class="_ _29"> </span>and </span></span></div><div class="t m0 x7d h7 y234 ff1 fs3 fc0 sc0 ls0 ws0">disaggregation,<span class="_ _0"></span> </div><div class="t m0 xa2 h7 y235 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _28"> </span><span class="ff1">require<span class="_ _0"></span>ments <span class="_ _25"> </span>for <span class="_ _25"> </span>disclosure <span class="_ _24"> </span>o<span class="_ _1"></span>f <span class="_ _25"> </span><span class="ff4">management-defin<span class="_ _0"></span>ed </span></span></span></div><div class="t m0 x7d h7 y96 ff4 fs3 fc0 sc0 ls0 ws0">performan<span class="_ _0"></span>ce measures.<span class="ff1"> </span></div></div><div class="c xa0 y22c w37 h38"><div class="t m0 x4d h7 y236 ff1 fs3 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>of the <span class="_ _1"></span>date <span class="_ _1"></span>of <span class="_ _1"></span>publication of <span class="_ _1"></span>this </div><div class="t m0 x4d h7 y237 ff1 fs3 fc0 sc0 ls0 ws0">standard, <span class="_ _24"> </span>the <span class="_ _18"> </span>impact <span class="_ _25"> </span>of <span class="_ _25"> </span>the <span class="_ _18"> </span>new </div><div class="t m0 x4d h7 y238 ff1 fs3 fc0 sc0 ls0 ws0">standard <span class="_ _2b"> </span>on <span class="_ _28"> </span>the <span class="_ _2b"> </span>financial </div><div class="t m0 x4d h7 y239 ff1 fs3 fc0 sc0 ls0 ws0">statements <span class="_ _0"></span>is not yet kno<span class="_ _0"></span>wn. </div></div><div class="c x5c y23a w35 h39"><div class="t m0 x4d h25 y23b ffb fs3 fc0 sc0 ls0 ws0">New IFRS 19 “Subsi<span class="_ _0"></span>diaries <span class="_ _0"></span>without </div><div class="t m0 x4d h25 y23c ffb fs3 fc0 sc0 ls0 ws0">publi<span class="_ _0"></span>c accountability: D<span class="_ _0"></span>isclosures”<span class="ff4"> </span></div><div class="t m0 x4d h25 y23d ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h25 y23e ff4 fs3 fc0 sc0 ls0 ws0">Effective <span class="_ _2c"> </span>for <span class="_ _2c"> </span>annual <span class="_ _2c"> </span>periods </div><div class="t m0 x4d h25 y23f ff4 fs3 fc0 sc0 ls0 ws0">beginnin<span class="_ _0"></span>g <span class="_ _25"> </span>on <span class="_ _25"> </span>or <span class="_ _25"> </span>after <span class="_ _25"> </span>1 <span class="_ _18"> </span>January </div><div class="t m0 x4d h7 y240 ff4 fs3 fc0 sc0 ls0 ws0">2027. <span class="ff1"> </span></div></div><div class="c xa1 y23a w36 h39"><div class="t m0 x4d h7 y23b ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>standard <span class="_ _1"></span>applies <span class="_ _1"></span>to <span class="_ _1"></span>subsidiaries <span class="_ _1"></span>without public <span class="_ _1"></span>accountability </div><div class="t m0 x4d h7 y23c ff1 fs3 fc0 sc0 ls0 ws0">for which <span class="_ _1"></span>their <span class="_ _1"></span>parent <span class="_ _1"></span>prepares consolidated <span class="_ _1"></span>financial statements </div><div class="t m0 x4d h7 y23d ff1 fs3 fc0 sc0 ls0 ws0">in  accordance <span class="_ _24"> </span>wi<span class="_ _1"></span>th  IFRS. <span class="_ _25"> </span>The <span class="_ _24"> </span>new <span class="_ _25"> </span>IFRS <span class="_ _25"> </span>19 <span class="_ _24"> </span>exempts <span class="_ _24"> </span>from <span class="_ _25"> </span>the </div><div class="t m0 x4d h7 y23e ff1 fs3 fc0 sc0 ls0 ws0">disclosu<span class="_ _0"></span>res required <span class="_ _1"></span>by other s<span class="_ _1"></span>tandards, and introduces a <span class="_ _1"></span>new list </div><div class="t m0 x4d h7 y23f ff1 fs3 fc0 sc0 ls0 ws0">in thei<span class="_ _0"></span>r place. </div></div><div class="c xa0 y23a w37 h39"><div class="t m0 x4d h7 y241 ff1 fs3 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>changes <span class="_ _24"> </span>are <span class="_ _24"> </span>not <span class="_ _25"> </span>expecte<span class="_ _0"></span>d <span class="_ _24"> </span>to </div><div class="t m0 x4d h7 y242 ff1 fs3 fc0 sc0 ls0 ws0">have <span class="_ _18"> </span>a <span class="_ _18"> </span>significant <span class="_ _18"> </span>impact <span class="_ _18"> </span>on <span class="_ _18"> </span>the </div><div class="t m0 x4d h7 y243 ff1 fs3 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _12"> </span>consolidat<span class="_ _0"></span>ed <span class="_ _12"> </span>financial </div><div class="t m0 x4d h7 y244 ff1 fs3 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y245 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y246 ff1 fs2 fc0 sc0 ls0 ws0">As at <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _0"></span>date of <span class="_ _5"></span>appro<span class="_ _1"></span>ving of<span class="_ _0"></span> these consolidated f<span class="_ _0"></span>inancial statements, The <span class="_ _5"></span>Ma<span class="_ _1"></span>nagement Board has <span class="_ _5"></span>n<span class="_ _1"></span>ot yet <span class="_ _5"></span>completed </div><div class="t m0 x6 h9 y247 ff1 fs2 fc0 sc0 ls0 ws0">works <span class="_ _19"></span>on<span class="_ _1"></span> <span class="_ _19"></span>the <span class="_ _19"></span>as<span class="_ _1"></span>sessment <span class="_ _19"></span>of <span class="_ _e"></span>the <span class="_ _19"></span>impact <span class="_ _19"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>in<span class="_ _1"></span>troducing <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>abov<span class="_ _1"></span>e <span class="_ _19"></span>standards<span class="_ _1"></span> <span class="_ _19"></span>and <span class="_ _19"></span>amendments<span class="_ _1"></span> <span class="_ _19"></span>to <span class="_ _19"></span>s<span class="_ _1"></span>tandards <span class="_ _19"></span>on<span class="_ _1"></span> <span class="_ _19"></span>the </div><div class="t m0 x6 h9 y248 ff1 fs2 fc0 sc0 ls0 ws0">accounting <span class="_ _1"></span>principles<span class="_ _1"></span> <span class="_ _1"></span>(policy) ap<span class="_ _1"></span>plied <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>in<span class="_ _1"></span> <span class="_ _1"></span>relation to <span class="_ _c"></span>the op<span class="_ _1"></span>erations <span class="_ _1"></span>or <span class="_ _1"></span>financial <span class="_ _1"></span>results <span class="_ _1"></span>of <span class="_ _1"></span>group <span class="_ _1"></span>entities, </div><div class="t m0 x6 h9 y249 ff1 fs2 fc0 sc0 ls0 ws0">however as at the date of <span class="_ _5"></span>approval of these consolidated financial statements for publication, the Management <span class="_ _0"></span>Board </div><div class="t m0 x6 h9 y24a ff1 fs2 fc0 sc0 ls0 ws0">does not expect the introduction of <span class="_ _0"></span>other standards and amendments to <span class="_ _0"></span>standards to have a significant im<span class="_ _0"></span>pact on the </div><div class="t m0 x6 h9 y24b ff1 fs2 fc0 sc0 ls0 ws0">accounting principles<span class="_ _1"></span> (policy) app<span class="_ _1"></span>lied by the Group.  </div><div class="t m0 x6 h19 y24c ff2 fs5 fc3 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 x6 hd y24d ff2 fs2 fc0 sc0 ls0 ws0">Subsidiaries </div><div class="t m0 x6 h9 y24e ff1 fs2 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 x6 h9 y24f ff1 fs2 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 the <span class="_ _1"></span>overall <span class="_ _c"></span>voting <span class="_ _1"></span>rights <span class="_ _1"></span>in <span class="_ _1"></span>their <span class="_ _1"></span>decision-making<span class="_ _1"></span> </div><div class="t m0 x6 h9 y250 ff1 fs2 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 x6 h9 y251 ff1 fs2 fc0 sc0 ls0 ws0">when assessing whether the Group controls another entity. Subsidiaries are fully consolidated from the date on which </div><div class="t m0 x6 h9 y252 ff1 fs2 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 x9a h9 y253 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y254 ff1 fs2 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 x9a h9 yb5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y255 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _19"></span>cost <span class="_ _e"></span>of <span class="_ _19"></span>an <span class="_ _19"></span>acquis<span class="_ _1"></span>ition <span class="_ _19"></span>is <span class="_ _c"></span>measu<span class="_ _1"></span>red <span class="_ _19"></span>as <span class="_ _e"></span>the <span class="_ _c"></span>fair <span class="_ _e"></span>value <span class="_ _19"></span>of <span class="_ _19"></span>the <span class="_ _e"></span>assets <span class="_ _19"></span>transferred, <span class="_ _19"></span>finan<span class="_ _1"></span>cial <span class="_ _19"></span>instruments<span class="_ _1"></span> <span class="_ _19"></span>issued <span class="_ _19"></span>and </div><div class="t m0 x6 h9 y85 ff1 fs2 fc0 sc0 ls0 ws0">liabilities <span class="_ _24"> </span>incurred  or <span class="_ _1c"> </span>ass<span class="_ _1"></span>umed <span class="_ _1c"> </span>at<span class="_ _1"></span> <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _1c"> </span>d<span class="_ _1"></span>ate <span class="_ _1c"> </span>of  exchange, <span class="_ _1c"> </span>plus<span class="_ _1"></span> <span class="_ _1c"> </span>liab<span class="_ _1"></span>ilities <span class="_ _24"> </span>resulting <span class="_ _24"> </span>from <span class="_ _1c"> </span>a<span class="_ _c"></span> contingent  consideration </div><div class="t m0 x6 h9 y256 ff1 fs2 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 </div><div class="t m0 x6 h9 y257 ff1 fs2 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<span class="_ _1"></span> their fair </div><div class="t m0 x6 h9 y258 ff1 fs2 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 x6 h9 y151 ff1 fs2 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 x6 h9 y259 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y25a ff1 fs2 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 x6 h9 y25b ff1 fs2 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 x6 h9 y25c ff1 fs2 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 x6 h9 y25d ff1 fs2 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 x6 h9 y25e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y25f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y260 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y261 ff1 fs2 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 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">16<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">Revenue <span class="_ _e"></span>and <span class="_ _e"></span>costs, <span class="_ _e"> </span>b<span class="_ _1"></span>alances <span class="_ _e"></span>and <span class="_ _e"></span>unrealised <span class="_ _e"> </span>gains <span class="_ _e"> </span>on<span class="_ _1"></span> <span class="_ _e"></span>transactions <span class="_ _e"> </span>between <span class="_ _e"></span>the <span class="_ _e"> </span>Grou<span class="_ _1"></span>p <span class="_ _e"></span>companies <span class="_ _e"> </span>are <span class="_ _e"> </span>eliminat<span class="_ _1"></span>ed. </div><div class="t m0 x6 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0">Where <span class="_ _19"></span>n<span class="_ _1"></span>ecessary, <span class="_ _e"></span>the <span class="_ _19"></span>accounting <span class="_ _e"></span>policies <span class="_ _e"></span>of <span class="_ _19"></span>subs<span class="_ _1"></span>idiaries <span class="_ _19"></span>were <span class="_ _e"></span>changed <span class="_ _19"></span>to<span class="_ _1"></span> <span class="_ _19"></span>ensure <span class="_ _e"></span>consistency <span class="_ _e"></span>with <span class="_ _e"></span>the <span class="_ _19"></span>accounting </div><div class="t m0 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">policies applied by<span class="_ _1"></span> the Group. </div><div class="t m0 x6 h19 y263 ff2 fs5 fc3 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 x6 h9 y264 ff1 fs2 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="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>same <span class="_ _c"></span>basis <span class="_ _c"></span>as <span class="_ _c"></span>that <span class="_ _c"></span>used <span class="_ _c"></span>for <span class="_ _1"></span>in<span class="_ _1"></span>ternal <span class="_ _1"></span>reporting <span class="_ _c"></span>to <span class="_ _c"></span>the<span class="_ _c"></span> Parent </div><div class="t m0 x6 h9 y265 ff1 fs2 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 x6 h9 y266 ff1 fs2 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 x6 h9 y267 ff1 fs2 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 x6 h19 y268 ff2 fs5 fc3 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 x6 hd ya2 ff2 fs2 fc0 sc0 ls0 ws0">Functional cur<span class="_ _1"></span>rency </div><div class="t m0 x6 h9 y269 ff1 fs2 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 x6 h9 y26a ff5 fs2 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 x6 h9 y26b ff1 fs2 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 x6 h9 y26c ff1 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _e"> </span>an<span class="_ _1"></span>d <span class="_ _e"></span>the <span class="_ _e"> </span>presenta<span class="_ _1"></span>tion <span class="_ _e"></span>currency <span class="_ _e"> </span>of <span class="_ _e"> </span>th<span class="_ _1"></span>e <span class="_ _e"></span>Group. <span class="_ _e"> </span>Amounts<span class="_ _1"></span> <span class="_ _e"></span>are <span class="_ _e"> </span>expressed <span class="_ _1c"> </span>in <span class="_ _e"> </span>PLN <span class="_ _1c"> </span>thousand,<span class="_ _1"></span> <span class="_ _e"></span>unless <span class="_ _e"> </span>specified </div><div class="t m0 x6 h9 y26d ff1 fs2 fc0 sc0 ls0 ws0">otherwise. </div><div class="t m0 x6 hd y26e ff2 fs2 fc0 sc0 ls0 ws0">Transactions and b<span class="_ _1"></span>alances </div><div class="t m0 x6 h9 y26f ff1 fs2 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 x6 h9 y270 ff1 fs2 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>exchange <span class="_ _1"></span>gains<span class="_ _1"></span> <span class="_ _1"></span>or <span class="_ _1"></span>loss<span class="_ _1"></span>es <span class="_ _1"></span>arising <span class="_ _1"></span>on <span class="_ _1"></span>settlement <span class="_ _c"></span>of <span class="_ _1"></span>such <span class="_ _e"></span>transactions </div><div class="t m0 x6 h9 y271 ff1 fs2 fc0 sc0 ls0 ws0">or on accountin<span class="_ _1"></span>g measurement of monetary as<span class="_ _1"></span>sets and liabilities denominated in<span class="_ _1"></span> foreign currencies a<span class="_ _1"></span>re recognised in </div><div class="t m0 x6 h9 y11b ff1 fs2 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 x6 h9 y272 ff1 fs2 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 x6 h9 y273 ff1 fs2 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 x6 h9 y274 ff1 fs2 fc0 sc0 ls0 ws0">Non-monetary <span class="_ _e"></span>assets <span class="_ _19"></span>an<span class="_ _1"></span>d <span class="_ _19"></span>liabilities <span class="_ _19"></span>carried <span class="_ _e"></span>at <span class="_ _19"></span>histo<span class="_ _1"></span>rical <span class="_ _19"></span>cost <span class="_ _e"></span>in <span class="_ _19"></span>a <span class="_ _19"></span>foreign <span class="_ _e"></span>currency <span class="_ _19"></span>are <span class="_ _e"></span>translated <span class="_ _19"></span>us<span class="_ _1"></span>ing <span class="_ _19"></span>the<span class="_ _1"></span> av<span class="_ _1"></span>erage </div><div class="t m0 x6 h9 y275 ff1 fs2 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="_ _0"></span>financial position expressed in </div><div class="t m0 x6 h9 y176 ff1 fs2 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 x6 h9 y276 ff1 fs2 fc0 sc0 ls0 ws0">the fair value measure<span class="_ _1"></span>ment date.  </div><div class="t m0 x6 hd y277 ff2 fs2 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 x6 h9 y278 ff1 fs2 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 x6 h9 y279 ff1 fs2 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> presentation<span class="_ _1"></span>, are <span class="_ _1"></span>translat<span class="_ _1"></span>ed into </div><div class="t m0 x6 h9 y27a ff1 fs2 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 x9a h9 y27b ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </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 xa3 h9 y27c ff1 fs2 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 x9a h9 y27d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">revenue <span class="_ _1b"> </span>and <span class="_ _2e"> </span>expenses <span class="_ _1b"> </span>are <span class="_ _2e"> </span>translated <span class="_ _2e"> </span>using <span class="_ _1b"> </span>exchange <span class="_ _1b"> </span>rate <span class="_ _2e"> </span>determined <span class="_ _1b"> </span>as <span class="_ _2e"> </span>the <span class="_ _1b"> </span>arithmetic <span class="_ _1b"> </span>av<span class="_ _1"></span>erage<span class="_ _1"></span> </span></span></div><div class="t m0 xa3 h9 y12a ff1 fs2 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 x9a h9 y27e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">any <span class="_ _1c"> </span>currency<span class="_ _1"></span> <span class="_ _1c"> </span>exchange <span class="_ _1c"> </span>differences <span class="_ _24"> </span>resulting <span class="_ _1c"> </span>from <span class="_ _1c"> </span>su<span class="_ _1"></span>ch <span class="_ _1c"> </span>trans<span class="_ _1"></span>lation <span class="_ _1c"> </span>are <span class="_ _1c"> </span>recognised <span class="_ _24"> </span>in <span class="_ _1c"> </span>other <span class="_ _1c"> </span>comprehens<span class="_ _1"></span>ive </span></span></div><div class="t m0 xa3 h9 y27f ff1 fs2 fc0 sc0 ls0 ws0">income. </div><div class="t m0 x6 h9 y280 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y281 ff1 fs2 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 x6 h9 y282 ff1 fs2 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 x6 h9 y283 ff1 fs2 fc0 sc0 ls0 ws0"> </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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">17<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h19 y284 ff2 fs5 fc3 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 x6 h9 y285 ff1 fs2 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>po<span class="_ _1"></span>tential </div><div class="t m0 x6 h9 y286 ff1 fs2 fc0 sc0 ls0 ws0">accumulated impairment.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y287 ff1 fs2 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 x6 h9 y288 ff1 fs2 fc0 sc0 ls0 ws0">expenditure <span class="_ _1"></span>directly <span class="_ _c"></span>attributable <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>acqu<span class="_ _1"></span>isition <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>asset <span class="_ _c"></span>and <span class="_ _1"></span>its <span class="_ _1"></span>ad<span class="_ _1"></span>aptation <span class="_ _1"></span>for <span class="_ _1"></span>its <span class="_ _1"></span>in<span class="_ _1"></span>tended <span class="_ _1"></span>use, <span class="_ _1"></span>includ<span class="_ _1"></span>ing <span class="_ _1"></span>the </div><div class="t m0 x6 h9 y289 ff1 fs2 fc0 sc0 ls0 ws0">costs <span class="_ _1c"> </span>of <span class="_ _e"> </span>tra<span class="_ _1"></span>nsport, <span class="_ _1c"> </span>loading <span class="_ _1c"> </span>and <span class="_ _e"> </span>u<span class="_ _1"></span>nloading. <span class="_ _e"> </span>Rebates, <span class="_ _1c"> </span>discounts <span class="_ _1c"> </span>as <span class="_ _1c"> </span>well <span class="_ _e"> </span>as <span class="_ _1c"> </span>oth<span class="_ _1"></span>er <span class="_ _e"></span>similar <span class="_ _e"> </span>con<span class="_ _1"></span>cessions <span class="_ _e"> </span>an<span class="_ _1"></span>d <span class="_ _e"> </span>recoveries </div><div class="t m0 x6 h9 y28a ff1 fs2 fc0 sc0 ls0 ws0">decrease the asset acq<span class="_ _1"></span>uisition cost.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y28b ff1 fs2 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 x6 h9 y28c ff1 fs2 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="_ _0"></span>date on <span class="_ _5"></span>which the asset </div><div class="t m0 x6 h9 y28d ff1 fs2 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 x6 h9 y28e ff1 fs2 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 x6 h9 y28f ff1 fs2 fc0 sc0 ls0 ws0">be <span class="_ _19"></span>measured <span class="_ _19"></span>reliably <span class="_ _e"></span>and <span class="_ _c"></span>it <span class="_ _e"></span>is <span class="_ _19"></span>probable <span class="_ _19"></span>th<span class="_ _1"></span>at <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group <span class="_ _e"></span>will <span class="_ _c"></span>derive <span class="_ _e"></span>economic <span class="_ _19"></span>benefits <span class="_ _19"></span>as<span class="_ _1"></span>sociated <span class="_ _19"></span>with <span class="_ _19"></span>the <span class="_ _19"></span>replaced </div><div class="t m0 x6 h9 y290 ff1 fs2 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 x6 h9 y291 ff1 fs2 fc0 sc0 ls0 ws0">Except <span class="_ _c"></span>for <span class="_ _19"></span>land <span class="_ _19"></span>and <span class="_ _19"></span>tangible <span class="_ _c"></span>non<span class="_ _1"></span>-current <span class="_ _c"></span>as<span class="_ _1"></span>sets <span class="_ _c"></span>under <span class="_ _19"></span>construction, <span class="_ _19"></span>all <span class="_ _c"></span>items <span class="_ _19"></span>of <span class="_ _c"></span>p<span class="_ _1"></span>roperty, <span class="_ _c"></span>plant <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>equipment <span class="_ _c"></span>are </div><div class="t m0 x6 h9 y292 ff1 fs2 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 account <span class="_ _1"></span>the <span class="_ _1"></span>residual <span class="_ _1"></span>value, <span class="_ _1"></span>if </div><div class="t m0 x6 h9 y293 ff1 fs2 fc0 sc0 ls0 ws0">material. The followin<span class="_ _1"></span>g groups are d<span class="_ _1"></span>epreciated using the following depreciatio<span class="_ _1"></span>n rates: <span class="_ _1"></span> </div><div class="t m0 x68 h9 y294 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Buildings and s<span class="_ _1"></span>tructures <span class="_ _2f"> </span> <span class="_ _10"> </span>from 10 to 40 years;<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h9 y295 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Plant and equ<span class="_ _1"></span>ipment <span class="_ _8"></span> <span class="_ _10"> </span> <span class="_ _10"> </span>from 2 to 10 years<span class="_ _1"></span>; </span></span></div><div class="t m0 x68 h9 y296 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Vehicles <span class="_ _30"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>from 2 to 10 years;<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h9 y297 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Other tangible fixed as<span class="_ _1"></span>sets <span class="_ _31"> </span> <span class="_ _10"> </span>from 2 to 20 years.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y298 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y299 ff1 fs2 fc0 sc0 ls0 ws0">Leasehold improv<span class="_ _1"></span>ements (in relation to rented s<span class="_ _1"></span>pace) are depreciated over a <span class="_ _1"></span>period which<span class="_ _1"></span> is linked to the du<span class="_ _1"></span>ration of </div><div class="t m0 x6 h9 y29a ff1 fs2 fc0 sc0 ls0 ws0">the rental agreement.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y29b ff1 fs2 fc0 sc0 ls0 ws0">Correctness <span class="_ _24"> </span>of <span class="_ _1c"> </span>the <span class="_ _24"> </span>applied <span class="_ _24"> </span>useful <span class="_ _24"> </span>lives, <span class="_ _1c"> </span>depreciation<span class="_ _1"></span> <span class="_ _1c"> </span>met<span class="_ _1"></span>hods <span class="_ _24"> </span>and <span class="_ _1c"> </span>resid<span class="_ _1"></span>ual <span class="_ _1c"> </span>values  (e<span class="_ _0"></span>xcept <span class="_ _1c"> </span>wher<span class="_ _1"></span>e <span class="_ _1c"> </span>insignificant)  is </div><div class="t m0 x6 h9 y29c ff1 fs2 fc0 sc0 ls0 ws0">reviewed <span class="_ _1"></span>by <span class="_ _c"></span>the <span class="_ _1"></span>Group <span class="_ _c"></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>presented <span class="_ _c"></span>as <span class="_ _c"></span>changes <span class="_ _1"></span>in <span class="_ _1"></span>accounting <span class="_ _c"></span>estimates <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>their </div><div class="t m0 x6 h9 y29d ff1 fs2 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 x6 h9 y29e ff1 fs2 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 x6 h9 y29f ff1 fs2 fc0 sc0 ls0 ws0">Any <span class="_ _c"></span>gains <span class="_ _19"></span>or <span class="_ _c"></span>losses <span class="_ _19"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>disposal <span class="_ _19"></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>property, <span class="_ _c"></span>p<span class="_ _1"></span>lant <span class="_ _c"></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="_ _c"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y2a0 ff1 fs2 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 x6 h9 y2a1 ff1 fs2 fc0 sc0 ls0 ws0">Tangible <span class="_ _1c"> </span>fixed <span class="_ _1c"> </span>as<span class="_ _1"></span>sets <span class="_ _1c"> </span>under <span class="_ _1c"> </span>constru<span class="_ _1"></span>ction <span class="_ _1c"> </span>are <span class="_ _1c"> </span>stated <span class="_ _1c"> </span>at<span class="_ _1"></span> <span class="_ _1c"> </span>cost <span class="_ _1c"> </span>or <span class="_ _1c"> </span>at <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"> </span>amou<span class="_ _1"></span>nt <span class="_ _e"> </span>of <span class="_ _24"> </span>the <span class="_ _e"> </span>aggregate <span class="_ _1c"> </span>expens<span class="_ _1"></span>es <span class="_ _1c"> </span>directly </div><div class="t m0 x6 h9 y2a2 ff1 fs2 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 x6 h9 y2a3 ff1 fs2 fc0 sc0 ls0 ws0">under constru<span class="_ _1"></span>ction increases their valu<span class="_ _1"></span>e.  </div><div class="t m0 x6 h9 y2a4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2a5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2a6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2a7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2a8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2a9 ff1 fs2 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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">18<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h19 y284 ff2 fs5 fc3 sc0 ls11 ws0">3.7.<span class="ff7 ls0">  <span class="ff2">Leas<span class="ls17">es</span> </span></span></div><div class="t m0 x42 h19 y2aa ff2 fs5 fc3 sc0 ls18 ws0">a)<span class="ff7 ls0"> <span class="_ _1b"> </span><span class="ff2">Right-<span class="ls19">of</span>-use assets  </span></span></div><div class="t m0 x6 h9 yc7 ff1 fs2 fc0 sc0 ls0 ws0">The Group recognizes right-<span class="ls13">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 x6 h9 y2ab ff1 fs2 fc0 sc0 ls0 ws0">is av<span class="_ _1"></span>ailable for use). <span class="_ _1"></span>Right-<span class="ls13">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 x6 h9 y2ac ff1 fs2 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="ls13">of</span>-use assets <span class="_ _5"></span>in<span class="_ _1"></span>cludes <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 x6 h9 y2ad ff1 fs2 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<span class="_ _1"></span> any <span class="_ _0"></span>incentives received. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y2ae ff1 fs2 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 x6 h9 y2af ff1 fs2 fc0 sc0 ls0 ws0">period, <span class="_ _c"></span>the <span class="_ _c"></span>recognized <span class="_ _1"></span>righ<span class="_ _1"></span>t-<span class="ls13">of</span>-use <span class="_ _c"></span>assets <span class="_ _c"></span>are <span class="_ _c"></span>amortized <span class="_ _c"></span>using <span class="_ _c"></span>the <span class="_ _c"></span>straight<span class="_ _1"></span>-line <span class="_ _1"></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="_ _1"></span>two </div><div class="t m0 x6 h9 y2b0 ff1 fs2 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 x6 h9 y2b1 ff1 fs2 fc0 sc0 ls0 ws0">Right-<span class="ls13">of</span>-use ass<span class="_ _1"></span>ets are subject to impairment.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2b2 ff1 fs2 fc0 sc0 ls0 ws0">Right-<span class="ls13">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 x6 h9 y2b3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h19 y2b4 ff2 fs5 fc3 sc0 ls18 ws0">a)<span class="ff7 ls0"> <span class="_ _1b"> </span><span class="ff2">Lease liability </span></span></div><div class="t m0 x6 h9 y70 ff1 fs2 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 x6 h9 y2b5 ff1 fs2 fc0 sc0 ls0 ws0">future <span class="_ _c"></span>lease <span class="_ _c"></span>paym<span class="_ _1"></span>ents, <span class="_ _c"></span>remaining <span class="_ _c"></span>to <span class="_ _19"></span>be <span class="_ _c"></span>paid <span class="_ _c"></span>on <span class="_ _19"></span>that <span class="_ _c"></span>date. <span class="_ _19"></span>Lease <span class="_ _c"></span>payment <span class="_ _c"></span>includ<span class="_ _1"></span>e <span class="_ _c"></span>fixed <span class="_ _c"></span>fees <span class="_ _c"></span>(ess<span class="_ _1"></span>entially <span class="_ _c"></span>fixed <span class="_ _e"> </span>lease<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2b6 ff1 fs2 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 x6 h9 y2b7 ff1 fs2 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="_ _0"></span>the <span class="_ _5"></span>p<span class="_ _1"></span>rice <span class="_ _5"></span>of the call <span class="_ _5"></span>option (if <span class="_ _5"></span>it can be <span class="_ _5"></span>assumed </div><div class="t m0 x6 h9 y2b8 ff1 fs2 fc0 sc0 ls0 ws0">with <span class="_ _c"></span>sufficient <span class="_ _c"></span>certainty <span class="_ _c"></span>that <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>payment <span class="_ _c"></span>of <span class="_ _c"></span>fines <span class="_ _c"></span>for <span class="_ _1"></span>termination <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>lease <span class="_ _1"></span>(if <span class="_ _c"></span>the </div><div class="t m0 x6 h9 y2b9 ff1 fs2 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 x6 h9 y2ba ff1 fs2 fc0 sc0 ls0 ws0">an index <span class="_ _0"></span>or rate <span class="_ _5"></span>are recognized as co<span class="_ _0"></span>sts in <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>p<span class="_ _1"></span>eriod <span class="_ _0"></span>in whic<span class="_ _5"></span>h<span class="_ _1"></span> <span class="_ _0"></span>the e<span class="_ _0"></span>vent or <span class="_ _0"></span>condition giving <span class="_ _5"></span>rise to <span class="_ _0"></span>the payment <span class="_ _0"></span>occurs.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2bb ff1 fs2 fc0 sc0 ls0 ws0">When <span class="_ _1c"> </span>calculating <span class="_ _1c"> </span>the <span class="_ _1c"> </span>current <span class="_ _1c"> </span>v<span class="_ _1"></span>alue <span class="_ _e"> </span>of <span class="_ _1c"> </span>future <span class="_ _1c"> </span>lease <span class="_ _1c"> </span>payments<span class="_ _1"></span>, <span class="_ _e"> </span>th<span class="_ _1"></span>e <span class="_ _e"></span>Group <span class="_ _1c"> </span>uses <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"> </span>lessee&apos;s <span class="_ _e"> </span>margina<span class="_ _1"></span>l <span class="_ _e"> </span>interes<span class="_ _1"></span>t <span class="_ _e"> </span>rate </div><div class="t m0 x6 h9 y2bc ff1 fs2 fc0 sc0 ls0 ws0">determined <span class="_ _c"></span>on <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>day <span class="_ _c"></span>the <span class="_ _c"></span>lease <span class="_ _c"></span>starts. <span class="_ _c"></span>After <span class="_ _c"></span>the <span class="_ _c"></span>s<span class="_ _1"></span>tart <span class="_ _c"></span>date, <span class="_ _c"></span>the <span class="_ _c"></span>amount <span class="_ _c"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>lease <span class="_ _c"></span>liability <span class="_ _c"></span>is <span class="_ _c"></span>increas<span class="_ _1"></span>ed <span class="_ _c"></span>to <span class="_ _1"></span>reflect </div><div class="t m0 x6 h9 y2bd ff1 fs2 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 x6 h9 y11d ff1 fs2 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 x6 h9 y174 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h19 y2be ff2 fs5 fc3 sc0 ls11 ws0">b)<span class="ff7 ls0"> <span class="_ _29"> </span><span class="ff2">Shor<span class="_ _1"></span>t-term lease and lease of low-value assets  </span></span></div><div class="t m0 x6 h9 y2bf ff1 fs2 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="_ _c"></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>sh<span class="_ _1"></span>ort-term <span class="_ _1"></span>lease <span class="_ _c"></span>contracts <span class="_ _1"></span>(i.e. <span class="_ _c"></span>contracts<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2c0 ff1 fs2 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 x6 h9 y2c1 ff1 fs2 fc0 sc0 ls0 ws0">Group <span class="_ _c"></span>also <span class="_ _c"></span>ap<span class="_ _1"></span>plies <span class="_ _c"></span>an <span class="_ _c"></span>exemp<span class="_ _1"></span>tion <span class="_ _c"></span>regarding <span class="_ _c"></span>the <span class="_ _c"></span>r<span class="_ _1"></span>ecognition <span class="_ _c"></span>of <span class="_ _c"></span>leases<span class="_ _1"></span> <span class="_ _c"></span>of <span class="_ _c"></span>low<span class="_ _1"></span>-value <span class="_ _c"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>in <span class="_ _c"></span>relation <span class="_ _c"></span>to <span class="_ _c"></span>its<span class="_ _1"></span> <span class="_ _c"></span>low-value<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2c2 ff1 fs2 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 x6 h9 y2c3 ff1 fs2 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 x6 h19 y2c4 ff2 fs5 fc3 sc0 ls11 ws0">3.8.<span class="ff7 ls0">  <span class="ff2">Intangible assets </span></span></div><div class="t m0 x6 h9 y17e ff1 fs2 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 x6 h9 y2c5 ff1 fs2 fc0 sc0 ls0 ws0">Any <span class="_ _c"></span>s<span class="_ _1"></span>ubsequent <span class="_ _c"></span>expenditu<span class="_ _1"></span>re <span class="_ _c"></span>on <span class="_ _19"></span>existing <span class="_ _c"></span>inta<span class="_ _1"></span>ngible <span class="_ _c"></span>assets<span class="_ _1"></span> <span class="_ _c"></span>is <span class="_ _c"></span>capitalis<span class="_ _1"></span>ed <span class="_ _c"></span>only <span class="_ _19"></span>when <span class="_ _c"></span>it <span class="_ _19"></span>increases <span class="_ _19"></span>the <span class="_ _19"></span>future <span class="_ _c"></span>econo<span class="_ _1"></span>mic </div><div class="t m0 x6 h9 y2c6 ff1 fs2 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 x6 h9 y2c7 ff1 fs2 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="_ _0"></span>the <span class="_ _5"></span>end<span class="_ _1"></span> <span class="_ _5"></span>of e<span class="_ _0"></span>ach <span class="_ _0"></span>financial <span class="_ _0"></span>year. <span class="_ _0"></span>Any <span class="_ _0"></span>changes </div><div class="t m0 x6 h9 y2c8 ff1 fs2 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 x6 h9 y2c9 ff1 fs2 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 x6 h9 y2ca ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2cb ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">19<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">Amortisation <span class="_ _e"> </span>is<span class="_ _1"></span> <span class="_ _e"></span>calculated <span class="_ _e"> </span>ov<span class="_ _1"></span>er <span class="_ _e"></span>the <span class="_ _1c"> </span>estimated <span class="_ _e"> </span>u<span class="_ _1"></span>seful <span class="_ _e"> </span>life <span class="_ _1c"> </span>of <span class="_ _e"> </span>intan<span class="_ _1"></span>gible <span class="_ _e"></span>assets, <span class="_ _1c"> </span>using <span class="_ _1c"> </span>the <span class="_ _e"> </span>straight<span class="_ _1"></span> <span class="_ _e"></span>line <span class="_ _e"> </span>method<span class="_ _1"></span>. <span class="_ _e"> </span>The </div><div class="t m0 x6 h9 y1bc ff1 fs2 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 x42 h9 y108 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Trademarks <span class="_ _14"> </span> <span class="_ _10"> </span> <span class="_ _10"> </span>10 years; </span></span></div><div class="t m0 x42 h9 y2cc ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">Licences and software<span class="_ _1"></span> <span class="_ _32"> </span> <span class="_ _10"> </span>from 1 to 20 years.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h19 y2cd ff2 fs5 fc3 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 x6 h9 y2ce ff1 fs2 fc0 sc0 ls0 ws0">Goodwill <span class="_ _19"></span>is <span class="_ _e"></span>not <span class="_ _19"></span>amortised, <span class="_ _e"></span>but <span class="_ _19"></span>it <span class="_ _19"></span>is <span class="_ _19"></span>tested <span class="_ _e"></span>for <span class="_ _19"></span>impairment <span class="_ _19"></span>ann<span class="_ _1"></span>ually <span class="_ _19"></span>or <span class="_ _19"></span>more <span class="_ _19"></span>frequently <span class="_ _e"></span>if <span class="_ _19"></span>there <span class="_ _19"></span>is <span class="_ _19"></span>an<span class="_ _1"></span>y <span class="_ _19"></span>indication <span class="_ _19"></span>of </div><div class="t m0 x6 h9 y2cf ff1 fs2 fc0 sc0 ls0 ws0">impairment.  </div><div class="t m0 x6 h9 y2d0 ff1 fs2 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 will<span class="_ _0"></span> benefit from </div><div class="t m0 x6 h9 y2d1 ff1 fs2 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>an<span class="_ _1"></span> <span class="_ _1"></span>operating <span class="_ _c"></span>segment. <span class="_ _1"></span>The<span class="_ _1"></span> ac<span class="_ _1"></span>counting <span class="_ _1"></span>p<span class="_ _1"></span>olicies <span class="_ _1"></span>applicable </div><div class="t m0 x6 h9 y2d2 ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _c"></span>goodwill <span class="_ _1"></span>i<span class="_ _1"></span>mpairment <span class="_ _c"></span>testin<span class="_ _1"></span>g <span class="_ _1"></span>are <span class="_ _c"></span>pres<span class="_ _1"></span>ented <span class="_ _1"></span>in <span class="_ _c"></span>note <span class="_ _c"></span>11<span class="_ _1"></span>0<span class="ls3">. <span class="_ _c"></span></span>Goodwill <span class="_ _c"></span>is <span class="_ _c"></span>expressed <span class="_ _c"></span>in <span class="_ _c"></span>functional <span class="_ _c"></span>currency <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>cash<span class="_ _1"></span>-</div><div class="t m0 x6 h9 y2d3 ff1 fs2 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="_ _1"></span>cu<span class="_ _1"></span>rrency of <span class="_ _1"></span>th<span class="_ _1"></span>e Pa<span class="_ _1"></span>rent <span class="_ _1"></span>Company <span class="_ _c"></span>accord<span class="_ _1"></span>ing <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>exchange <span class="_ _1"></span>rate </div><div class="t m0 x6 h9 y2d4 ff1 fs2 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 x6 h19 y2d5 ff2 fs5 fc3 sc0 ls0 ws0">3.10.<span class="ff7"> <span class="_ _33"></span><span class="ff2"> Impairment of non-financial non-current assets </span></span></div><div class="t m0 x6 h9 y248 ff1 fs2 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 x6 h9 y2d6 ff1 fs2 fc0 sc0 ls0 ws0">non-current <span class="_ _e"></span>assets <span class="_ _19"></span>may<span class="_ _1"></span> <span class="_ _19"></span>be <span class="_ _19"></span>impaired. <span class="_ _e"></span>If <span class="_ _19"></span>the <span class="_ _e"></span>Group <span class="_ _19"></span>finds<span class="_ _1"></span> <span class="_ _19"></span>that <span class="_ _e"></span>there <span class="_ _c"></span>is<span class="_ _1"></span> <span class="_ _19"></span>such <span class="_ _e"></span>evidence, <span class="_ _19"></span>or <span class="_ _e"></span>if <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>Group <span class="_ _e"></span>is <span class="_ _19"></span>required <span class="_ _e"></span>to </div><div class="t m0 x6 h9 y2d7 ff1 fs2 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 x6 h9 y49 ff1 fs2 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 x6 h9 y2d8 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _19"></span>recoverable<span class="_ _1"></span> <span class="_ _19"></span>amount <span class="_ _e"></span>of <span class="_ _19"></span>an<span class="_ _1"></span> <span class="_ _19"></span>asset <span class="_ _e"></span>or <span class="_ _19"></span>cash<span class="_ _1"></span>-<span class="ff5">generating <span class="_ _19"></span>u<span class="_ _1"></span>nit <span class="_ _19"></span>(“CG<span class="_ _1"></span>U”) <span class="_ _19"></span>is <span class="_ _e"></span>equal <span class="_ _19"></span>to <span class="_ _e"></span>the <span class="_ _19"></span>high<span class="_ _1"></span>er <span class="_ _19"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>asset’s<span class="_ _1"></span> <span class="_ _19"></span>or <span class="_ _19"></span>cas<span class="_ _1"></span>h<span class="_ _1"></span></span>-</div><div class="t m0 x6 h9 y2d9 ff5 fs2 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 its <span class="_ _5"></span>value i<span class="_ _5"></span>n<span class="_ _1"></span> <span class="_ _5"></span>us<span class="_ _1"></span>e. <span class="_ _5"></span>The <span class="_ _0"></span>recoverable <span class="_ _5"></span>amou<span class="_ _1"></span>nt <span class="_ _5"></span>is<span class="_ _1"></span> <span class="_ _5"></span>determined for <span class="_ _5"></span>individual </div><div class="t m0 x6 h9 y2da ff1 fs2 fc0 sc0 ls0 ws0">assets unless <span class="_ _5"></span>a <span class="_ _5"></span>giv<span class="_ _1"></span>en <span class="_ _5"></span>asset doe<span class="_ _0"></span>s <span class="_ _0"></span>not <span class="_ _5"></span>generate separate <span class="_ _5"></span>cash i<span class="_ _5"></span>n<span class="_ _1"></span>flows <span class="_ _5"></span>largely independent <span class="_ _5"></span>from those <span class="_ _5"></span>generated by <span class="_ _5"></span>other </div><div class="t m0 x6 h9 y2db ff1 fs2 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 than<span class="_ _1"></span> its <span class="_ _1"></span>recoverable <span class="_ _1"></span>amount, <span class="_ _1"></span>the <span class="_ _1"></span>asset is <span class="_ _1"></span>impaired </div><div class="t m0 x6 h9 y2dc ff1 fs2 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>an <span class="_ _1"></span>impairment <span class="_ _c"></span>loss <span class="_ _c"></span>is <span class="_ _c"></span>recognised <span class="_ _c"></span>up <span class="_ _c"></span>to <span class="_ _c"></span>the <span class="_ _1"></span>establis<span class="_ _1"></span>hed <span class="_ _1"></span>recoverable <span class="_ _c"></span>amount. <span class="_ _c"></span>The <span class="_ _1"></span>impairment <span class="_ _c"></span>loss<span class="_ _1"></span> <span class="_ _1"></span>is <span class="_ _c"></span>allocated <span class="_ _c"></span>in </div><div class="t m0 x6 h9 y2dd ff1 fs2 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>carry<span class="_ _1"></span>ing amounts of <span class="_ _5"></span>oth<span class="_ _1"></span>er <span class="_ _5"></span>as<span class="_ _1"></span>sets of </div><div class="t m0 x6 h9 y2de ff1 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1c"> </span>cash<span class="_ _1"></span>-generating <span class="_ _e"> </span>u<span class="_ _1"></span>nit <span class="_ _1c"> </span>are <span class="_ _1c"> </span>redu<span class="_ _1"></span>ced <span class="_ _e"> </span>p<span class="_ _1"></span>ro <span class="_ _1c"> </span>rata. <span class="_ _1c"> </span>Impairme<span class="_ _1"></span>nt <span class="_ _24"> </span>losses <span class="_ _1c"> </span>related <span class="_ _24"> </span>to <span class="_ _1c"> </span>assets <span class="_ _1c"> </span>are <span class="_ _1c"> </span>disclos<span class="_ _1"></span>ed <span class="_ _1c"> </span>under <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"> </span>cos<span class="_ _1"></span>t </div><div class="t m0 x6 h9 y2df ff1 fs2 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 class="t m0 x6 h9 y2e0 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1c"> </span>at <span class="_ _1c"> </span>the <span class="_ _1c"> </span>end <span class="_ _1c"> </span>of <span class="_ _e"> </span>each<span class="_ _1"></span> <span class="_ _e"> </span>repor<span class="_ _1"></span>ting <span class="_ _e"> </span>period, <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"></span>Group <span class="_ _1c"> </span>ass<span class="_ _1"></span>esses <span class="_ _e"> </span>whether <span class="_ _1c"> </span>there <span class="_ _1c"> </span>is <span class="_ _1c"> </span>evidence <span class="_ _1c"> </span>that <span class="_ _1c"> </span>an<span class="_ _1"></span>y <span class="_ _e"> </span>impairment <span class="_ _1c"> </span>loss<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2e1 ff1 fs2 fc0 sc0 ls0 ws0">recognised in the previous periods with re<span class="_ _0"></span>spect to a given <span class="_ _0"></span>asset (other than goodwill) or <span class="_ _0"></span>CGU is <span class="_ _0"></span>no longer necessary or </div><div class="t m0 x6 h9 y2e2 ff1 fs2 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="_ _c"></span> </div><div class="t m0 x6 h19 y2e3 ff2 fs5 fc3 sc0 ls0 ws0">3.11.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Borrowing costs </span></span></div><div class="t m0 x6 h9 y2e4 ff1 fs2 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 <span class="_ _1"></span>which <span class="_ _1"></span>take a <span class="_ _1"></span>substantial period <span class="_ _1"></span>of </div><div class="t m0 x6 h3a y2e5 ff1 fs2 fc0 sc0 ls0 ws0">time <span class="_ _1"></span>to <span class="_ _c"></span>beco<span class="_ _1"></span>me <span class="_ _1"></span>available <span class="_ _c"></span>for <span class="_ _c"></span>their <span class="_ _c"></span>intended <span class="_ _c"></span>use, <span class="_ _c"></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="_ _1"></span>p<span class="_ _1"></span>art <span class="_ _1"></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 x6 h9 y2e6 ff1 fs2 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 x6 h9 y2e7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2e8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2e9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2ea ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:569.900000px;bottom:1152.680000px;width:9.570000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">20<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h19 y284 ff2 fs5 fc3 sc0 ls0 ws0">3.12.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Financial assets </span></span></div><div class="t m0 x6 h9 y285 ff1 fs2 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 x6 h9 y2eb ff1 fs2 fc0 sc0 ls0 ws0">with the <span class="_ _1"></span>exception of <span class="_ _1"></span>financial <span class="_ _1"></span>assets at<span class="_ _1"></span> fair valu<span class="_ _1"></span>e through p<span class="_ _1"></span>rofit or los<span class="_ _1"></span>s in <span class="_ _1"></span>the case o<span class="_ _1"></span>f which <span class="_ _1"></span>the transact<span class="_ _1"></span>ion costs <span class="_ _1"></span>are </div><div class="t m0 x6 h9 y2ec ff1 fs2 fc0 sc0 ls0 ws0">charged to p<span class="_ _1"></span>rofit or loss. Purchases and sales of financial instru<span class="_ _1"></span>ments are recognised as at the dat<span class="_ _1"></span>e of the transaction.<span class="_ _1"></span><span class="ff3 fs7"> </span></div><div class="t m0 x6 h9 y2ed ff1 fs2 fc0 sc0 ls0 ws0">Trade receivable <span class="_ _0"></span>without a <span class="_ _0"></span>significant financing element is <span class="_ _5"></span>i<span class="_ _1"></span>nitially m<span class="_ _0"></span>easured at <span class="_ _0"></span>the transaction price <span class="_ _0"></span>at the <span class="_ _5"></span>dat<span class="_ _1"></span>e of <span class="_ _5"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y2ee ff1 fs2 fc0 sc0 ls0 ws0">transaction. </div><div class="t m0 x6 h9 y28a ff1 fs2 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 x6 h9 y138 ff1 fs2 fc0 sc0 ls0 ws0">transferred <span class="_ _19"></span>and <span class="_ _19"></span>s<span class="_ _1"></span>ubstantially <span class="_ _19"></span>all <span class="_ _19"></span>risks <span class="_ _19"></span>and<span class="_ _1"></span> <span class="_ _c"></span>rewards <span class="_ _e"></span>incidental <span class="_ _c"></span>to <span class="_ _19"></span>ownersh<span class="_ _1"></span>ip <span class="_ _c"></span>of <span class="_ _19"></span>s<span class="_ _1"></span>uch <span class="_ _c"></span>as<span class="_ _1"></span>sets <span class="_ _c"></span>h<span class="_ _1"></span>ave <span class="_ _c"></span>b<span class="_ _1"></span>een <span class="_ _e"> </span>trans<span class="_ _1"></span>ferred. <span class="_ _c"></span>If </div><div class="t m0 x6 h9 y2ef ff1 fs2 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>subs<span class="_ _1"></span>tantially <span class="_ _1"></span>all <span class="_ _1"></span>the <span class="_ _1"></span>risks <span class="_ _1"></span>and <span class="_ _1"></span>rewards <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>ass<span class="_ _1"></span>et, <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 x6 h9 y2f0 ff1 fs2 fc0 sc0 ls0 ws0">Group loses con<span class="_ _1"></span>trol over the asset. </div><div class="t m0 x6 h9 y2f1 ff1 fs2 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 x8e h9 y28f ff1 fs2 fc0 sc0 ls1a ws0">a)<span class="ff9 ls0"> <span class="_ _34"> </span><span class="ff1">measured at amortized cos<span class="_ _1"></span>t;  </span></span></div><div class="t m0 x8e h9 y1c8 ff1 fs2 fc0 sc0 ls1b ws0">b)<span class="ff9 ls0"> <span class="_ _14"> </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 x8e h9 y2f2 ff1 fs2 fc0 sc0 ls1c ws0">c)<span class="ff9 ls0"> <span class="_ _2f"> </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 x6 h9 y2f3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2f4 ff1 fs2 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 well <span class="_ _5"></span>as the characteristics </div><div class="t m0 x6 h9 yd6 ff1 fs2 fc0 sc0 ls13 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>instruments. <span class="_ _c"></span>For <span class="_ _c"></span>financial <span class="_ _1"></span>as<span class="_ _1"></span>sets, <span class="_ _c"></span>reclassification <span class="_ _c"></span>is <span class="_ _1"></span>p<span class="_ _1"></span>erformed, <span class="_ _1"></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 x6 h9 y2f5 ff1 fs2 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 x8e h9 y2f6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8e h9 y2f7 ff1 fs2 fc0 sc0 ls1a ws0">a)<span class="ff9 ls0"> <span class="_ _34"> </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 x6 h9 y2f8 ff1 fs2 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="_ _0"></span>nterest, </div><div class="t m0 x6 h9 y2f9 ff1 fs2 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 trade <span class="_ _5"></span>receivables <span class="_ _5"></span>an<span class="_ _1"></span>d <span class="_ _5"></span>cash <span class="_ _0"></span>and <span class="_ _5"></span>cas<span class="_ _1"></span>h <span class="_ _5"></span>equivalents<span class="_ _1"></span> <span class="_ _5"></span>into <span class="_ _5"></span>th<span class="_ _1"></span>is <span class="_ _5"></span>category </div><div class="t m0 x6 h9 y2fa ff1 fs2 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="ls13">of</span> over <span class="_ _1"></span>one year) <span class="_ _1"></span>are <span class="_ _1"></span>determined<span class="_ _1"></span> </div><div class="t m0 x6 h9 y2fb ff5 fs2 fc0 sc0 ls0 ws0">using <span class="_ _c"></span>effective <span class="_ _c"></span>interest <span class="_ _c"></span>rate <span class="_ _c"></span>method <span class="_ _19"></span>and <span class="_ _c"></span>recognized <span class="_ _c"></span>as <span class="_ _19"></span>“interest <span class="_ _c"></span>income” <span class="_ _c"></span>in <span class="_ _c"></span>statement <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>p<span class="_ _1"></span>rofit <span class="_ _c"></span>or <span class="_ _c"></span>loss. <span class="_ _c"></span>Impairment </div><div class="t m0 x6 h9 y2fc ff1 fs2 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 x6 h9 y2fd ff1 fs2 fc0 sc0 ls0 ws0">in cost of sales<span class="_ _1"></span>. </div><div class="t m0 x42 h9 y2fe ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2ff ff1 fs2 fc0 sc0 ls0 ws0">As of <span class="_ _5"></span>31 December <span class="_ _0"></span>2024 and <span class="_ _0"></span>2023 the <span class="_ _5"></span>Group did not <span class="_ _0"></span>held a<span class="_ _0"></span>ny assets <span class="_ _0"></span>qualified within <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _0"></span>remaining <span class="_ _0"></span>two categories, i.e<span class="_ _0"></span>. </div><div class="t m0 x6 h9 y300 ff1 fs2 fc0 sc0 ls0 ws0">(b)  <span class="_ _5"></span>measured ad fair <span class="_ _5"></span>valu<span class="_ _1"></span>e <span class="_ _0"></span>through profit <span class="_ _0"></span>or loss, a<span class="_ _5"></span>n<span class="_ _1"></span>d (c<span class="_ _0"></span>) measured at f<span class="_ _0"></span>air value <span class="_ _5"></span>th<span class="_ _1"></span>rough other <span class="_ _5"></span>compreh<span class="_ _1"></span>ensive <span class="_ _0"></span>income.<span class="_ _1"></span> </div><div class="t m0 x6 h19 y301 ff2 fs5 fc3 sc0 ls0 ws0">3.13.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Impairment of financial assets </span></span></div><div class="t m0 x6 h9 y302 ff1 fs2 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 x6 h9 y303 ff1 fs2 fc0 sc0 ls0 ws0">Receivables <span class="_ _19"></span>are <span class="_ _19"></span>analysed <span class="_ _19"></span>in<span class="_ _1"></span>dividually <span class="_ _19"></span>when <span class="_ _19"></span>there <span class="_ _c"></span>is <span class="_ _19"></span>an <span class="_ _19"></span>ob<span class="_ _1"></span>jective <span class="_ _c"></span>evidence <span class="_ _19"></span>of <span class="_ _19"></span>impairmen<span class="_ _1"></span>t <span class="_ _c"></span>th<span class="_ _1"></span>at <span class="_ _c"></span>may <span class="_ _19"></span>have <span class="_ _19"></span>a <span class="_ _19"></span>negative </div><div class="t m0 x6 h9 y2a5 ff1 fs2 fc0 sc0 ls0 ws0">effect <span class="_ _c"></span>on <span class="_ _19"></span>the <span class="_ _19"></span>amount <span class="_ _19"></span>of <span class="_ _19"></span>future <span class="_ _c"></span>cas<span class="_ _1"></span>h <span class="_ _c"></span>flows. <span class="_ _19"></span>Significant <span class="_ _19"></span>objective <span class="_ _19"></span>conditions <span class="_ _19"></span>include, <span class="_ _19"></span>for <span class="_ _19"></span>example, <span class="_ _c"></span>ta<span class="_ _1"></span>king <span class="_ _c"></span>legal <span class="_ _19"></span>action<span class="_ _1"></span> </div><div class="t m0 x6 h9 y304 ff1 fs2 fc0 sc0 ls0 ws0">against a d<span class="_ _1"></span>ebtor, serious financial prob<span class="_ _1"></span>lems of the debtor, significant ov<span class="_ _1"></span>erdue payments.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y305 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y306 ff1 fs2 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 x6 h9 y307 ff1 fs2 fc0 sc0 ls0 ws0">Group <span class="_ _19"></span>applies <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>simpli<span class="_ _1"></span>fied <span class="_ _19"></span>approach <span class="_ _19"></span>requ<span class="_ _1"></span>ired <span class="_ _c"></span>in <span class="_ _19"></span>IFRS<span class="_ _1"></span> <span class="_ _c"></span>9 <span class="_ _e"></span>and <span class="_ _19"></span>measures <span class="_ _19"></span>impair<span class="_ _1"></span>ment <span class="_ _c"></span>lo<span class="_ _1"></span>sses <span class="_ _19"></span>in <span class="_ _19"></span>the <span class="_ _19"></span>amou<span class="_ _1"></span>nt <span class="_ _19"></span>of <span class="_ _19"></span>credit </div><div class="t m0 x6 h9 y308 ff1 fs2 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 x6 h9 y309 ff1 fs2 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> </div><div class="t m0 x6 h9 y30a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y30b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y30c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y30d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y30e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y30f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x9b h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x9c h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">21<span class="ff3 fs5 ls0"> </span></div></div><div class="c x9d y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 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="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>exp<span class="_ _1"></span>ected <span class="_ _1"></span>c<span class="_ _1"></span>redit <span class="_ _1"></span>losses, <span class="_ _1"></span>trade <span class="_ _1"></span>receiv<span class="_ _1"></span>ables <span class="_ _1"></span>are <span class="_ _1"></span>grouped <span class="_ _c"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>basis <span class="_ _1"></span>o<span class="_ _1"></span>f credit <span class="_ _1"></span>ris<span class="_ _1"></span>k </div><div class="t m0 x6 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0">characteristics <span class="_ _27"> </span>(separate <span class="_ _17"> </span>gro<span class="_ _1"></span>ups <span class="_ _17"> </span>were <span class="_ _17"> </span>det<span class="_ _1"></span>ermined <span class="_ _17"> </span>for <span class="_ _27"> </span>certain <span class="_ _27"> </span>distribution <span class="_ _27"> </span>channels <span class="_ _22"> </span><span class="ff5">–</span> <span class="_ _17"> </span>receivables <span class="_ _27"> </span>from <span class="_ _27"> </span>export </div><div class="t m0 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">customers, <span class="_ _e"></span>network <span class="_ _e"></span>customers, <span class="_ _e"></span>wholesale <span class="_ _19"></span>custo<span class="_ _1"></span>mers <span class="_ _19"></span>and <span class="_ _e"></span>individual <span class="_ _e"></span>customers<span class="_ _1"></span>). <span class="_ _e"></span>For <span class="_ _19"></span>each <span class="_ _e"></span>Group <span class="_ _e"></span>entity, <span class="_ _19"></span>cu<span class="_ _1"></span>stomers </div><div class="t m0 x6 h9 y310 ff1 fs2 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 x6 h9 y311 ff1 fs2 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 x9a h7 y312 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa4 h9 y313 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">not yet due; </span></span></div><div class="t m0 xa4 h9 y314 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">past due u<span class="_ _1"></span>nder 30 days;  </span></span></div><div class="t m0 xa4 h9 y315 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">past due from 30 to<span class="_ _1"></span> 60 days; </span></span></div><div class="t m0 xa4 h9 y316 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">past due from 60 to<span class="_ _1"></span> 90 days;  </span></span></div><div class="t m0 xa4 h9 y317 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">past due o<span class="_ _1"></span>ver 90 days.  </span></span></div><div class="t m0 x9a h7 y2b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y318 ff1 fs2 fc0 sc0 ls0 ws0">Historical <span class="_ _e"></span>data <span class="_ _e"> </span>on <span class="_ _e"> </span>receivables<span class="_ _1"></span> <span class="_ _e"></span>referre<span class="_ _0"></span>d <span class="_ _e"></span>to <span class="_ _e"></span>court <span class="_ _e"> </span>and <span class="_ _e"> </span>written<span class="_ _1"></span>-down <span class="_ _e"> </span>as <span class="_ _e"> </span>well <span class="_ _e"></span>as <span class="_ _e"> </span>informati<span class="_ _1"></span>on <span class="_ _e"></span>about <span class="_ _e"></span>share <span class="_ _e"></span>of <span class="_ _e"></span>amounts </div><div class="t m0 x6 h9 y319 ff1 fs2 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 each <span class="_ _0"></span>time range. </div><div class="t m0 x6 h9 y31a ff1 fs2 fc0 sc0 ls0 ws0">Other factors, su<span class="_ _1"></span>ch as insura<span class="_ _1"></span>nce of receivable or expected impact o<span class="_ _1"></span>f future events, are als<span class="_ _1"></span>o taken into consideration.<span class="_ _c"></span> </div><div class="t m0 x9a h9 y31b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y31c ff1 fs2 fc0 sc0 ls0 ws0">Impairment <span class="_ _e"> </span>writ<span class="_ _1"></span>e-down <span class="_ _1c"> </span>is <span class="_ _1c"> </span>estimated <span class="_ _1c"> </span>considering <span class="_ _1c"> </span>non<span class="_ _1"></span>-performance <span class="_ _1c"> </span>ratios, <span class="_ _1c"> </span>adjusted <span class="_ _1c"> </span>for <span class="_ _1c"> </span>expected <span class="_ _1c"> </span>impact <span class="_ _1c"> </span>of <span class="_ _1c"> </span>future </div><div class="t m0 x6 h9 y31d ff1 fs2 fc0 sc0 ls0 ws0">events <span class="_ _19"></span>and <span class="_ _19"></span>b<span class="_ _1"></span>ased <span class="_ _19"></span>on <span class="_ _19"></span>balance <span class="_ _19"></span>of <span class="_ _19"></span>ou<span class="_ _1"></span>tstanding <span class="_ _19"></span>receivables <span class="_ _19"></span>a<span class="_ _1"></span>s <span class="_ _19"></span>of <span class="_ _19"></span>the <span class="_ _19"></span>balance <span class="_ _19"></span>sh<span class="_ _1"></span>eet <span class="_ _c"></span>d<span class="_ _1"></span>ate, <span class="_ _19"></span>for <span class="_ _19"></span>each <span class="_ _19"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>the <span class="_ _19"></span>ti<span class="_ _1"></span>me <span class="_ _c"></span>ra<span class="_ _1"></span>nges </div><div class="t m0 x6 h9 y31e ff1 fs2 fc0 sc0 ls0 ws0">indicated abov<span class="_ _1"></span>e. </div><div class="t m0 x6 h19 y31f ff2 fs5 fc3 sc0 ls0 ws0">3.14.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Inventory </span></span></div><div class="t m0 x6 h9 y320 ff1 fs2 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 x6 h9 y321 ff1 fs2 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 x6 h9 y322 ff1 fs2 fc0 sc0 ls0 ws0">Net <span class="_ _c"></span>realisable <span class="_ _c"></span>valu<span class="_ _1"></span>e <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _c"></span>equal <span class="_ _c"></span>to <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>estimated <span class="_ _c"></span>selling <span class="_ _c"></span>pric<span class="_ _1"></span>e <span class="_ _c"></span>of <span class="_ _c"></span>an <span class="_ _c"></span>ite<span class="_ _1"></span>m <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>inventory <span class="_ _c"></span>less<span class="_ _1"></span> <span class="_ _c"></span>any <span class="_ _c"></span>costs <span class="_ _19"></span>of<span class="_ _c"></span> completion <span class="_ _c"></span>and </div><div class="t m0 x6 h9 y323 ff1 fs2 fc0 sc0 ls0 ws0">costs necessar<span class="_ _1"></span>y to make the sale.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y324 ff1 fs2 fc0 sc0 ls0 ws0">Inventory <span class="_ _e"></span>decrease <span class="_ _e"></span>is <span class="_ _19"></span>measu<span class="_ _1"></span>re<span class="_ _0"></span>d <span class="_ _e"></span>based <span class="_ _e"></span>on <span class="_ _19"></span>average <span class="_ _e"></span>prices, <span class="_ _e"></span>i.e. <span class="_ _19"></span>determined <span class="_ _e"></span>as <span class="_ _e"></span>weighted <span class="_ _e"></span>average <span class="_ _19"></span>p<span class="_ _1"></span>rices <span class="_ _19"></span>of<span class="_ _c"></span> individu<span class="_ _1"></span>al </div><div class="t m0 x6 h9 y325 ff1 fs2 fc0 sc0 ls0 ws0">goods for resale.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y326 ff1 fs2 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>value <span class="_ _c"></span>of <span class="_ _c"></span>goods <span class="_ _c"></span>which <span class="_ _1"></span>are <span class="_ _c"></span>expected <span class="_ _c"></span>to <span class="_ _1"></span>b<span class="_ _1"></span>e <span class="_ _1"></span>returned <span class="_ _c"></span>by <span class="_ _c"></span>customers <span class="_ _1"></span>in<span class="_ _1"></span> <span class="_ _1"></span>accordan<span class="_ _1"></span>ce </div><div class="t m0 x6 h9 y327 ff1 fs2 fc0 sc0 ls0 ws0">with <span class="_ _19"></span>the <span class="_ _19"></span>right <span class="_ _19"></span>provided <span class="_ _19"></span>to <span class="_ _19"></span>customers <span class="_ _19"></span>in <span class="_ _19"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> <span class="_ _19"></span>agreement <span class="_ _19"></span>or <span class="_ _19"></span>und<span class="_ _1"></span>er <span class="_ _c"></span>the <span class="_ _19"></span>binding <span class="_ _19"></span>laws <span class="_ _19"></span>and <span class="_ _19"></span>regulations <span class="_ _1c"> </span>- <span class="_ _19"></span>please <span class="_ _19"></span>refer <span class="_ _19"></span>to </div><div class="t m0 x6 h9 y328 ff1 fs2 fc0 sc0 ls0 ws0">revenue <span class="_ _24"> </span>recognition <span class="_ _24"> </span>policy  in <span class="_ _1c"> </span>n<span class="_ _1"></span>ote <span class="_ _1c"> </span>3.23)  are <span class="_ _1c"> </span>estimated<span class="_ _1"></span> <span class="_ _1c"> </span>based  on <span class="_ _1c"> </span>his<span class="_ _1"></span>torical <span class="_ _1c"> </span>dat<span class="_ _1"></span>a, <span class="_ _1c"> </span>including  ratio <span class="_ _1c"> </span>of  returns <span class="_ _1c"> </span>from </div><div class="t m0 x6 h9 y329 ff1 fs2 fc0 sc0 ls0 ws0">customers <span class="_ _19"></span>to <span class="_ _c"></span>revenu<span class="_ _1"></span>e <span class="_ _c"></span>from <span class="_ _c"></span>sales <span class="_ _19"></span>for <span class="_ _c"></span>the <span class="_ _19"></span>period <span class="_ _19"></span>of <span class="_ _c"></span>last <span class="_ _19"></span>3 <span class="_ _c"></span>years. <span class="_ _c"></span>E<span class="_ _1"></span>stimated <span class="_ _c"></span>valu<span class="_ _1"></span>e <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>these <span class="_ _c"></span>ass<span class="_ _1"></span>ets <span class="_ _c"></span>offsets <span class="_ _c"></span>the <span class="_ _19"></span>costs <span class="_ _19"></span>of </div><div class="t m0 x6 h9 y32a ff1 fs2 fc0 sc0 ls0 ws0">goods sold<span class="_ _1"></span>.   </div><div class="t m0 x6 h9 y32b ff1 fs2 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 x6 h9 y32c ff1 fs2 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 x6 h9 y32d ff1 fs2 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="_ _1"></span>are <span class="_ _c"></span>written <span class="_ _1"></span>off, <span class="_ _1"></span>but <span class="_ _c"></span>the <span class="_ _1"></span>impairment <span class="_ _1"></span>write<span class="_ _1"></span>-off <span class="_ _1"></span>never <span class="_ _c"></span>amounts <span class="_ _c"></span>to <span class="_ _1"></span>100%. </div><div class="t m0 x6 h9 y32e ff1 fs2 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="_ _0"></span>are <span class="_ _5"></span>in the <span class="_ _5"></span>perman<span class="_ _1"></span>ent <span class="_ _5"></span>offer of <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Group due <span class="_ _5"></span>to the <span class="_ _5"></span>need<span class="_ _1"></span> </div><div class="t m0 x6 h9 y32f ff1 fs2 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 period of tim<span class="_ _1"></span>e. New products a<span class="_ _1"></span>re excluded from </div><div class="t m0 x6 h9 y330 ff1 fs2 fc0 sc0 ls0 ws0">the <span class="_ _c"></span>calculation<span class="_ _1"></span> <span class="_ _c"></span>of <span class="_ _c"></span>impairment <span class="_ _19"></span>loss, <span class="_ _19"></span>due <span class="_ _c"></span>to <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>period <span class="_ _19"></span>required <span class="_ _c"></span>to <span class="_ _19"></span>place <span class="_ _c"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> <span class="_ _c"></span>new <span class="_ _19"></span>product <span class="_ _c"></span>on<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _c"></span>market <span class="_ _19"></span>and <span class="_ _c"></span>lack <span class="_ _19"></span>of </div><div class="t m0 x6 h9 y331 ff1 fs2 fc0 sc0 ls0 ws0">sufficient historical dat<span class="_ _1"></span>a for further analysis. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y2e ff1 fs2 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 x6 h19 y332 ff2 fs5 fc3 sc0 ls0 ws0">3.15.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Cash and cash equivalents </span></span></div><div class="t m0 x6 h9 y333 ff1 fs2 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 x6 h9 y334 ff1 fs2 fc0 sc0 ls0 ws0">highly <span class="_ _19"></span>liqu<span class="_ _1"></span>id <span class="_ _19"></span>current <span class="_ _e"></span>financial <span class="_ _19"></span>as<span class="_ _1"></span>sets <span class="_ _19"></span>whos<span class="_ _1"></span>e <span class="_ _19"></span>original <span class="_ _19"></span>maturi<span class="_ _1"></span>ty <span class="_ _19"></span>does<span class="_ _1"></span> <span class="_ _19"></span>not <span class="_ _e"></span>excee<span class="_ _0"></span>d <span class="_ _19"></span>thre<span class="_ _1"></span>e <span class="_ _19"></span>mo<span class="_ _1"></span>nths <span class="_ _19"></span>an<span class="_ _1"></span>d <span class="_ _19"></span>which <span class="_ _e"></span>are <span class="_ _c"></span>read<span class="_ _1"></span>ily </div><div class="t m0 x6 h9 y335 ff1 fs2 fc0 sc0 ls0 ws0">convertible into s<span class="_ _1"></span>pecific cash amounts a<span class="_ _1"></span>nd subject to insignificant risk <span class="_ _1"></span>of fluctuation in fair valu<span class="_ _1"></span>e. </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 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">22<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h19 y284 ff2 fs5 fc3 sc0 ls0 ws0">3.16.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Equity </span></span></div><div class="t m0 x6 h9 y285 ff1 fs2 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 accordance <span class="_ _5"></span>with the <span class="_ _5"></span>rules set <span class="_ _5"></span>forth in <span class="_ _5"></span>applicab<span class="_ _1"></span>le </div><div class="t m0 x6 h9 y2eb ff1 fs2 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 x6 h9 y287 ff1 fs2 fc0 sc0 ls0 ws0">The particular categories o<span class="_ _1"></span>f equity are:<span class="_ _1"></span> </div><div class="t m0 x9a h9 y336 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </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 xa3 h9 y337 ff1 fs2 fc0 sc0 ls0 ws0">entered in the court register,<span class="_ _1"></span> </div><div class="t m0 x9a h9 y338 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">share <span class="_ _c"></span>p<span class="_ _1"></span>remium <span class="_ _c"></span>is <span class="_ _19"></span>stated <span class="_ _19"></span>in <span class="_ _19"></span>the <span class="_ _c"></span>proceeds<span class="_ _1"></span> <span class="_ _c"></span>from <span class="_ _19"></span>the <span class="_ _c"></span>iss<span class="_ _1"></span>ue <span class="_ _c"></span>of <span class="_ _19"></span>shares <span class="_ _19"></span>in <span class="_ _19"></span>the <span class="_ _c"></span>amou<span class="_ _1"></span>nt <span class="_ _c"></span>excee<span class="_ _1"></span>ding <span class="_ _c"></span>the <span class="_ _19"></span>par <span class="_ _19"></span>value <span class="_ _c"></span>of<span class="_ _1"></span> </span></span></div><div class="t m0 xa3 h9 y339 ff1 fs2 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 x9a h9 y33a ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </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 x9a h9 y319 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">foreign operations currency<span class="_ _1"></span> translation differences,<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y33b ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </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 xa3 h9 y33c ff1 fs2 fc0 sc0 ls0 ws0">and related benefits,<span class="_ _1"></span> </div><div class="t m0 x9a h9 y33d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">retained <span class="_ _c"></span>earnings<span class="_ _1"></span> <span class="_ _c"></span><span class="ff5">–</span> <span class="_ _19"></span>comprisi<span class="_ _1"></span>ng <span class="_ _c"></span>profit/(los<span class="_ _1"></span>s) <span class="_ _c"></span>distribu<span class="_ _1"></span>tions, <span class="_ _c"></span>undis<span class="_ _1"></span>tributed <span class="_ _c"></span>pro<span class="_ _1"></span>fit/(loss), <span class="_ _c"></span>and <span class="_ _19"></span>net <span class="_ _c"></span>p<span class="_ _1"></span>rofit/(loss) <span class="_ _c"></span>for </span></span></div><div class="t m0 xa3 h9 y33e ff1 fs2 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 x9a h9 y33f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y340 ff1 fs2 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 x6 h9 y47 ff1 fs2 fc0 sc0 ls0 ws0">share issue d<span class="_ _1"></span>ate. </div><div class="t m0 x6 h19 y341 ff2 fs5 fc3 sc0 ls0 ws0">3.17.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Bank loan liabilities </span></span></div><div class="t m0 x6 h9 y342 ff1 fs2 fc0 sc0 ls0 ws0">Bank <span class="_ _e"> </span>loan<span class="_ _1"></span>s <span class="_ _e"></span>are <span class="_ _e"> </span>initially <span class="_ _1c"> </span>recognised <span class="_ _1c"> </span>at <span class="_ _e"> </span>fair <span class="_ _1c"> </span>value <span class="_ _e"> </span>less<span class="_ _1"></span> <span class="_ _e"></span>transaction<span class="_ _1"></span> <span class="_ _e"></span>cost. <span class="_ _e"> </span>Following  initial <span class="_ _e"> </span>recogn<span class="_ _1"></span>ition, <span class="_ _e"></span>bank <span class="_ _1c"> </span>loans <span class="_ _1c"> </span>are </div><div class="t m0 x6 h9 y343 ff1 fs2 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 x6 h19 y344 ff2 fs5 fc3 sc0 ls0 ws0">3.18.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Trade and other payables </span></span></div><div class="t m0 x6 h9 y345 ff1 fs2 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 x6 h9 y346 ff1 fs2 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 x6 h9 y347 ff1 fs2 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 x6 h9 y348 ff1 fs2 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 x6 h9 y349 ff1 fs2 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 x6 h9 y34a ff1 fs2 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="_ _c"></span>of <span class="_ _1"></span>last <span class="_ _1"></span>3 <span class="_ _1"></span>y<span class="_ _1"></span>ears. <span class="_ _1"></span>At <span class="_ _1"></span>the <span class="_ _1"></span>same <span class="_ _c"></span>time, <span class="_ _1"></span>the <span class="_ _1"></span>Group<span class="_ _1"></span> <span class="_ _1"></span>recognizes <span class="_ _1"></span>in<span class="_ _1"></span> <span class="_ _1"></span>inventories <span class="_ _1"></span>the <span class="_ _c"></span>asset </div><div class="t m0 x6 h9 y34b ff1 fs2 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 class="t m0 x6 h9 y34c ff1 fs2 fc0 sc0 ls0 ws0">Based <span class="_ _1c"> </span>on <span class="_ _24"> </span>the <span class="_ _1c"> </span>provisions <span class="_ _1c"> </span>of <span class="_ _24"> </span>the <span class="_ _e"> </span>Euro<span class="_ _1"></span>pean <span class="_ _1c"> </span>Parliament <span class="_ _1c"> </span>and <span class="_ _24"> </span>applicable <span class="_ _1c"> </span>laws, <span class="_ _1c"> </span>e.g. <span class="_ _24"> </span>on <span class="_ _1c"> </span>waste <span class="_ _1c"> </span>electrical <span class="_ _1c"> </span>and<span class="_ _1"></span>  electronic </div><div class="t m0 x6 h9 y128 ff1 fs2 fc0 sc0 ls0 ws0">equipment <span class="_ _c"></span>Th<span class="_ _1"></span>e <span class="_ _c"></span>Company, <span class="_ _19"></span>as <span class="_ _19"></span>an <span class="_ _19"></span>entity <span class="_ _19"></span>that <span class="_ _19"></span>places <span class="_ _19"></span>electrical <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>electronic <span class="_ _c"></span>equ<span class="_ _1"></span>ipment, <span class="_ _c"></span>bat<span class="_ _1"></span>teries <span class="_ _c"></span>and <span class="_ _19"></span>accumulators, </div><div class="t m0 x6 h9 y34d ff1 fs2 fc0 sc0 ls0 ws0">packaging <span class="_ _19"></span>and <span class="_ _19"></span>products,<span class="_ _1"></span> <span class="_ _c"></span>i.e. <span class="_ _c"></span>oils <span class="_ _19"></span>or <span class="_ _19"></span>tires, <span class="_ _19"></span>on <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>market, <span class="_ _c"></span>i<span class="_ _1"></span>s <span class="_ _c"></span>su<span class="_ _1"></span>bject <span class="_ _c"></span>to <span class="_ _19"></span>the <span class="_ _c"></span>extended <span class="_ _19"></span>produ<span class="_ _1"></span>cer <span class="_ _c"></span>responsibility<span class="_ _1"></span> <span class="_ _c"></span>system, </div><div class="t m0 x6 h9 y34e ff1 fs2 fc0 sc0 ls0 ws0">under <span class="_ _e"> </span>which <span class="_ _1c"> </span>the <span class="_ _1c"> </span>producer&apos;s <span class="_ _1c"> </span>respons<span class="_ _1"></span>ibility <span class="_ _e"></span>for <span class="_ _e"> </span>the <span class="_ _1c"> </span>product <span class="_ _e"> </span>ap<span class="_ _1"></span>plies <span class="_ _e"></span>at <span class="_ _e"> </span>the <span class="_ _1c"> </span>stage <span class="_ _e"> </span>of <span class="_ _1c"> </span>the <span class="_ _e"> </span>produ<span class="_ _1"></span>ct&apos;s <span class="_ _e"></span>life <span class="_ _e"></span>cycle <span class="_ _e"> </span>when <span class="_ _1c"> </span>it </div><div class="t m0 x6 h9 y34f ff1 fs2 fc0 sc0 ls0 ws0">becomes <span class="_ _c"></span>waste. <span class="_ _19"></span>The <span class="_ _19"></span>Parent <span class="_ _19"></span>Entity <span class="_ _19"></span>is <span class="_ _19"></span>obliged <span class="_ _c"></span>to <span class="_ _19"></span>finance <span class="_ _c"></span>a <span class="_ _19"></span>system <span class="_ _19"></span>for <span class="_ _c"></span>collecting <span class="_ _19"></span>and <span class="_ _19"></span>recycling <span class="_ _19"></span>waste <span class="_ _19"></span>generated <span class="_ _19"></span>from </div><div class="t m0 x6 h9 y350 ff1 fs2 fc0 sc0 ls0 ws0">products <span class="_ _19"></span>and <span class="_ _19"></span>packaging <span class="_ _19"></span>introduced <span class="_ _c"></span>b<span class="_ _1"></span>y <span class="_ _c"></span>it. <span class="_ _e"></span>These <span class="_ _c"></span>obligations <span class="_ _19"></span>are <span class="_ _19"></span>fulfilled <span class="_ _c"></span>by <span class="_ _19"></span>concluding <span class="_ _19"></span>an <span class="_ _19"></span>agreement <span class="_ _19"></span>with <span class="_ _c"></span>Recov<span class="_ _1"></span>ery </div><div class="t m0 x6 h9 y20e ff1 fs2 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>through<span class="_ _1"></span>out th<span class="_ _1"></span>e period <span class="_ _1"></span>and <span class="_ _1"></span>s<span class="_ _1"></span>ettled <span class="_ _1"></span>at <span class="_ _1"></span>the end <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x6 h9 y351 ff1 fs2 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 x6 h9 y352 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y353 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y354 ff1 fs2 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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">23<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h19 y284 ff2 fs5 fc3 sc0 ls0 ws0">3.19.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Deferred revenue </span></span></div><div class="t m0 x6 h9 y285 ff1 fs2 fc0 sc0 ls0 ws0">Deferred income includes mai<span class="_ _1"></span>nly: </div><div class="t m0 x42 h9 y355 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x5e h9 y356 ff1 fs2 fc0 sc0 ls0 ws0">periods; </div><div class="t m0 x42 h9 y357 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">cash <span class="_ _1"></span>(inclu<span class="_ _1"></span>ding <span class="_ _1"></span>government <span class="_ _c"></span>subs<span class="_ _1"></span>idies) <span class="_ _1"></span>received <span class="_ _1"></span>to <span class="_ _c"></span>finance <span class="_ _c"></span>the <span class="_ _1"></span>pu<span class="_ _1"></span>rchase <span class="_ _1"></span>or <span class="_ _c"></span>production <span class="_ _c"></span>of <span class="_ _1"></span>fixed <span class="_ _1"></span>as<span class="_ _1"></span>sets <span class="_ _1"></span>und<span class="_ _1"></span>er<span class="_ _0"></span> </span></span></div><div class="t m0 x5e h9 y358 ff1 fs2 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 x6 h9 y359 ff1 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>incom<span class="_ _1"></span>e <span class="_ _c"></span>is <span class="_ _c"></span>p<span class="_ _1"></span>resented <span class="_ _c"></span>in <span class="_ _19"></span>the <span class="_ _c"></span>consolida<span class="_ _1"></span>ted <span class="_ _c"></span>statement <span class="_ _c"></span>of <span class="_ _19"></span>financial <span class="_ _19"></span>position <span class="_ _19"></span>in <span class="_ _c"></span>liabilities <span class="_ _19"></span>in <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>line <span class="_ _c"></span>&quot;trade <span class="_ _19"></span>and </div><div class="t m0 x6 h9 y35a ff1 fs2 fc0 sc0 ls0 ws0">other liabilities&quot;.<span class="_ _1"></span> </div><div class="t m0 x6 h19 y35b ff2 fs5 fc3 sc0 ls0 ws0">3.20.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Current and deferred income tax </span></span></div><div class="t m0 x6 h9 y35c ff1 fs2 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 x6 hd y35d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y35e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Current tax </span></span></div><div class="t m0 x6 h9 y35f ff1 fs2 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 x6 h9 y114 ff1 fs2 fc0 sc0 ls0 ws0">based on t<span class="_ _1"></span>ax rates applicable durin<span class="_ _1"></span>g the fiscal year in question.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y360 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y361 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Deferred tax </span></span></div><div class="t m0 x6 h9 y362 ff1 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>tax <span class="_ _19"></span>assets<span class="_ _1"></span> <span class="_ _c"></span>and <span class="_ _c"></span>liab<span class="_ _1"></span>ilities <span class="_ _c"></span>are <span class="_ _c"></span>d<span class="_ _1"></span>etermined <span class="_ _c"></span>based <span class="_ _19"></span>on <span class="_ _19"></span>temporary <span class="_ _19"></span>differences <span class="_ _c"></span>b<span class="_ _1"></span>etween <span class="_ _c"></span>the <span class="_ _19"></span>accounting <span class="_ _19"></span>and <span class="_ _19"></span>tax </div><div class="t m0 x6 h9 y363 ff1 fs2 fc0 sc0 ls0 ws0">values of ass<span class="_ _1"></span>ets and liabilities. </div><div class="t m0 x6 h9 y364 ff1 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _c"></span>tax <span class="_ _19"></span>assets <span class="_ _19"></span>are <span class="_ _c"></span>recognis<span class="_ _1"></span>ed <span class="_ _c"></span>only <span class="_ _c"></span>if <span class="_ _19"></span>it <span class="_ _c"></span>is <span class="_ _19"></span>probable <span class="_ _c"></span>that <span class="_ _19"></span>the <span class="_ _19"></span>Group <span class="_ _19"></span>will <span class="_ _c"></span>have <span class="_ _c"></span>futu<span class="_ _1"></span>re <span class="_ _c"></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 x6 h9 y365 ff1 fs2 fc0 sc0 ls0 ws0">utilisation <span class="_ _19"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>temporary <span class="_ _c"></span>differences <span class="_ _19"></span>and <span class="_ _19"></span>deduction <span class="_ _19"></span>of <span class="_ _c"></span>the <span class="_ _19"></span>tax <span class="_ _19"></span>losses. <span class="_ _c"></span>Deferred <span class="_ _19"></span>tax <span class="_ _c"></span>as<span class="_ _1"></span>sets <span class="_ _c"></span>are <span class="_ _c"></span>d<span class="_ _1"></span>etermined <span class="_ _c"></span>as <span class="_ _c"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y366 ff1 fs2 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 x6 h9 y367 ff1 fs2 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 x6 h9 y368 ff1 fs2 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 x6 h9 y369 ff1 fs2 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 x6 h9 y36a ff1 fs2 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>in<span class="_ _1"></span>dividual 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 x6 h9 y36b ff5 fs2 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 x6 h9 y32a ff1 fs2 fc0 sc0 ls0 ws0">A <span class="_ _22"> </span>deferred <span class="_ _2a"> </span>tax <span class="_ _2a"> </span>liability<span class="_ _1"></span> <span class="_ _22"> </span>is <span class="_ _2a"> </span>recognised <span class="_ _2a"> </span>for <span class="_ _2a"> </span>temporary <span class="_ _2a"> </span>differences <span class="_ _2a"> </span>ass<span class="_ _1"></span>ociated <span class="_ _22"> </span>with <span class="_ _2a"> </span>investments<span class="_ _1"></span> <span class="_ _22"> </span>in <span class="_ _2a"> </span>subsidiaries <span class="_ _c"></span> </div><div class="t m0 x6 h9 y36c ff1 fs2 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>jointly-contro<span class="_ _1"></span>lled <span class="_ _1"></span>entities, <span class="_ _c"></span>except <span class="_ _c"></span>where <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Group <span class="_ _c"></span>con<span class="_ _1"></span>trols <span class="_ _c"></span>the <span class="_ _1"></span>reversal <span class="_ _c"></span>of <span class="_ _c"></span>such <span class="_ _c"></span>temporary <span class="_ _1"></span>differences <span class="_ _c"></span>and<span class="_ _1"></span> <span class="_ _1"></span>it <span class="_ _c"></span>is </div><div class="t m0 x6 h9 y36d ff1 fs2 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 x6 h19 y14e ff2 fs5 fc3 sc0 ls0 ws0">3.21.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Liabilities from employee benefits </span></span></div><div class="t m0 x6 hd y36e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff2">Post-employment be<span class="_ _1"></span>nefit plan <span class="ffa">–</span> the<span class="_ _1"></span> defined contribution plan<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y36f ff1 fs2 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>sta<span class="_ _1"></span>te <span class="_ _1"></span>post-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 x6 h9 y370 ff5 fs2 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 x6 h9 y371 ff1 fs2 fc0 sc0 ls0 ws0">plan. The contribu<span class="_ _1"></span>tions are expensed as p<span class="_ _1"></span>aid. </div><div class="t m0 x6 h9 y372 ff1 fs2 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>Comp<span class="_ _1"></span>any <span class="_ _c"></span>participates <span class="_ _c"></span>also <span class="_ _c"></span>in <span class="_ _c"></span>the <span class="_ _1"></span>E<span class="_ _1"></span>mployee <span class="_ _1"></span>Capital <span class="_ _c"></span>Plans <span class="_ _c"></span>progra<span class="_ _1"></span>m <span class="_ _1"></span>by<span class="_ _1"></span> <span class="_ _1"></span>pay<span class="_ _1"></span>ing <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>appro<span class="_ _1"></span>priate<span class="_ _0"></span> </div><div class="t m0 x6 h9 y373 ff1 fs2 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 x6 h9 y374 ff1 fs2 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 x6 h9 y375 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y376 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x9b h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x9c h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">24<span class="ff3 fs5 ls0"> </span></div></div><div class="c x9d y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 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 x6 h9 y1bc ff1 fs2 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="_ _0"></span>plans <span class="_ _5"></span>ar<span class="_ _1"></span>e <span class="_ _5"></span>also <span class="_ _5"></span>defined <span class="_ _0"></span>contribution <span class="_ _5"></span>p<span class="_ _1"></span>lans. <span class="_ _5"></span>The <span class="_ _5"></span>premiums </div><div class="t m0 x6 h9 y262 ff1 fs2 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 x9a h9 y377 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y378 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff2">Post-employment be<span class="_ _1"></span>nefit plan - the<span class="_ _1"></span> defined benefit plan (retirement sever<span class="_ _1"></span>ance pays) and other ben<span class="_ _1"></span>efits<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y379 ff1 fs2 fc0 sc0 ls0 ws0">In  accordance  with <span class="_ _18"> </span>the  Labour  Code  and  ap<span class="_ _1"></span>plicable  remuneration  sys<span class="_ _1"></span>tems  and  rules,  employees  of  the  Group </div><div class="t m0 x6 h9 y37a ff1 fs2 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 x6 h9 y37b ff1 fs2 fc0 sc0 ls0 ws0">the famil<span class="_ _0"></span>y of <span class="_ _5"></span>an<span class="_ _1"></span> <span class="_ _5"></span>employ<span class="_ _1"></span>ee, <span class="_ _0"></span>followin<span class="_ _1"></span>g <span class="_ _0"></span>the e<span class="_ _0"></span>mployee&apos;s death. Re<span class="_ _0"></span>tirement severance <span class="_ _0"></span>pays are <span class="_ _0"></span>one-off benefits paid <span class="_ _0"></span>when </div><div class="t m0 x6 h9 y37c ff1 fs2 fc0 sc0 ls0 ws0">an <span class="_ _19"></span>employee <span class="_ _e"></span>retires. <span class="_ _19"></span>The <span class="_ _19"></span>p<span class="_ _1"></span>lan <span class="_ _19"></span>is <span class="_ _e"></span>fully <span class="_ _19"></span>financed <span class="_ _e"></span>by <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>Group. <span class="_ _19"></span>The <span class="_ _19"></span>amou<span class="_ _1"></span>nt <span class="_ _19"></span>of <span class="_ _19"></span>a <span class="_ _e"></span>retirement <span class="_ _19"></span>s<span class="_ _1"></span>everance <span class="_ _19"></span>pay <span class="_ _e"></span>or <span class="_ _19"></span>death </div><div class="t m0 x6 h9 y37d ff1 fs2 fc0 sc0 ls0 ws0">benefit depends on t<span class="_ _1"></span>he length of employment <span class="_ _1"></span>and average remuner<span class="_ _1"></span>ation of a giv<span class="_ _1"></span>en employee. The Group<span class="_ _1"></span> accrues for </div><div class="t m0 x6 h9 y37e ff1 fs2 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 x6 h9 y37f ff1 fs2 fc0 sc0 ls0 ws0">relate.  </div><div class="t m0 x6 h9 y380 ff1 fs2 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>act<span class="_ _1"></span>uary <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 x6 h9 y381 ff1 fs2 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="_ _0"></span>into <span class="_ _0"></span>account the<span class="_ _1"></span> employee <span class="_ _0"></span>turnover, and relate </div><div class="t m0 x6 h9 y382 ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _c"></span>the <span class="_ _1"></span>p<span class="_ _1"></span>eriod <span class="_ _1"></span>un<span class="_ _1"></span>til <span class="_ _c"></span>the <span class="_ _1"></span>end<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _1"></span>reportin<span class="_ _1"></span>g <span class="_ _1"></span>period<span class="_ _1"></span>. <span class="_ _1"></span>Demograp<span class="_ _1"></span>hic <span class="_ _1"></span>information <span class="_ _c"></span>and<span class="_ _1"></span> <span class="_ _1"></span>information <span class="_ _c"></span>on <span class="_ _c"></span>staff <span class="_ _c"></span>turnov<span class="_ _1"></span>er <span class="_ _1"></span>are </div><div class="t m0 x6 h9 y383 ff1 fs2 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="_ _1"></span>loss<span class="_ _1"></span>es <span class="_ _1"></span>are <span class="_ _c"></span>recognised <span class="_ _c"></span>in <span class="_ _1"></span>p<span class="_ _1"></span>rofit <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>actuarial <span class="_ _c"></span>gains </div><div class="t m0 x6 h9 y384 ff1 fs2 fc0 sc0 ls0 ws0">and loss<span class="_ _1"></span>es recognised in other comprehen<span class="_ _1"></span>sive income. </div><div class="t m0 x6 h9 y70 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y385 ff1 fs2 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>s<span class="_ _1"></span>imilar </div><div class="t m0 x6 h9 y386 ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _19"></span>the <span class="_ _19"></span>Labour <span class="_ _e"></span>Code <span class="_ _c"></span>in <span class="_ _19"></span>Po<span class="_ _1"></span>land, <span class="_ _19"></span>and <span class="_ _e"></span>there <span class="_ _c"></span>are <span class="_ _19"></span>no <span class="_ _e"> </span>int<span class="_ _1"></span>ernal <span class="_ _19"></span>regulations<span class="_ _1"></span> <span class="_ _c"></span>th<span class="_ _1"></span>at <span class="_ _c"></span>would<span class="_ _1"></span> <span class="_ _c"></span>grant <span class="_ _e"></span>employees <span class="_ _19"></span>the <span class="_ _19"></span>right <span class="_ _19"></span>to<span class="_ _1"></span> <span class="_ _c"></span>s<span class="_ _1"></span>uch </div><div class="t m0 x6 h9 y387 ff1 fs2 fc0 sc0 ls0 ws0">payments. </div><div class="t m0 x6 h19 y388 ff2 fs5 fc3 sc0 ls0 ws0">3.22.<span class="ff7"> <span class="_ _33"></span><span class="ff2"> Provisions </span></span></div><div class="t m0 x6 h9 y389 ff1 fs2 fc0 sc0 ls0 ws0">Provisions <span class="_ _c"></span>are <span class="_ _c"></span>created <span class="_ _c"></span>when <span class="_ _19"></span>the <span class="_ _c"></span>Group <span class="_ _c"></span>has <span class="_ _c"></span>an <span class="_ _c"></span>o<span class="_ _1"></span>bligation <span class="_ _c"></span>(legal <span class="_ _1"></span>o<span class="_ _1"></span>r <span class="_ _c"></span>customarily <span class="_ _c"></span>expected) <span class="_ _c"></span>resu<span class="_ _1"></span>lting <span class="_ _c"></span>from <span class="_ _c"></span>past <span class="_ _c"></span>events </div><div class="t m0 x6 h9 y38a ff1 fs2 fc0 sc0 ls0 ws0">and <span class="_ _c"></span>when <span class="_ _c"></span>it <span class="_ _c"></span>is<span class="_ _1"></span> <span class="_ _1"></span>prob<span class="_ _1"></span>able <span class="_ _c"></span>that <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>discharge <span class="_ _c"></span>of <span class="_ _c"></span>this <span class="_ _c"></span>ob<span class="_ _1"></span>ligation <span class="_ _1"></span>will <span class="_ _c"></span>resu<span class="_ _1"></span>lt <span class="_ _c"></span>in <span class="_ _c"></span>an <span class="_ _c"></span>outflow <span class="_ _c"></span>of <span class="_ _c"></span>economic <span class="_ _c"></span>ben<span class="_ _1"></span>efits, <span class="_ _c"></span>and <span class="_ _c"></span>the </div><div class="t m0 x6 h9 y38b ff1 fs2 fc0 sc0 ls0 ws0">obligation can b<span class="_ _1"></span>e measured reliably.  </div><div class="t m0 x6 h9 y38c ff1 fs2 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 x6 h9 y38d ff1 fs2 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 x6 h9 y38e ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>par<span class="_ _1"></span>ticular, <span class="_ _c"></span>a <span class="_ _c"></span>pro<span class="_ _1"></span>vision <span class="_ _c"></span>is <span class="_ _c"></span>created <span class="_ _19"></span>for <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>expected <span class="_ _19"></span>returns <span class="_ _19"></span>and <span class="_ _c"></span>complain<span class="_ _1"></span>ts. <span class="_ _c"></span>The <span class="_ _19"></span>provision <span class="_ _19"></span>for <span class="_ _c"></span>return<span class="_ _1"></span>s <span class="_ _c"></span>is <span class="_ _c"></span>estimated </div><div class="t m0 x6 h9 y38f ff1 fs2 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 x6 h9 y390 ff1 fs2 fc0 sc0 ls0 ws0">failure ratio<span class="_ _1"></span> and<span class="_ _1"></span> av<span class="_ _1"></span>erage cos<span class="_ _1"></span>t of <span class="_ _1"></span>servicing <span class="_ _1"></span>customer <span class="_ _1"></span>complaints<span class="_ _1"></span>. Parameters <span class="_ _1"></span>required <span class="_ _1"></span>for calcu<span class="_ _1"></span>lation <span class="_ _1"></span>of this <span class="_ _1"></span>prov<span class="_ _1"></span>ision, </div><div class="t m0 x6 h9 y391 ff1 fs2 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="_ _1"></span>. </div><div class="t m0 x6 h19 y17b ff2 fs5 fc3 sc0 ls0 ws0">3.23.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Recognition of revenue </span></span></div><div class="t m0 x6 h9 y2c4 ff1 fs2 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 x6 h9 y392 ff1 fs2 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 x5e h9 y393 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">the <span class="_ _1c"> </span>contract <span class="_ _24"> </span>has <span class="_ _1c"> </span>been <span class="_ _1c"> </span>ap<span class="_ _1"></span>proved <span class="_ _1c"> </span>(in <span class="_ _1c"> </span>writing, <span class="_ _24"> </span>orally, <span class="_ _1c"> </span>or <span class="_ _1c"> </span>in <span class="_ _1c"> </span>accordan<span class="_ _1"></span>ce <span class="_ _1c"> </span>with <span class="_ _1c"> </span>other <span class="_ _1c"> </span>cu<span class="_ _1"></span>stomary <span class="_ _1c"> </span>busin<span class="_ _1"></span>ess </span></span></div><div class="t m0 xa5 h9 y394 ff1 fs2 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 x5e h9 y395 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x5e h9 y396 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x5e h9 y397 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 xa5 h9 y398 ff1 fs2 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 x5e h9 y399 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 xa5 h9 y39a ff1 fs2 fc0 sc0 ls0 ws0">to will be collected.<span class="_ _1"></span> </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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">25<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>particular, revenue <span class="_ _5"></span>from sales <span class="_ _5"></span>o<span class="_ _1"></span>f <span class="_ _5"></span>goods is <span class="_ _5"></span>reco<span class="_ _1"></span>gnized <span class="_ _5"></span>in accordance with <span class="_ _5"></span>rules described above. <span class="_ _5"></span>The <span class="_ _0"></span>sales agreement </div><div class="t m0 x6 h9 y1bc ff1 fs2 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 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">is <span class="_ _e"></span>recognized <span class="_ _19"></span>at <span class="_ _e"> </span>the <span class="_ _e"></span>specified <span class="_ _e"></span>point <span class="_ _19"></span>in <span class="_ _e"></span>time. <span class="_ _e"></span>The <span class="_ _e"></span>entity <span class="_ _19"></span>recognizes <span class="_ _e"></span>revenue <span class="_ _e"></span>when <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>goods<span class="_ _1"></span> <span class="_ _19"></span>are <span class="_ _e"></span>transferred <span class="_ _19"></span>to<span class="_ _1"></span> <span class="_ _19"></span>the </div><div class="t m0 x6 h9 y310 ff1 fs2 fc0 sc0 ls0 ws0">customer. <span class="_ _c"></span>The <span class="_ _1"></span>tran<span class="_ _1"></span>sfer <span class="_ _1"></span>of <span class="_ _c"></span>contro<span class="_ _1"></span>l <span class="_ _1"></span>over <span class="_ _c"></span>the <span class="_ _c"></span>asset <span class="_ _c"></span>takes <span class="_ _c"></span>place <span class="_ _1"></span>at <span class="_ _c"></span>the <span class="_ _c"></span>time <span class="_ _1"></span>s<span class="_ _1"></span>pecified <span class="_ _1"></span>u<span class="_ _1"></span>nder <span class="_ _1"></span>Incot<span class="_ _1"></span>erms <span class="_ _1"></span>or <span class="_ _c"></span>in <span class="_ _c"></span>accordance </div><div class="t m0 x6 h9 y39b ff1 fs2 fc0 sc0 ls0 ws0">with agreements conclud<span class="_ _1"></span>ed with customers.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y39c ff1 fs2 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 x6 h9 y39d ff1 fs2 fc0 sc0 ls0 ws0">by <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>customers, <span class="_ _19"></span>in <span class="_ _19"></span>case <span class="_ _c"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> <span class="_ _c"></span>Group <span class="_ _19"></span>is <span class="_ _19"></span>respons<span class="_ _1"></span>ible <span class="_ _c"></span>for <span class="_ _c"></span>organ<span class="_ _1"></span>izing <span class="_ _c"></span>the <span class="_ _19"></span>transporta<span class="_ _1"></span>tion <span class="_ _c"></span>and <span class="_ _c"></span>bears<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _c"></span>ris<span class="_ _1"></span>ks <span class="_ _c"></span>during <span class="_ _19"></span>the </div><div class="t m0 x6 h9 ye ff1 fs2 fc0 sc0 ls0 ws0">transport. </div><div class="t m0 x6 h9 y39e ff1 fs2 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 x6 h9 y39f ff1 fs2 fc0 sc0 ls0 ws0">including <span class="_ _1c"> </span>these <span class="_ _1c"> </span>tied <span class="_ _1c"> </span>to <span class="_ _1c"> </span>ach<span class="_ _1"></span>ieving <span class="_ _1c"> </span>a <span class="_ _1c"> </span>set <span class="_ _1c"> </span>level <span class="_ _1c"> </span>of <span class="_ _e"> </span>tu<span class="_ _1"></span>rnover. <span class="_ _1c"> </span>In <span class="_ _1c"> </span>accordan<span class="_ _1"></span>ce <span class="_ _e"> </span>with <span class="_ _1c"> </span>require<span class="_ _1"></span>ments <span class="_ _1c"> </span>of <span class="_ _1c"> </span>IFRS <span class="_ _1c"> </span>15, <span class="_ _1c"> </span>the <span class="_ _1c"> </span>group<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3a0 ff1 fs2 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="_ _c"></span>owned <span class="_ _19"></span>to <span class="_ _c"></span>customers <span class="_ _c"></span>and <span class="_ _19"></span>recognizes <span class="_ _c"></span>these <span class="_ _c"></span>rebates <span class="_ _c"></span>as <span class="_ _c"></span>an <span class="_ _c"></span>offsetting <span class="_ _c"></span>entry<span class="_ _1"></span> <span class="_ _c"></span>to <span class="_ _c"></span>revenues </div><div class="t m0 x6 h9 y10e ff1 fs2 fc0 sc0 ls0 ws0">from sales and as<span class="_ _1"></span> a trade liability. </div><div class="t m0 x6 h9 y3a1 ff1 fs2 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 x6 h9 y3a2 ff1 fs2 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 x6 h9 y3a3 ff1 fs2 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="_ _0"></span>goods at <span class="_ _5"></span>internet store <span class="_ _5"></span>toy<span class="_ _1"></span>a24.pl <span class="_ _5"></span>an<span class="_ _1"></span>d <span class="_ _5"></span>oth<span class="_ _1"></span>er <span class="_ _5"></span>s<span class="_ _1"></span>hopping portals. <span class="_ _5"></span>In addition,<span class="_ _0"></span> </div><div class="t m0 x6 h9 y3a4 ff1 fs2 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, to some of <span class="_ _5"></span>its<span class="_ _1"></span> customers. The </div><div class="t m0 x6 h9 y3a5 ff1 fs2 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>arisin<span class="_ _1"></span>g <span class="_ _1"></span>from <span class="_ _1"></span>these <span class="_ _c"></span>rebates <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>if <span class="_ _1"></span>the <span class="_ _c"></span>estimated <span class="_ _1"></span>liab<span class="_ _1"></span>ility <span class="_ _1"></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 x6 h9 y3a6 ff5 fs2 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>in <span class="_ _0"></span>“trade <span class="_ _5"></span>liabiliti<span class="_ _1"></span>es” </div><div class="t m0 x6 h9 y3a7 ff1 fs2 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>th<span class="_ _1"></span>e <span class="_ _1"></span>same <span class="_ _c"></span>time, <span class="_ _1"></span>the <span class="_ _c"></span>group <span class="_ _c"></span>recognizes <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>estimated <span class="_ _c"></span>amount <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>inventories <span class="_ _c"></span>to <span class="_ _1"></span>be <span class="_ _c"></span>returned <span class="_ _1"></span>by<span class="_ _1"></span> <span class="_ _1"></span>the<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3a8 ff1 fs2 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 x6 h19 y3a9 ff2 fs5 fc3 sc0 ls0 ws0">3.24.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Other operating income and expenses </span></span></div><div class="t m0 x6 h9 y3aa ff1 fs2 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 x6 h9 y3ab ff1 fs2 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="_ _0"></span>losses on<span class="_ _0"></span> the <span class="_ _5"></span>sale or <span class="_ _0"></span>liquidation of <span class="_ _0"></span>tangible fixed <span class="_ _5"></span>assets,<span class="_ _1"></span> <span class="_ _0"></span>written<span class="_ _1"></span>-off <span class="_ _5"></span>re<span class="_ _1"></span>ceivables, </div><div class="t m0 x6 h9 y3ac ff1 fs2 fc0 sc0 ls0 ws0">penalties and<span class="_ _1"></span> fines, donations. </div><div class="t m0 x6 h19 y3ad ff2 fs5 fc3 sc0 ls0 ws0">3.25.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Financial income and expenses </span></span></div><div class="t m0 x6 h9 y7e ff5 fs2 fc0 sc0 ls0 ws0">Financial <span class="_ _c"></span>in<span class="_ _1"></span>come <span class="_ _c"></span>and <span class="_ _19"></span>expenses <span class="_ _19"></span>are <span class="_ _19"></span>related <span class="_ _19"></span>to <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>financing <span class="_ _19"></span>of <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Company<span class="_ _1"></span>’s <span class="_ _c"></span>operation<span class="_ _1"></span>s <span class="_ _c"></span>and <span class="_ _19"></span>include, <span class="_ _19"></span>in <span class="_ _19"></span>particular, </div><div class="t m0 x6 h9 y3ae ff1 fs2 fc0 sc0 ls0 ws0">interest and commiss<span class="_ _1"></span>ions. </div><div class="t m0 x6 h19 y3af ff2 fs5 fc3 sc0 ls0 ws0">3.26.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Dividends </span></span></div><div class="t m0 x6 h9 y3b0 ff1 fs2 fc0 sc0 ls0 ws0">The obligation to pay<span class="_ _1"></span> dividends is <span class="_ _1"></span><span class="ff5">recognised when the shareholders’ r<span class="_ _1"></span>ight to receive such d<span class="_ _1"></span>ividends is approved.<span class="_ _1"></span></span> </div><div class="t m0 x6 h9 y3b1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y2c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b2 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b7 ff1 fs2 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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">26<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb 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 x6 h9 y185 ff1 fs2 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><span class="ff3 fs5"> </span></div><div class="t m0 x6 h7 y3b8 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y3b9 w39 h3b"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xa6 y3b9 w3a h3b"><div class="t m0 x20 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span>20<span class="ls0">24 (*)<span class="_ _5"></span> </span></div></div><div class="c xa7 y3b9 w3b h3b"><div class="t m0 x59 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span>20<span class="ls0">23<span class="_ _0"></span> </span></div></div><div class="c x6 y3ba w39 h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c xa6 y3ba w3a h3c"><div class="t m0 x7c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">4.<span class="ls5">2730</span> </div></div><div class="c xa7 y3ba w3b h3c"><div class="t m0 x7b h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">4.<span class="ls5">3480</span> </div></div><div class="c x6 y3bb w39 h3d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 USD </div></div><div class="c xa6 y3bb w3a h3d"><div class="t m0 x7c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">4.<span class="ls5">1012</span> </div></div><div class="c xa7 y3bb w3b h3d"><div class="t m0 x7b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">9350</span> </div></div><div class="c x6 y3bc w39 h3c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xa6 y3bc w3a h3c"><div class="t m0 x7c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">5621</span> </div></div><div class="c xa7 y3bc w3b h3c"><div class="t m0 x7b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">5534</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y3bd ff1 fs3 fc0 sc0 lsa ws0">(*) <span class="ls0">in accordance<span class="_ _0"></span> with NBP table<span class="_ _0"></span> No. 252/A/NBP/2024 <span class="ls7">of</span> <span class="ls5">31</span> Dec<span class="_ _0"></span>ember 2024<span class="ff3"> </span></span></div><div class="t m0 x6 h9 y3be ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>following <span class="_ _c"></span>exchan<span class="_ _1"></span>ge <span class="_ _c"></span>rates <span class="_ _c"></span>were <span class="_ _c"></span>us<span class="_ _1"></span>ed <span class="_ _c"></span>to <span class="_ _19"></span>translate <span class="_ _c"></span>items <span class="_ _c"></span>from <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>s<span class="_ _1"></span>tatements <span class="_ _c"></span>of <span class="_ _c"></span>fina<span class="_ _1"></span>ncial <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 x6 h9 y3bf ff1 fs2 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 x6 h9 y3c0 ff1 fs2 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>National <span class="_ _1"></span>Bank <span class="_ _c"></span>of <span class="_ _1"></span>Poland on<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>l<span class="_ _1"></span>ast <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> <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 x6 h9 y3c1 ff1 fs2 fc0 sc0 ls0 ws0">to December 2024 and<span class="_ _1"></span> 2023, respectively:<span class="_ _1"></span> </div></div><div class="c x6 y3c2 w3c h3e"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xa8 y3c2 w3d h3e"><div class="t m0 x34 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x54 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xa9 y3c2 w3e h3e"><div class="t m0 x34 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 xa4 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y3c3 w3c h3f"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 RON </div></div><div class="c xa8 y3c3 w3d h3f"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">8589</span> </div></div><div class="c xa9 y3c3 w3e h3f"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">8742</span> </div></div><div class="c x6 yd4 w3c h3f"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xa8 yd4 w3d h3f"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">5621</span> </div></div><div class="c xa9 yd4 w3e h3f"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">5534</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y3c4 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>following <span class="_ _19"></span>exchan<span class="_ _1"></span>ge <span class="_ _c"></span>rates <span class="_ _19"></span>were <span class="_ _c"></span>used <span class="_ _19"></span>to <span class="_ _19"></span>translate <span class="_ _19"></span>the <span class="_ _19"></span>financial <span class="_ _e"></span>results <span class="_ _19"></span>of <span class="_ _19"></span>subsidiaries <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>the <span class="_ _19"></span>statement <span class="_ _19"></span>of <span class="_ _c"></span>cash </div><div class="t m0 x6 h9 y3c5 ff1 fs2 fc0 sc0 ls0 ws0">flows <span class="_ _19"></span>from <span class="_ _e"></span>the <span class="_ _e"></span>functional <span class="_ _e"></span>currency <span class="_ _19"></span>to<span class="_ _1"></span> <span class="_ _19"></span>the <span class="_ _e"></span>presentation <span class="_ _e"></span>currency, <span class="_ _19"></span>representin<span class="_ _1"></span>g <span class="_ _19"></span>the <span class="_ _e"></span>arithmetic <span class="_ _e"></span>mean <span class="_ _e"></span>of <span class="_ _19"></span>the <span class="_ _e"></span>current </div><div class="t m0 x6 h9 y3c6 ff1 fs2 fc0 sc0 ls0 ws0">average <span class="_ _1"></span>exchange <span class="_ _1"></span>rates <span class="_ _1"></span>announced <span class="_ _1"></span>b<span class="_ _1"></span>y th<span class="_ _1"></span>e <span class="_ _1"></span>National <span class="_ _1"></span>Bank <span class="_ _1"></span>of Polan<span class="_ _1"></span>d <span class="_ _1"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>last d<span class="_ _1"></span>ay o<span class="_ _1"></span>f each <span class="_ _c"></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 </div><div class="t m0 x6 h9 y118 ff1 fs2 fc0 sc0 ls0 ws0">January to December 2024 an<span class="_ _1"></span>d 2023, respectively:<span class="_ _1"></span> </div><div class="t m0 x6 h7 y3c7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y3c8 w3f h1a"><div class="t m0 x15 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaa y3c8 w40 h1a"><div class="t m0 x1c hf yb7 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>on 31 </div><div class="t m0 x17 hf ydd ff2 fs3 fc0 sc0 ls0 ws0">December </div></div><div class="c xa9 y3c8 w3e h1a"><div class="t m0 x20 hf yb7 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>on 31 </div><div class="t m0 x85 hf ydd ff2 fs3 fc0 sc0 ls0 ws0">December </div></div><div class="c x6 y3c9 w3f h40"><div class="t m0 x15 hf y3ca ff2 fs3 fc0 sc0 ls0 ws0">Currency </div></div><div class="c xaa y3c9 w40 h40"><div class="t m0 xab hf y3ca ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c xa9 y3c9 w3e h40"><div class="t m0 xa4 hf y3ca ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c x6 y3cb w3f h10"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">1 RON </div></div><div class="c xaa y3cb w40 h10"><div class="t m0 x7e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0.8652 </div></div><div class="c xa9 y3cb w3e h10"><div class="t m0 x79 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0.9145 </div></div><div class="c x6 y3cc w3f h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c xaa y3cc w40 h13"><div class="t m0 x7e h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.5539 </div></div><div class="c xa9 y3cc w3e h13"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">0.5902 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 ye0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 ha y3cd ff2 fs0 fc3 sc0 lsb 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 x6 h9 y3ce ff1 fs2 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 of </div><div class="t m0 x6 h9 y3cf ff1 fs2 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 historical <span class="_ _5"></span>experienc<span class="_ _1"></span>e <span class="_ _5"></span>as<span class="_ _1"></span> <span class="_ _0"></span>well <span class="_ _0"></span>as analyses and e<span class="_ _0"></span>xpectations of <span class="_ _0"></span>future </div><div class="t m0 x6 h9 y3d0 ff1 fs2 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 be <span class="_ _5"></span>reas<span class="_ _1"></span>onable </div><div class="t m0 x6 h9 y3d1 ff1 fs2 fc0 sc0 ls0 ws0">under the circumstan<span class="_ _1"></span>ces.  </div><div class="t m0 x6 h9 y3d2 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1c"> </span>Gro<span class="_ _1"></span>up <span class="_ _1c"> </span>makes  e<span class="_ _0"></span>stimates  and <span class="_ _1c"> </span>assumption<span class="_ _1"></span>s <span class="_ _1c"> </span>concernin<span class="_ _1"></span>g <span class="_ _1c"> </span>the <span class="_ _24"> </span>future. <span class="_ _1c"> </span>Th<span class="_ _1"></span>e <span class="_ _1c"> </span>resulting  accounting <span class="_ _24"> </span>estimates <span class="_ _1c"> </span>will, <span class="_ _24"> </span>by </div><div class="t m0 x6 h9 y3d3 ff1 fs2 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 involve <span class="_ _5"></span>a significant risk <span class="_ _0"></span>of <span class="_ _0"></span>the necessity </div><div class="t m0 x6 h9 y3d4 ff1 fs2 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>liab<span class="_ _1"></span>ilities <span class="_ _5"></span>durin<span class="_ _1"></span>g <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>current or <span class="_ _5"></span>following financial </div><div class="t m0 x6 h9 y3d5 ff1 fs2 fc0 sc0 ls0 ws0">year are outlined below.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3d6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y3d7 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x6 h9 y3d8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3d9 ff1 fs2 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 x6 h9 y3da ff1 fs2 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 x6 h9 y3db ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3dc ff1 fs2 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 x6 h9 y3dd ff1 fs2 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 x6 h9 y15a ff1 fs2 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></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x2 y38 w23 hc" 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/LqvqA47+19t7nnHvnAWbAp1JElCjWIlpFGqzQ1kL6lCbENG2atr7tu/4bbWxfNqnpU2JrfGwTGrVWrCKCEpBKRRBmYFBhaJ1xnu7cufees/deqy/OHcC2mo5eDNf5fN5N5sU993f2Tb5nZZ21tiKllNJkeKaZrizGOtaozezkfDiTumef2Pzy0/f/3Z1fu+H6n/mVG6++4fVXHNwXs7ZbqaVNTc6LiBoxpuibaFIsTwup25GZXvi9vu0r+X5s7bmI2Irtr/t1qU1lHrWPiEhjk9omtTXSsYhvP3v2Sw8euu/Bp7526D+PndlatHs28oEyTMraPJom7b9s0c+31vvUtM3q/rEUjyYAwMXb0CWlqHWMSHl7kfhAOTluTdo87fN0Xpvo9owpjTW26njqVH/orkf/8bNfes3B7h1vve4P33Pzda+cdBHTaGdpKH2fap8mUfuhdivLW6wjSpTlgu/zGf2i/kbjOEZE0zTDMNRac9tOUuqWy95liIhhq2+mqzVPhxSnN/rHnzz6Z5+4/xvfOHLqdF+afYuyEpNL5qkZc6pRoqvLw1FqM1t+GhjL8leQ0QAAF2tD/281tWPKNZpy/rLtF0gROSb7nzh+5si/3Pvooad+811vvfmGN19/1aTUdta1KcrQ923TLiL6xdilmHRtNDXGcj6jX3QppZRSRLRtGxFdLVHHfmuz6bpo2kiT2DPdiDi5iCNHN//pU5/9xL/+29lLrj5zpuTuksir/dA17WQoyw8AY5QxokRK8T1H1z23mK6kAQA0dMTp5rIazZibGrmmJuoYpeboUy1tXXR16Ou0n17epvLIs5uHP/iZv7/jruuvueLmt11zy9uvffXl+9pmmkrZ6GPaNSlFKaWLnHM9v7mjpPPHzL0oHwBqTSnVWkspy6O1m3E95b7rumFMfWnPRvrKE8c/9+CTX/j3Q8+cWD++Pm9Wru03U52utt3quBhr1DGniCHFkGvf1D5FHVM75hfWc3nhORz1/G4VAAAu0oZetJc+v4m5jlHHpo5N9E0tuQ4pSq1RS+pr9HW2kaaLoT312OkvPvz59/3VHbe9823v+a1f/dnXr8zamEdsLGLW5KaJOoxtm16Ymi9SRI/j2Lbtch16GIZSSuRJ20xLmp6O/NXDJ/7k/R/66jdPbHQHYvXgfNwfeRxX9sXmRgzD0A+RIqYRTR/D4vzlKZFrKs8fer0cS42oz91WU1N+vq4BALgIGzrKGFFTLREl1e1T28bohpQir0SkXMdJlDE1pZnU1J0b60ad1bRyabf/4/cc+uSXHnvDa6+45S2vfOc73vim115ZmxhqTNtJbN/qXSNKjuZF2gPRtm0pZbklum3btm2fOjl++dDRO+/9+n2PfvM7a4uNWCndq4ZmGvMhxiGlMp33Y+lKjtqUaGoZFzEfom1rpBqplq7UqCltb+auy/0bNdXvOeO6/thOuwYA4CXY0G2dL68EP38xSh6jKWkSuYmYRmrb8ey0nhuaZmuskZpoprVpot9cn+5dne09vX7yoSPHjx6+9+Mfq2+65tXvvvnnb7/tXXnWTZu8zNAUUaPkF+ebhaWUiOi6rpRy+PDhu++++wP3HPnKqb1lum/RHaj9PGb7YjqLxUZsnOqmaX8zrJ06nqZX5aYMQ1+b2qy0adYN8z6iqbWt0UTk+twK9PJGmbq8V2Z5jflya4qEBgB4qUj1/L7byW//5S563d241bVNGhel37jhutf9we23ve3ay6/aG/vKmRhPRtqIrY2tPTeUEpMmhnmfU+26SUlRI5Y3HC5KXJqXq9Ullrmamog8RmyOUVJEjhJxaf90tLNI3VhX52lyLmIr4tg8PnTHYx/758+cWdscutVF7nbL3Calf++t1/3FH/2iRx8A4If2/Dr0+GO6k2RnDN3LNhabeXZJnta7Hj/5wPs+8KqDq++49opbb3zDTddd+fI9Oe0tk7F2OeU6tpMatUbZaCJFSjlyV2OW0mZ0EdFEbiJyKqmWsV80bV4tNZq21lQizZvL+yGapj1X8+PfPn7vQ0/c9/Azjz119NmTm7XbW6b7F3U3jW5MpVjSBgDYqYYuud1NL3y6GmlSUiq1RruyNmvWjn7nyNqxOx585sA0bv+NW3/hpmt+7fLIKbbm48okRYxRhxgX0eQcEaVERD+5/PxNLZEipVRrvxnNLOeI+XoZxm51zzPNSsrxyFPzv/mHDz/w8OEz87RVZnm6b1h5xaK0JeWIen4r9i5QxrGk7LkHANiZho7dlVZrx2IyiWYawxjDGKVZ+emrN0/8V7+V1s4u3v+RT3/4k/v++F0v+73f+fUD08n6GG1tp6lNETGM0eZoctQ6jYjYPqQ6RUQ07eq+cdGXUrvZJTliLPWeIxsf+eidjzx+6NTafF5Wh3ZlyCv9okTq0mxfDCWGzWh2zehqimodGgBgxxp6V6XVZSvzjfn6YpFyO6ndbCxDf/JYGsbUzdqY9v3ixOnNP//Ew3/9+cNvf/O1777htde+7jVXHOwOTLs2IpfSpZoipuV0REQ0kboakz7ltXlO03ajxree2friA1+/7/7/uOc7cXZ9s8ZKavZH25Q0GUpO01yjq32N1EbbRR13TUNHdUgeAMCONXQqi130uk+cXduz/8BKO+mH0kfK3WTYWuTZStS6GPqUJznSdycHv9sPT95/9KNfeOTAavvLN17/+7ff8sZXxyznWUREvHxYj0iRp5HaIeX1iPksPnjnt//2459++tjaONkTeTofSh0n7XRaIo0lcomUU9tNxmEoWxsREU1Jedc0dBdbze7ZeQIA8FJv6Fls7aLXvdj/is1IZUyR2ogcJcVkWsYaESk1KaKmEjVHTRFtnu45N/R33v3lhx68/61vvOa9v3vrW67emyOiz9FNxkWOlZVj6+OdX3niY5+66+tPnz4+b2N2yaK0pU+T3EcbMW5FRLO8GWaMGDfaGtvfJEzD9tHOu+L9HjYnafTcAwDsTENfVk/vote91hyMqM/tPkm15igpaq41xZiiphqb5VzE2NSxjUUbw7RZ5LPrj97/9J8+cu/rrnzlLTf93C/ddGNbJk9+8+nP3fvZBx858q1jZ0ozrUO6tJ2UcmoouekmeZxHRN6+OLCmqKkuf+7yIOeoEWUXvd/Nxmrd8NwDAPwonj8f+oETu+qF14gUeXmX3/JLgTVS1BwlakmpRMRGnm7/b40c0aboat/l6KJfrJ8u/WLrp16Tc6Qc5zZjczMmk4gSXY42RRkjxuja2KjPTep7fuJSrjGmKGkXvd/xij1x5YonHwDgR2gqIwAAgB/suXXn7Yb+H/8GAAB+MNdtAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYA16qQKwAAFVNJREFUADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAOAnX2sEOyilZAgA7FK1VkOA/yfr0AAAcGGSD50AAHBBrEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAPB/aY1gB6WUDAGAnwy1VkOA71t9/kIAAOCC2MsBAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AAC9lrRHsoJSSIXCxqbUaAgAXG+vQAABwYZI1JAAAuCDWoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAANDQAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAA7LTWCHZQSuli/vVrrZ4BAOCiqD7dAwAAF8ReDgAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAADQ0AAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA+GG1RrCDUkqGABehWqshAFxUrEMDAMCFSZZPAADggliHBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAODi0xrBDkopGQIA30+t1RDgJ6T6/D0DAMAFsZfjv9u1YxMAQBiIohdw/5Vj4wJCGuW9Ea4IvwgAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAJAkywSDqsoIwK+62wgAp/rcRAAAuOKXAwAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQBAQwMAABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACAhgYAAA0NAAAaGgAANDQAAGhoAADQ0AAAgIYGAAANDQAAGhoAADQ0AABoaAAAQEMDAICGBgAADQ0AABoaAAA0NAAAaGgAAEBDAwCAhgYAAA0NAAAaGgAANDQAAGhoAABAQwMAgIYGAAANDQAAGhoAADQ0AACgoQEAQEMDAICGBgAADQ0AABoaAAA0NAAAoKEBAEBDAwCAhgYAAA0NAAAaGgAA0NAAAKChAQBAQwMAgIYGAAANDQAAGhoAANDQAACgoQEAQEMDAICGBgAADQ0AABoaAADQ0AAAoKEBAEBDAwCAhgYAAA0NAABoaAAA0NAAAKChAQBAQwMAgIYGAAANDQAAaGgAANDQAACgoQEAQEMDAICGBgAANDQAAGhoAADQ0AAAoKEBAEBDAwCAhgYAADQ0AABoaAAA0NAAAKChAQBAQwMAgIYGAAA0NAAAaGgAANDQAACgoQEAQEMDAAAaGgAANDQAAGhoAADQ0AAAoKEBAEBDAwAAGhoAADQ0AABoaAAA0NAAAKChAQAADQ0AABoaAAA0NAAAaGgAANDQAACgoQEAAA0NAAAaGgAANDQAAGhoAADQ0AAAoKEBAAANDQAAGhoAADQ0AABoaAAA0NAAAICGBgAADQ0AABoaAAAAAIDXbTct0edmzYJfAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">27<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">that, <span class="_ _e"></span>it <span class="_ _e"></span>is <span class="_ _19"></span>highly<span class="_ _1"></span> <span class="_ _19"></span>prob<span class="_ _1"></span>able <span class="_ _19"></span>that <span class="_ _e"></span>its <span class="_ _e"></span>inclusion <span class="_ _e"></span>will <span class="_ _19"></span>not <span class="_ _e"> </span>result <span class="_ _e"></span>in <span class="_ _e"></span>a <span class="_ _e"></span>significant <span class="_ _19"></span>revenu<span class="_ _1"></span>e <span class="_ _19"></span>rev<span class="_ _1"></span>ersal <span class="_ _e"></span>in <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>future <span class="_ _e"></span>when <span class="_ _e"></span>the </div><div class="t m0 x6 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0">uncertainty <span class="_ _1"></span>has <span class="_ _1"></span>b<span class="_ _1"></span>een subsequently <span class="_ _1"></span>resolv<span class="_ _1"></span>ed. <span class="_ _1"></span>The <span class="_ _1"></span>Group <span class="_ _1"></span>estimates <span class="_ _1"></span>the <span class="_ _1"></span>potential <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 </div><div class="t m0 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">to customers, an<span class="_ _1"></span>d if the estimated liability is material, t<span class="_ _1"></span>he Group recognizes this liability as an offset to revenues from </div><div class="t m0 x6 h9 y310 ff1 fs2 fc0 sc0 ls0 ws0">sales and as a<span class="_ _1"></span> trade liability.<span class="ff9 fs3"> <span class="_ _1"></span></span>At the end of the financial year, the rebates were lar<span class="_ _1"></span>gely settled.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y311 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y3de ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x6 h9 y3df ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3e0 ff5 fs2 fc0 sc0 ls0 ws0">The <span class="_ _19"></span>Group<span class="_ _1"></span>’s <span class="_ _e"></span>Management <span class="_ _19"></span>Bo<span class="_ _1"></span>ard <span class="_ _19"></span>d<span class="_ _1"></span>etermines <span class="_ _19"></span>estimated <span class="_ _e"></span>useful <span class="_ _e"></span>lives <span class="_ _19"></span>an<span class="_ _1"></span>d <span class="_ _e"></span>depreciation <span class="_ _19"></span>rates<span class="_ _1"></span> <span class="_ _19"></span>for <span class="_ _e"></span>property, <span class="_ _e"></span>plant <span class="_ _e"></span>and </div><div class="t m0 x6 h9 y3e1 ff1 fs2 fc0 sc0 ls0 ws0">equipment. <span class="_ _19"></span>Th<span class="_ _1"></span>e <span class="_ _19"></span>estimates <span class="_ _19"></span>ar<span class="_ _1"></span>e <span class="_ _19"></span>based <span class="_ _e"></span>on <span class="_ _19"></span>the <span class="_ _e"></span>projected <span class="_ _19"></span>useful <span class="_ _e"></span>lives <span class="_ _19"></span>for <span class="_ _e"></span>individual <span class="_ _19"></span>as<span class="_ _1"></span>sets. <span class="_ _19"></span>The<span class="_ _c"></span> estimates <span class="_ _19"></span>may <span class="_ _e"></span>change </div><div class="t m0 x6 h9 y3e2 ff1 fs2 fc0 sc0 ls0 ws0">materially  as<span class="_ _1"></span>  a <span class="_ _18"> </span>result  of  new <span class="_ _18"> </span>tec<span class="ff5">hnological <span class="_ _18"> </span>solutions<span class="_ _1"></span>  emerging  on <span class="_ _18"> </span>the  market, <span class="_ _18"> </span>plans <span class="_ _18"> </span>of  the  Parent <span class="_ _18"> </span>Company’s </span></div><div class="t m0 x6 h9 y3e3 ff1 fs2 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 a <span class="_ _5"></span>given<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3e4 ff1 fs2 fc0 sc0 ls0 ws0">asset <span class="_ _e"> </span>if <span class="_ _e"></span>its <span class="_ _e"></span>useful <span class="_ _e"> </span>life <span class="_ _e"> </span>proves<span class="_ _1"></span> <span class="_ _e"></span>shorter <span class="_ _e"></span>or <span class="_ _e"> </span>longer, <span class="_ _e"> </span>respect<span class="_ _1"></span>ively, <span class="_ _e"></span>t<span class="_ _1"></span>han <span class="_ _e"> </span>expected, <span class="_ _e"> </span>and<span class="_ _1"></span> <span class="_ _e"></span>revalues <span class="_ _e"></span>technologically <span class="_ _e"></span>obsolete </div><div class="t m0 x6 h9 y3e5 ff1 fs2 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="_ _1"></span>no<span class="_ _1"></span>t <span class="_ _1"></span>of <span class="_ _c"></span>strategic <span class="_ _c"></span>importance <span class="_ _c"></span>and <span class="_ _c"></span>whose <span class="_ _c"></span>use <span class="_ _c"></span>has <span class="_ _c"></span>been <span class="_ _c"></span>discontinued. <span class="_ _c"></span>Property, <span class="_ _c"></span>plan<span class="_ _1"></span>t <span class="_ _1"></span>and </div><div class="t m0 x6 h9 y3e6 ff1 fs2 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 x6 h9 y3e7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3e8 ff1 fs2 fc0 sc0 ls0 ws0">If <span class="_ _c"></span>the <span class="_ _c"></span>actual <span class="_ _c"></span>us<span class="_ _1"></span>eful <span class="_ _c"></span>lives <span class="_ _c"></span>of <span class="_ _c"></span>property<span class="_ _1"></span>, <span class="_ _c"></span>plant <span class="_ _c"></span>and <span class="_ _19"></span>equipment <span class="_ _c"></span>had <span class="_ _c"></span>been <span class="_ _c"></span>sh<span class="_ _1"></span>orter <span class="_ _c"></span>by <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&apos;s </div><div class="t m0 x6 h9 y3e9 ff1 fs2 fc0 sc0 ls0 ws0">estimates, <span class="_ _c"></span>the <span class="_ _c"></span>depreciation <span class="_ _c"></span>of <span class="_ _c"></span>property, <span class="_ _c"></span>plant <span class="_ _c"></span>and <span class="_ _c"></span>equipment <span class="_ _c"></span>would <span class="_ _c"></span>have <span class="_ _c"></span>been <span class="_ _1"></span>higher <span class="_ _c"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>PLN<span class="_ _c"></span> 1 <span class="_ _c"></span>166 <span class="_ _c"></span>thousand <span class="_ _c"></span>as <span class="_ _c"></span>at </div><div class="t m0 x6 h9 y3ea ff1 fs2 fc0 sc0 ls2 ws0">31<span class="ls0"> December 2024, and<span class="_ _1"></span> PLN 879 thou<span class="_ _1"></span>sand as at 31 <span class="_ _1"></span>December 2023. </span></div><div class="t m0 x6 h9 y3eb ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3ec ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y3ed ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x42 h9 y3ee ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3ef ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _0"></span>is <span class="_ _5"></span>a <span class="_ _0"></span>party <span class="_ _5"></span>to<span class="_ _1"></span> <span class="_ _5"></span>contracts w<span class="_ _0"></span>ith <span class="_ _5"></span>an indefinite <span class="_ _5"></span>term. <span class="_ _5"></span>W<span class="_ _1"></span>hen <span class="_ _5"></span>determining <span class="_ _0"></span>the <span class="_ _0"></span>lease <span class="_ _5"></span>period,<span class="_ _1"></span> <span class="_ _5"></span>the <span class="_ _5"></span>Company<span class="_ _1"></span> <span class="_ _5"></span>determines </div><div class="t m0 x6 h9 y3f0 ff1 fs2 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 x6 h9 y3f1 ff1 fs2 fc0 sc0 ls0 ws0">right to terminate the contra<span class="_ _1"></span>ct without having to obtain permiss<span class="_ _1"></span>ion from th<span class="_ _1"></span>e other party without incurring more th<span class="_ _1"></span>an </div><div class="t m0 x6 h9 y3f2 ff1 fs2 fc0 sc0 ls0 ws0">insignificant <span class="_ _19"></span>penalties. <span class="_ _19"></span>The <span class="_ _19"></span>Company <span class="_ _19"></span>ass<span class="_ _1"></span>esses <span class="_ _c"></span>the <span class="_ _c"></span>s<span class="_ _1"></span>ignificance <span class="_ _c"></span>of <span class="_ _c"></span>bro<span class="_ _1"></span>adly <span class="_ _c"></span>und<span class="_ _1"></span>erstood <span class="_ _c"></span>penalties, <span class="_ _19"></span>meaning <span class="_ _c"></span>th<span class="_ _1"></span>at <span class="_ _c"></span>apart </div><div class="t m0 x6 h9 y3f3 ff1 fs2 fc0 sc0 ls0 ws0">from contractual or finan<span class="_ _1"></span>cial matters, it also t<span class="_ _1"></span>akes into account all other s<span class="_ _1"></span>ignificant <span class="_ _1"></span>economic factors dis<span class="_ _1"></span>couraging the </div><div class="t m0 x6 h9 y3f4 ff1 fs2 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 x6 h9 y3f5 ff1 fs2 fc0 sc0 ls0 ws0">costs).  If <span class="_ _1c"> </span>neither  the <span class="_ _1c"> </span>Company  as <span class="_ _1c"> </span>the  lessee <span class="_ _1c"> </span>nor  the <span class="_ _1c"> </span>lessor  incurs <span class="_ _1c"> </span>a  significant <span class="_ _1c"> </span>p<span class="_ _1"></span>enalty <span class="_ _1c"> </span>for  term<span class="_ _1"></span>ination <span class="_ _24"> </span>(broadly </div><div class="t m0 x6 hd y3f6 ff1 fs2 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 x6 hd y3f7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y3f8 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ffa">Lessee’s marginal interest <span class="_ _1"></span>rate<span class="ff2"> </span></span></span></div><div class="t m0 x6 hd y3f9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3fa ff1 fs2 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 the <span class="_ _1"></span>interest <span class="_ _1"></span>rate <span class="_ _1"></span>for <span class="_ _1"></span>some <span class="_ _1"></span>lease <span class="_ _1"></span>contracts, <span class="_ _1"></span>which <span class="_ _1"></span>is why<span class="_ _1"></span> it <span class="_ _1"></span>uses <span class="_ _1"></span>the <span class="_ _1"></span>lessee&apos;s </div><div class="t m0 x6 h9 y177 ff1 fs2 fc0 sc0 ls0 ws0">marginal interest rate when measuring the lease liability. This is the interest rate <span class="_ _0"></span>that the Company would have to pay </div><div class="t m0 x6 h9 y3fb ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _1"></span>borro<span class="_ _1"></span>w <span class="_ _1"></span>(for <span class="_ _1"></span>a <span class="_ _c"></span>similar <span class="_ _1"></span>period<span class="_ _1"></span>, <span class="_ _1"></span>in <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>same <span class="_ _1"></span>currency <span class="_ _c"></span>and <span class="_ _1"></span>with <span class="_ _1"></span>s<span class="_ _1"></span>imilar <span class="_ _1"></span>collateral) <span class="_ _1"></span>the <span class="_ _c"></span>funds <span class="_ _c"></span>necessary <span class="_ _1"></span>to <span class="_ _c"></span>purchase <span class="_ _1"></span>an </div><div class="t m0 x6 h9 y3fc ff1 fs2 fc0 sc0 ls0 ws0">asset with a s<span class="_ _1"></span>imilar value as the right<span class="_ _1"></span>-<span class="ls13">of</span>-use asset in a s<span class="_ _1"></span>imilar economic environment.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3fd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y3fe ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Provisions </span></span></div><div class="t m0 x6 hd y3ff ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y400 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _19"></span>at <span class="_ _19"></span>each <span class="_ _19"></span>end <span class="_ _19"></span>of <span class="_ _19"></span>a <span class="_ _19"></span>reporting <span class="_ _19"></span>period, <span class="_ _19"></span>the <span class="_ _19"></span>Management <span class="_ _19"></span>Board <span class="_ _19"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e<span class="_ _0"></span> <span class="_ _19"></span>Parent <span class="_ _19"></span>Company <span class="_ _19"></span>makes <span class="_ _19"></span>material <span class="_ _19"></span>estimates <span class="_ _19"></span>o<span class="_ _1"></span>f </div><div class="t m0 x6 h9 y401 ff1 fs2 fc0 sc0 ls0 ws0">provisions<span class="_ _1"></span>: </div><div class="t m0 x6 h9 y402 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e h9 y34e ff5 fs2 fc0 sc0 ls0 ws0">‐<span class="ff9"> <span class="_ _28"> </span><span class="ff1">provis<span class="_ _1"></span>ions <span class="_ _1"></span>for <span class="_ _c"></span>guarantees <span class="_ _1"></span>an<span class="_ _1"></span>d <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="_ _1"></span>l<span class="_ _1"></span>evel <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _1"></span>ratio <span class="_ _c"></span>used <span class="_ _1"></span>to <span class="_ _c"></span>perform <span class="_ _c"></span>calculations<span class="_ _1"></span> <span class="_ _1"></span>in </span></div><div class="t m0 xa5 h9 y403 ff1 fs2 fc0 sc0 ls0 ws0">accordance <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _1"></span>p<span class="_ _1"></span>olicy <span class="_ _c"></span>described <span class="_ _c"></span>in <span class="_ _1"></span>n<span class="_ _1"></span>ote <span class="_ _1"></span>3.22<span class="_ _1"></span>; <span class="_ _1"></span>This <span class="_ _c"></span>ratio <span class="_ _c"></span>was <span class="_ _c"></span>determined <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>bas<span class="_ _1"></span>is <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>historical </div><div class="t m0 xa5 h9 y404 ff1 fs2 fc0 sc0 ls0 ws0">costs <span class="_ _e"></span>and <span class="_ _19"></span>claims <span class="_ _e"></span>and <span class="_ _19"></span>is <span class="_ _e"></span>verified <span class="_ _19"></span>on <span class="_ _e"></span>a <span class="_ _19"></span>regular <span class="_ _e"></span>basis <span class="_ _e"></span>through <span class="_ _19"></span>referenc<span class="_ _1"></span>e <span class="_ _19"></span>with <span class="_ _e"></span>actually <span class="_ _19"></span>inc<span class="_ _1"></span>u<span class="_ _1"></span>rred <span class="_ _e"></span>costs; <span class="_ _19"></span>for </div><div class="t m0 xa5 h9 y405 ff1 fs2 fc0 sc0 ls0 ws0">details on the amou<span class="_ _1"></span>nt of the provision, see note 22;<span class="_ _1"></span> </div><div class="t m0 x5e h9 y406 ff5 fs2 fc0 sc0 ls0 ws0">‐<span class="ff9"> <span class="_ _28"> </span><span class="ff1">other provisions resultin<span class="_ _1"></span>g fro<span class="_ _5"></span>m claims brought against the Group <span class="ff5">–</span> the values are deter<span class="_ _0"></span>mined taking into </span></span></div><div class="t m0 xa5 h9 y407 ff1 fs2 fc0 sc0 ls0 ws0">consideration th<span class="_ _1"></span>e probability of having to p<span class="_ _1"></span>ay the obligation and t<span class="_ _1"></span>he amount of potential claim.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y408 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5e hd y409 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </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 x6 h9 y40a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y40b ff1 fs2 fc0 sc0 ls0 ws0">When  determining <span class="_ _24"> </span>the  amount  of <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _1c"> </span>in<span class="_ _1"></span>ventory <span class="_ _24"> </span>write-d<span class="_ _1"></span>own,  the <span class="_ _24"> </span>Company  analyses <span class="_ _24"> </span>the <span class="_ _24"> </span>rotation  of <span class="_ _1c"> </span>goo<span class="_ _1"></span>ds. <span class="_ _24"> </span>The </div><div class="t m0 x6 h9 y40c ff1 fs2 fc0 sc0 ls0 ws0">estimated <span class="_ _1"></span>average <span class="_ _1"></span>period <span class="_ _1"></span>during <span class="_ _1"></span>which <span class="_ _1"></span>the p<span class="_ _1"></span>roduct <span class="_ _1"></span>is s<span class="_ _1"></span>old, <span class="_ _1"></span>and <span class="_ _1"></span>beyond <span class="_ _1"></span>which a <span class="_ _1"></span>write<span class="_ _1"></span>-do<span class="_ _1"></span>wn <span class="_ _1"></span>is created <span class="_ _1"></span>in <span class="_ _1"></span>accordan<span class="_ _1"></span>ce </div><div class="t m0 x6 h9 y40d ff1 fs2 fc0 sc0 ls0 ws0">with the policy describ<span class="_ _1"></span>ed in note 3.14; <span class="_ _1"></span>for details on the amoun<span class="_ _1"></span>t of the write<span class="_ _1"></span>-down, see note 12.<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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">28<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5e hd y40e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff2">Expected cred<span class="_ _1"></span>it losses </span></span></div><div class="t m0 x6 h9 y40f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1bd ff1 fs2 fc0 sc0 ls0 ws0">The Group utilizes provision matrix to estimate expected credit losses in relation to trade receivables. For the purpose </div><div class="t m0 x6 h9 y1be ff1 fs2 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>receivables <span class="_ _c"></span>are <span class="_ _c"></span>grouped<span class="_ _1"></span> <span class="_ _1"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>basis<span class="_ _1"></span> <span class="_ _c"></span>of <span class="_ _1"></span>credit<span class="_ _1"></span> <span class="_ _1"></span>risk <span class="_ _c"></span>charact<span class="_ _1"></span>eristics. </div><div class="t m0 x6 h9 y1bf ff1 fs2 fc0 sc0 ls0 ws0">Historical <span class="_ _5"></span>data<span class="_ _1"></span> <span class="_ _5"></span>regarding <span class="_ _5"></span>credit <span class="_ _5"></span>los<span class="_ _1"></span>ses, <span class="_ _5"></span>adjusted <span class="_ _5"></span>for <span class="_ _5"></span>expected<span class="_ _1"></span> <span class="_ _5"></span>impact <span class="_ _5"></span>of <span class="_ _5"></span>future <span class="_ _5"></span>events<span class="_ _1"></span>, <span class="_ _5"></span>is <span class="_ _5"></span>used <span class="_ _5"></span>by<span class="_ _1"></span> <span class="_ _5"></span>the <span class="_ _5"></span>Group <span class="_ _5"></span>in <span class="_ _5"></span>estimation<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1c0 ff1 fs2 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="_ _c"></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="_ _1"></span>the <span class="_ _c"></span>amount <span class="_ _1"></span>of <span class="_ _c"></span>the </div><div class="t m0 x6 h9 y3df ff1 fs2 fc0 sc0 ls0 ws0">write-down, see note 13.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y3e0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3e1 ff1 fs2 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="_ _1"></span>which <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>decision <span class="_ _c"></span>is <span class="_ _1"></span>made <span class="_ _1"></span>to <span class="_ _1"></span>write<span class="_ _c"></span>-do<span class="_ _1"></span>wn <span class="_ _1"></span>a </div><div class="t m0 x6 h9 y3e2 ff1 fs2 fc0 sc0 ls0 ws0">given  receivable <span class="_ _18"> </span>is  as<span class="_ _1"></span>sessed. <span class="_ _18"> </span>Important  o<span class="_ _1"></span>bjective  reasons <span class="_ _18"> </span>for  write<span class="_ _1"></span>-down  includ<span class="_ _1"></span>e  ov<span class="_ _1"></span>erdue  payments,<span class="_ _1"></span>  which, <span class="_ _18"> </span>in </div><div class="t m0 x6 h9 y3e3 ff1 fs2 fc0 sc0 ls0 ws0">accordance with <span class="_ _5"></span>th<span class="_ _1"></span>e concluded insurance contract, make <span class="_ _5"></span>it necessary to transfer <span class="_ _5"></span>s<span class="_ _1"></span>uch a <span class="_ _5"></span>claim for <span class="_ _0"></span>recovery. The reason </div><div class="t m0 x6 h9 y3e4 ff1 fs2 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 x6 h9 y3e5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 ha y410 ff2 fs0 fc3 sc0 lsb 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 x6 h9 y411 ff5 fs2 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>various <span class="_ _1"></span>financial <span class="_ _1"></span>risks<span class="_ _1"></span>, 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 </div><div class="t m0 x6 h9 y412 ff1 fs2 fc0 sc0 ls0 ws0">exchange <span class="_ _c"></span>risk <span class="_ _c"></span>and <span class="_ _c"></span>the <span class="_ _1"></span>ris<span class="_ _1"></span>k <span class="_ _1"></span>of <span class="_ _c"></span>fair <span class="_ _1"></span>v<span class="_ _1"></span>alue <span class="_ _1"></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="_ _1"></span>in<span class="_ _1"></span>terest <span class="_ _1"></span>rate <span class="_ _c"></span>movements), <span class="_ _c"></span>credit <span class="_ _c"></span>risk <span class="_ _c"></span>and </div><div class="t m0 x6 h9 y413 ff1 fs2 fc0 sc0 ls0 ws0">liquidity <span class="_ _1"></span>risk. <span class="_ _c"></span><span class="ff5">The <span class="_ _1"></span>Group’s <span class="_ _1"></span>overall <span class="_ _1"></span>risk <span class="_ _1"></span>management <span class="_ _c"></span>programme <span class="_ _1"></span>is <span class="_ _1"></span>designed <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _1"></span>mitigate 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 x6 h9 y414 ff5 fs2 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 x6 h9 y415 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Management Board defines <span class="_ _5"></span>overall risk <span class="_ _0"></span>management rules <span class="_ _5"></span>as well <span class="_ _5"></span>as<span class="_ _1"></span> the<span class="_ _5"></span> policy for <span class="_ _5"></span>specific <span class="_ _0"></span>areas such a<span class="_ _0"></span>s <span class="_ _0"></span>credit risk<span class="_ _0"></span> </div><div class="t m0 x6 h9 y416 ff1 fs2 fc0 sc0 ls0 ws0">or investing liqu<span class="_ _1"></span>idity surpluses.   </div><div class="t m0 x6 h19 y417 ff2 fs5 fc3 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 x6 hd y418 ff2 fs2 fc0 sc0 ls0 ws0">Foreign exchange r<span class="_ _1"></span>isk </div><div class="t m0 x6 h9 y419 ff1 fs2 fc0 sc0 ls0 ws0">The  Group  purchas<span class="_ _1"></span>es  significant <span class="_ _18"> </span>amounts  of  goo<span class="_ _1"></span>ds  from  foreign  su<span class="_ _1"></span>ppliers,  located  primarily  in<span class="_ _1"></span>  China,  at<span class="_ _c"></span> prices </div><div class="t m0 x6 h9 yb0 ff1 fs2 fc0 sc0 ls0 ws0">denominated <span class="_ _e"></span>in <span class="_ _e"></span>foreign <span class="_ _e"> </span>curr<span class="_ _1"></span>encies, <span class="_ _e"></span>particularly <span class="_ _e"></span>in <span class="_ _e"></span>CNY <span class="_ _e"></span>and <span class="_ _e"> </span>USD. <span class="_ _e"> </span>As <span class="_ _e"> </span>at <span class="_ _e"> </span>31 <span class="_ _e"> </span>D<span class="_ _1"></span>ecember <span class="_ _e"> </span>2024, <span class="_ _e"></span>trade <span class="_ _e"> </span>payab<span class="_ _1"></span>les <span class="_ _e"></span>in <span class="_ _e"></span>USD </div><div class="t m0 x6 h9 y41a ff1 fs2 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 88% <span class="_ _1"></span>of <span class="_ _1"></span>total <span class="_ _c"></span>trade <span class="_ _1"></span>payables <span class="_ _1"></span>(as <span class="_ _1"></span>at </div><div class="t m0 x6 h9 y41b ff1 fs2 fc0 sc0 ls0 ws0">31 De<span class="_ _1"></span>cember 2<span class="_ _1"></span>023 <span class="_ _1"></span><span class="ff5">–</span> <span class="_ _1"></span>payables <span class="_ _1"></span>in <span class="_ _1"></span>USD r<span class="_ _1"></span>epresented <span class="_ _1"></span>11% o<span class="_ _1"></span>f t<span class="_ _1"></span>hat <span class="_ _1"></span>balance <span class="_ _1"></span>and <span class="_ _1"></span>payables <span class="_ _1"></span>in <span class="_ _1"></span>CNY represent<span class="_ _1"></span>ed 74<span class="_ _1"></span>% of <span class="_ _1"></span>that </div><div class="t m0 x6 h9 y41c ff1 fs2 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 class="t m0 x6 h9 y41d ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _19"></span>of <span class="_ _19"></span><span class="ls2">31 <span class="_ _19"></span></span>December <span class="_ _19"></span>202<span class="_ _1"></span>4, <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group <span class="_ _19"></span>h<span class="_ _1"></span>as <span class="_ _c"></span>a <span class="_ _19"></span>bank <span class="_ _19"></span>loa<span class="_ _1"></span>n <span class="_ _c"></span>obligation<span class="_ _1"></span> <span class="_ _c"></span>denominat<span class="_ _1"></span>ed <span class="_ _c"></span>in <span class="_ _19"></span>CNY. <span class="_ _19"></span>The <span class="_ _19"></span>loan<span class="_ _1"></span> <span class="_ _c"></span>was <span class="_ _e"></span>taken <span class="_ _c"></span>out <span class="_ _19"></span>by <span class="_ _19"></span>a </div><div class="t m0 x6 h9 y41e ff1 fs2 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 x6 h9 y41f ff1 fs2 fc0 sc0 ls0 ws0">affecting the Group&apos;s resu<span class="_ _1"></span>lt. As of <span class="ls2">31 <span class="_ _1"></span></span>December 2023, the Group h<span class="_ _1"></span>ad no liabilities under loans in<span class="_ _1"></span> foreign currencies.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y420 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _c"></span>at <span class="_ _19"></span>31 <span class="_ _19"></span>December <span class="_ _c"></span>2023, <span class="_ _19"></span>cash <span class="_ _19"></span>in <span class="_ _19"></span>foreign <span class="_ _c"></span>currencies <span class="_ _19"></span>(USD <span class="_ _19"></span>and <span class="_ _19"></span>EUR) <span class="_ _c"></span>represented <span class="_ _e"> </span><span class="ls2">15</span>% <span class="_ _19"></span>of <span class="_ _19"></span>the <span class="_ _c"></span>tota<span class="_ _1"></span>l <span class="_ _c"></span>cash, <span class="_ _c"></span>cas<span class="_ _1"></span>h <span class="_ _c"></span>in <span class="_ _c"></span>CNY </div><div class="t m0 x6 h9 y421 ff1 fs2 fc0 sc0 ls0 ws0">represented <span class="_ _1"></span>61% <span class="_ _1"></span>of <span class="_ _1"></span>total <span class="_ _1"></span>cas<span class="_ _1"></span>h <span class="_ _1"></span>and <span class="_ _1"></span>cash <span class="_ _1"></span>in <span class="_ _1"></span>RON <span class="_ _1"></span>represented <span class="_ _c"></span>4% <span class="_ _1"></span>of to<span class="_ _1"></span>tal <span class="_ _1"></span>cash <span class="_ _1"></span>(as <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2023 <span class="_ _19"></span><span class="ff5">–</span> <span class="_ _1"></span>cas<span class="_ _1"></span>h <span class="_ _1"></span>in <span class="_ _1"></span>USD </div><div class="t m0 x6 h9 y422 ff1 fs2 fc0 sc0 ls0 ws0">and <span class="_ _19"></span>EUR <span class="_ _c"></span>represented <span class="_ _19"></span>13% <span class="_ _c"></span>of<span class="_ _1"></span> <span class="_ _c"></span>the <span class="_ _19"></span>total <span class="_ _c"></span>b<span class="_ _1"></span>alance, <span class="_ _c"></span>cash <span class="_ _19"></span>in <span class="_ _c"></span>CNY <span class="_ _c"></span>represented<span class="_ _1"></span> <span class="_ _c"></span>15% <span class="_ _19"></span>of <span class="_ _c"></span>the <span class="_ _19"></span>total <span class="_ _19"></span>balance <span class="_ _19"></span>and <span class="_ _19"></span>cash <span class="_ _c"></span>in <span class="_ _19"></span>RON<span class="_ _c"></span> </div><div class="t m0 x6 h9 y423 ff1 fs2 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="_ _c"></span>RON <span class="_ _1"></span>currencies <span class="_ _c"></span>occur <span class="_ _c"></span>in <span class="_ _c"></span>companies <span class="_ _1"></span>for <span class="_ _c"></span>which <span class="_ _1"></span>th<span class="_ _1"></span>ese </div><div class="t m0 x6 h9 y424 ff1 fs2 fc0 sc0 ls0 ws0">currencies are functional curr<span class="_ _1"></span>encies.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y425 ff5 fs2 fc0 sc0 ls0 ws0">44% <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Group’s <span class="_ _c"></span>revenue <span class="_ _c"></span>is <span class="_ _c"></span>generated <span class="_ _1"></span>from <span class="_ _c"></span>exports <span class="_ _c"></span>(sales <span class="_ _c"></span>outs<span class="_ _1"></span>ide <span class="_ _1"></span>markets <span class="_ _c"></span>where <span class="_ _c"></span>the <span class="_ _1"></span>Grou<span class="_ _1"></span>p <span class="_ _1"></span>has<span class="_ _1"></span> <span class="_ _1"></span>its <span class="_ _c"></span>entities) <span class="_ _c"></span>and </div><div class="t m0 x6 h9 y426 ff5 fs2 fc0 sc0 ls0 ws0">13% <span class="_ _c"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>Group’s <span class="_ _19"></span>revenue <span class="_ _19"></span>is<span class="_ _1"></span> <span class="_ _c"></span>generated <span class="_ _19"></span>in <span class="_ _19"></span>loca<span class="_ _1"></span>l <span class="_ _c"></span>markets<span class="_ _1"></span> <span class="_ _19"></span>in <span class="_ _19"></span>China <span class="_ _19"></span>and<span class="_ _1"></span> <span class="_ _c"></span>Romania,<span class="_ _1"></span> <span class="_ _c"></span>at <span class="_ _19"></span>prices <span class="_ _19"></span>denominated <span class="_ _19"></span>in <span class="_ _19"></span>foreign<span class="_ _1"></span> </div><div class="t m0 x6 h9 y427 ff1 fs2 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>CNY <span class="_ _c"></span>and <span class="_ _1"></span>RON. <span class="_ _1"></span>As <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>De<span class="_ _1"></span>cember <span class="_ _1"></span>2024, <span class="_ _1"></span>tra<span class="_ _1"></span>de <span class="_ _1"></span>receivables <span class="_ _1"></span>in <span class="_ _1"></span>USD <span class="_ _1"></span>represented <span class="_ _c"></span>23% <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x6 h9 y375 ff1 fs2 fc0 sc0 ls0 ws0">total tra<span class="_ _1"></span>de receivables <span class="_ _1"></span>(25% 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="_ _1"></span>4% of <span class="_ _1"></span>the tota<span class="_ _1"></span>l trade </div><div class="t m0 x6 h9 y428 ff1 fs2 fc0 sc0 ls0 ws0">receivables <span class="_ _18"> </span>(4%  as<span class="_ _1"></span>  at<span class="_ _1"></span>  31 <span class="_ _18"> </span>December <span class="_ _18"> </span>2023). <span class="_ _18"> </span>Moreover, <span class="_ _18"> </span>as <span class="_ _18"> </span>at <span class="_ _18"> </span>31 <span class="_ _18"> </span>December <span class="_ _18"> </span>2024, <span class="_ _18"> </span>14% <span class="_ _18"> </span>of  tra<span class="_ _1"></span>de  receivables <span class="_ _18"> </span>are<span class="_ _1"></span> </div><div class="t m0 x6 h9 y429 ff1 fs2 fc0 sc0 ls0 ws0">denominated <span class="_ _e"></span>in <span class="_ _e"></span>CNY, <span class="_ _e"></span>due <span class="_ _e"></span>to <span class="_ _e"> </span>s<span class="_ _1"></span>ales <span class="_ _e"></span>on <span class="_ _e"></span>the<span class="_ _1"></span> local <span class="_ _e"></span>market <span class="_ _e"></span>in <span class="_ _e"></span>China <span class="_ _e"> </span>(12% <span class="_ _e"></span>as <span class="_ _e"> </span>at <span class="_ _e"> </span>31 <span class="_ _e"></span>Dec<span class="_ _1"></span>ember <span class="_ _e"></span>2023) <span class="_ _e"></span>and <span class="_ _e"></span>14% <span class="_ _e"></span>of <span class="_ _e"></span>trade </div><div class="t m0 x6 h9 y42a ff1 fs2 fc0 sc0 ls0 ws0">receivables <span class="_ _1"></span>are denominat<span class="_ _1"></span>ed <span class="_ _1"></span>in RON <span class="_ _1"></span>due <span class="_ _1"></span>to s<span class="_ _1"></span>ales in<span class="_ _1"></span> the <span class="_ _1"></span>local market <span class="_ _1"></span>in <span class="_ _1"></span>Romania <span class="_ _1"></span>(85% as<span class="_ _1"></span> at <span class="_ _1"></span>31 <span class="_ _1"></span>December 2<span class="_ _c"></span>023). <span class="_ _1"></span>CNY </div><div class="t m0 x6 h9 y42b ff1 fs2 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></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x2 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">29<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">There <span class="_ _0"></span>is a <span class="_ _5"></span>ris<span class="_ _1"></span>k <span class="_ _0"></span>that future <span class="_ _5"></span>fluctu<span class="_ _1"></span>ations of <span class="_ _5"></span>exchan<span class="_ _1"></span>ge <span class="_ _5"></span>ra<span class="_ _1"></span>tes <span class="_ _0"></span>may have <span class="_ _0"></span>a negative <span class="_ _5"></span>or positive e<span class="_ _0"></span>ffect on <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>Grou<span class="_ _1"></span>p&apos;s f<span class="_ _0"></span>inancial </div><div class="t m0 x6 h9 y1bc ff1 fs2 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>n<span class="_ _1"></span>egative im<span class="_ _0"></span>pact on exchange rates. </div><div class="t m0 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">So <span class="_ _e"> </span>far, <span class="_ _e"> </span>th<span class="_ _1"></span>e Group <span class="_ _e"> </span>has<span class="_ _1"></span> <span class="_ _e"></span>not <span class="_ _1c"> </span>used <span class="_ _e"> </span>derivat<span class="_ _1"></span>ive <span class="_ _e"></span>financial <span class="_ _e"> </span>ins<span class="_ _1"></span>truments <span class="_ _e"> </span>to<span class="_ _1"></span> <span class="_ _e"></span>hedge <span class="_ _e"></span>again<span class="_ _1"></span>st <span class="_ _e"> </span>the <span class="_ _e"> </span>res<span class="_ _1"></span>ults <span class="_ _e"></span>of <span class="_ _e"> </span>future <span class="_ _1c"> </span>changes <span class="_ _1c"> </span>in </div><div class="t m0 x6 h9 y42c ff1 fs2 fc0 sc0 ls0 ws0">exchange rates.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y42d ff1 fs2 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 x6 h9 y42e ff1 fs2 fc0 sc0 ls0 ws0">is <span class="_ _19"></span>presented <span class="_ _19"></span>below. <span class="_ _e"></span>The <span class="_ _c"></span>sensitiv<span class="_ _1"></span>ity <span class="_ _19"></span>is <span class="_ _19"></span>determined <span class="_ _19"></span>as <span class="_ _19"></span>a <span class="_ _19"></span>res<span class="_ _1"></span>ult <span class="_ _c"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>conv<span class="_ _1"></span>ersion <span class="_ _19"></span>of <span class="_ _19"></span>the <span class="_ _19"></span>impact <span class="_ _19"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>higher <span class="_ _e"></span>/ <span class="_ _c"></span>low<span class="_ _1"></span>er </div><div class="t m0 x6 h9 y42f ff1 fs2 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 x6 h9 y265 ff1 fs2 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 x6 h9 y266 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y430 w41 h1c"><div class="t m0 x15 hf yc8 ff1 fs3 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 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December 2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xa7 y430 w42 h1c"><div class="t m0 x5a hf y66 ff2 fs3 fc0 sc0 ls1d ws0">USD<span class="ls0"> </span></div></div><div class="c x9 y430 w43 h1c"><div class="t m0 x5a hf y66 ff2 fs3 fc0 sc0 ls1e ws0">EUR<span class="ls0"> </span></div></div><div class="c xac y430 w42 h1c"><div class="t m0 x5a hf y66 ff2 fs3 fc0 sc0 ls0 ws0">CNY </div></div><div class="c xad y430 w43 h1c"><div class="t m0 x6a hf y66 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x6 y68 w41 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receivab<span class="_ _0"></span>les </div></div><div class="c xa7 y68 w42 h27"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">5 312 </span></div></div><div class="c x9 y68 w43 h27"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls5">419<span class="ls0"> </span></span></div></div><div class="c xac y68 w42 h27"><div class="t m0 x26 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">- </span></div></div><div class="c xad y68 w43 h27"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">5 731  </span></div></div><div class="c x6 y431 w41 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa7 y431 w42 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(4 272) </span></div></div><div class="c x9 y431 w43 h27"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(3) </span></div></div><div class="c xac y431 w42 h27"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(4 526) </span></div></div><div class="c xad y431 w43 h27"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(8 801) </span></div></div><div class="c x6 y2b2 w41 h41"><div class="t m0 x15 hf y62 ff2 fs3 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 xa7 y2b2 w42 h41"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">1 040 </span></div></div><div class="c x9 y2b2 w43 h41"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls5">416<span class="ls0"> </span></span></div></div><div class="c xac y2b2 w42 h41"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(4 526) </span></div></div><div class="c xad y2b2 w43 h41"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(3 070)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y432 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y167 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y19e w41 h1c"><div class="t m0 x15 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">10% currency rate inc<span class="_ _5"></span>re<span class="_ _1"></span>ase as <span class="_ _5"></span>of <span class="_ _1"></span> </div><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c xa7 y19e w44 h1c"><div class="t m0 x13 hf y62 ff2 fs3 fc0 sc0 ls1d ws0">USD<span class="ls0"> </span></div></div><div class="c xaf y19e w45 h1c"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls1e ws0">EUR<span class="ls0"> </span></div></div><div class="c x11 y19e w44 h1c"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">CNY </div></div><div class="c xb0 y19e w46 h1c"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x6 y433 w41 h42"><div class="t m0 x0 h7 y107 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receiv<span class="_ _0"></span>ables </div></div><div class="c xa7 y433 w44 h42"><div class="t m0 x25 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">2 293 </span></div></div><div class="c xaf y433 w45 h42"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls5">275<span class="ls0"> </span></span></div></div><div class="c x11 y433 w44 h42"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">- </span></div></div><div class="c xb0 y433 w46 h42"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">2 568 </span></div></div><div class="c x6 y434 w41 h43"><div class="t m0 x0 h7 y435 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xa7 y434 w44 h43"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(1 530) </span></div></div><div class="c xaf y434 w45 h43"><div class="t m0 x5f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(24) </span></div></div><div class="c x11 y434 w44 h43"><div class="t m0 x99 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(381) </span></div></div><div class="c xb0 y434 w46 h43"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(1 935) </span></div></div><div class="c x6 y436 w41 h42"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL impact on th<span class="_ _5"></span>e<span class="_ _1"></span> 2023 re<span class="_ _0"></span>sult </div></div><div class="c xa7 y436 w44 h42"><div class="t m0 x20 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls5">763<span class="ls0"> </span></span></div></div><div class="c xaf y436 w45 h42"><div class="t m0 x1d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls5">251<span class="ls0"> </span></span></div></div><div class="c x11 y436 w44 h42"><div class="t m0 x3c hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls9">(381)<span class="ls0"> </span></span></div></div><div class="c xb0 y436 w46 h42"><div class="t m0 xae hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls5">633<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd y437 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y438 ff2 fs2 fc0 sc0 ls0 ws0">Risk of interest rate c<span class="_ _1"></span>hanges affecting cash<span class="_ _1"></span> flows and fair values<span class="_ _1"></span> </div><div class="t m0 x6 h9 y439 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _c"></span>at <span class="_ _c"></span>31 <span class="_ _1"></span>December <span class="_ _c"></span>2024 <span class="_ _c"></span>and <span class="_ _c"></span>31 <span class="_ _1"></span>December <span class="_ _c"></span>2023 <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="_ _1"></span>accou<span class="_ _1"></span>nts <span class="_ _1"></span>with <span class="_ _c"></span>a <span class="_ _c"></span>variable <span class="_ _c"></span>interest <span class="_ _c"></span>rate </div><div class="t m0 x6 h9 y43a ff1 fs2 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 x6 h9 y43b ff1 fs2 fc0 sc0 ls0 ws0">taking <span class="_ _19"></span>into <span class="_ _19"></span>con<span class="_ _1"></span>sideration <span class="_ _19"></span>the <span class="_ _19"></span>amount <span class="_ _19"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>inter<span class="_ _1"></span>est, <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>risk <span class="_ _e"></span>is <span class="_ _19"></span>insignificant. <span class="_ _1c"> </span>The <span class="_ _19"></span>group <span class="_ _19"></span>h<span class="_ _1"></span>eld <span class="_ _19"></span>no <span class="_ _19"></span>other <span class="_ _19"></span>interest<span class="_ _1"></span>-bearing </div><div class="t m0 x6 h9 y389 ff1 fs2 fc0 sc0 ls0 ws0">assets.  </div><div class="t m0 x6 h9 y43c ff5 fs2 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="_ _1"></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 x6 h9 y43d ff1 fs2 fc0 sc0 ls0 ws0">risk of interest rate changes affecting its cash flows. As of 31 December 2024, the bank loan liability bears interest at a </div><div class="t m0 x6 h9 y43e ff1 fs2 fc0 sc0 ls0 ws0">variable interest rate. As<span class="_ _1"></span> of 31 December 2023, the Grou<span class="_ _1"></span>p had no debt <span class="_ _1"></span>under bank loans.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y4f ff1 fs2 fc0 sc0 ls0 ws0">  </div><div class="t m0 x6 h9 y43f ff1 fs2 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 x6 h9 y440 ff1 fs2 fc0 sc0 ls0 ws0">runs <span class="_ _e"></span>simulations <span class="_ _19"></span>of <span class="_ _e"></span>various <span class="_ _e"></span>scenarios, <span class="_ _19"></span>taking <span class="_ _e"></span>into <span class="_ _19"></span>consid<span class="_ _1"></span>eration <span class="_ _19"></span>refinancing, <span class="_ _e"></span>roll<span class="_ _1"></span>-over <span class="_ _e"></span>of <span class="_ _19"></span>the <span class="_ _e"></span>existing <span class="_ _19"></span>positions<span class="_ _1"></span>, <span class="_ _19"></span>and </div><div class="t m0 x6 h9 y441 ff1 fs2 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 x6 h9 y442 ff1 fs2 fc0 sc0 ls0 ws0">performance. <span class="_ _1c"> </span>Simulations<span class="_ _1"></span> <span class="_ _e"> </span>are <span class="_ _1c"> </span>run <span class="_ _1c"> </span>for <span class="_ _1c"> </span>bank <span class="_ _1c"> </span>d<span class="_ _1"></span>eposits <span class="_ _1c"> </span>and <span class="_ _1c"> </span>liabilities, <span class="_ _1c"> </span>which <span class="_ _1c"> </span>r<span class="_ _1"></span>epresent <span class="_ _e"> </span>t<span class="_ _1"></span>he <span class="_ _e"> </span>largest <span class="_ _1c"> </span>it<span class="_ _1"></span>ems <span class="_ _e"> </span>exposed <span class="_ _1c"> </span>to<span class="_ _1"></span> </div><div class="t m0 x6 h9 y443 ff1 fs2 fc0 sc0 ls0 ws0">interest rate risk. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y444 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y445 ff5 fs2 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>below <span class="_ _c"></span>s<span class="_ _1"></span>ensitivity <span class="_ _19"></span>analysis <span class="_ _c"></span>of <span class="_ _19"></span>the <span class="_ _c"></span>Grou<span class="_ _1"></span>p’s <span class="_ _c"></span>cash <span class="_ _c"></span>flows <span class="_ _19"></span>to <span class="_ _c"></span>interest <span class="_ _19"></span>rate <span class="_ _19"></span>risk <span class="_ _c"></span>was <span class="_ _19"></span>prepared <span class="_ _c"></span>for <span class="_ _19"></span>financial <span class="_ _19"></span>instruments </div><div class="t m0 x6 h9 y446 ff1 fs2 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 x6 h9 y447 ff1 fs2 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 the <span class="_ _5"></span>product of the <span class="_ _5"></span>liability balances a<span class="_ _0"></span>s at <span class="_ _5"></span>31 December  </div><div class="t m0 x6 h9 y100 ff1 fs2 fc0 sc0 ls0 ws0">2024 and 2023 and th<span class="_ _1"></span>e assumed deviation for <span class="_ _1"></span>the base rate, which was a<span class="_ _1"></span>ssumed to be 50 bas<span class="_ _1"></span>is points (0.5%).<span class="_ _1"></span> </div><div class="t m0 x6 h9 y448 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y449 w47 h44"><div class="t m0 x6b hf y44a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y449 w3b h44"><div class="t m0 x4b hf y44a ff2 fs3 fc0 sc0 ls0 ws0">+50 basis points </div></div><div class="c x35 y449 w48 h44"><div class="t m0 xa5 hf y44a ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls5">50 </span>basis points<span class="_ _0"></span> </div></div><div class="c x6 y1e6 w47 h45"><div class="t m0 x6b hf y44b ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y1e6 w3b h45"><div class="t m0 x60 hf y44b ff2 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x35 y1e6 w48 h45"><div class="t m0 x84 hf y44b ff2 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x6 y202 w47 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xb1 y202 w3b h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y202 w48 h27"><div class="t m0 xb2 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y44c w47 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Cash in bank a<span class="_ _0"></span>ccounts </div></div><div class="c xb1 y44c w3b h41"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">271      </span></div></div><div class="c x35 y44c w48 h41"><div class="t m0 x3a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                               <span class="_ _1"></span><span class="ls0">220      </span></div></div><div class="c x6 y44d w47 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities<span class="ff1"> </span></div></div><div class="c xb1 y44d w3b h27"><div class="t m0 xb3 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x35 y44d w48 h27"><div class="t m0 xb2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y44e w47 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate loan<span class="_ _0"></span>s </div></div><div class="c xb1 y44e w3b h27"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">(67)     </span></div></div><div class="c x35 y44e w48 h27"><div class="t m0 xb4 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span><span class="ls0">(55)     </span></div></div><div class="c x6 y44f w47 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total for <span class="ls5">2024<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c xb1 y44f w3b h27"><div class="t m0 x19 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">204      </span></div></div><div class="c x35 y44f w48 h27"><div class="t m0 x3a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                               <span class="_ _1"></span><span class="ls0">165      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y40d ff1 fs2 fc0 sc0 ls0 ws0"> </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 y38 w23 hc" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">30<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x6 y450 w49 h44"><div class="t m0 xb5 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 y450 w41 h44"><div class="t m0 xb6 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">+50 basis points </div></div><div class="c x35 y450 w48 h44"><div class="t m0 xa5 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls5">50 </span>basis points<span class="_ _0"></span> </div></div><div class="c x6 y451 w49 h46"><div class="t m0 xb5 hf y452 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 y451 w41 h46"><div class="t m0 x84 hf y452 ff2 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x35 y451 w48 h46"><div class="t m0 x84 hf y452 ff2 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax<span class="_ _0"></span> </div></div><div class="c x6 y453 w49 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c x61 y453 w41 h27"><div class="t m0 xb2 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y453 w48 h27"><div class="t m0 xb2 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y454 w49 h41"><div class="t m0 x15 hf y62 ff1 fs3 fc0 sc0 ls0 ws0">Cash in bank a<span class="_ _0"></span>ccounts<span class="ff2"> </span></div></div><div class="c x61 y454 w41 h41"><div class="t m0 x8e hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">173     <span class="ff2"> </span></span></div></div><div class="c x35 y454 w48 h41"><div class="t m0 x56 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">(173)    <span class="ff2"> </span></span></div></div><div class="c x6 y455 w49 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x61 y455 w41 h27"><div class="t m0 xb2 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y455 w48 h27"><div class="t m0 xb2 hf y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x6 y457 w49 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate loan<span class="_ _0"></span>s </div></div><div class="c x61 y457 w41 h27"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                      <span class="_ _1"></span><span class="ls0">(136)     </span></div></div><div class="c x35 y457 w48 h27"><div class="t m0 x39 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">136      </span></div></div><div class="c x6 y458 w49 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total for 2023 </div></div><div class="c x61 y458 w41 h27"><div class="t m0 x89 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                           <span class="_ _1"></span><span class="ls0">37      </span></div></div><div class="c x35 y458 w48 h27"><div class="t m0 x2c hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                             <span class="_ _1"></span><span class="ls0">(37)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y459 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y45a ff1 fs2 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 <span class="_ _c"></span>rate <span class="_ _1"></span>changes <span class="_ _1"></span>affecting <span class="_ _1"></span>its <span class="_ _1"></span>cash <span class="_ _1"></span>flows <span class="_ _1"></span>and <span class="_ _1"></span>fair </div><div class="t m0 x6 h9 y45b ff1 fs2 fc0 sc0 ls0 ws0">values. </div><div class="t m0 x6 h19 y45c ff2 fs5 fc3 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 x6 h9 y45d ff1 fs2 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 x6 h9 y45e ff1 fs2 fc0 sc0 ls0 ws0">unsettled trade receivables.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y437 ff1 fs2 fc0 sc0 ls0 ws0">Credit <span class="_ _c"></span>risk <span class="_ _c"></span>relating <span class="_ _c"></span>to <span class="_ _19"></span>bank <span class="_ _c"></span>deposits<span class="_ _1"></span> <span class="_ _c"></span>is <span class="_ _c"></span>considered <span class="_ _c"></span>by <span class="_ _c"></span>the <span class="_ _c"></span>Management <span class="_ _19"></span>Board <span class="_ _c"></span>as <span class="_ _19"></span>low <span class="_ _c"></span>because <span class="_ _c"></span>the<span class="_ _c"></span> Group <span class="_ _c"></span>cooperates<span class="_ _1"></span> </div><div class="t m0 x6 h9 y45f ff1 fs2 fc0 sc0 ls0 ws0">with <span class="_ _c"></span>renowned <span class="_ _c"></span>financial <span class="_ _c"></span>ins<span class="_ _1"></span>titutions <span class="_ _c"></span>which <span class="_ _c"></span>enjo<span class="_ _1"></span>y <span class="_ _1"></span>premium<span class="_ _1"></span> <span class="_ _c"></span>credit <span class="_ _c"></span>ratings <span class="_ _c"></span>(Bank <span class="_ _c"></span>H<span class="_ _1"></span>andlowy <span class="_ _c"></span>w <span class="_ _c"></span>Warszawie <span class="_ _c"></span>S.A., <span class="_ _e"></span>mBank </div><div class="t m0 x6 h9 y460 ff1 fs2 fc0 sc0 ls0 ws0">S.A. and BNP Paribas Bank Polska S.A.) in <span class="_ _0"></span>Poland, Citi Bank, Agricultural Bank, Industrial and Commercial Bank of China<span class="_ _0"></span> </div><div class="t m0 x6 h9 y461 ff1 fs2 fc0 sc0 ls0 ws0">and Bank of N<span class="_ _1"></span>ingbo in China and BRD Group<span class="_ _1"></span>e Societe Generale and <span class="_ _1"></span>Banca Transilv<span class="_ _1"></span>ania in Romania). <span class="_ _1"></span> </div><div class="t m0 x6 h9 y462 ff1 fs2 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 <span class="_ _c"></span>clients, the concentration </div><div class="t m0 x6 h9 y463 ff1 fs2 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 x6 h9 y464 ff1 fs2 fc0 sc0 ls0 ws0">customers (including wholesalers and distributors). The <span class="_ _5"></span>Gro<span class="_ _1"></span>up sells <span class="_ _5"></span>its<span class="_ _1"></span> <span class="_ _0"></span>goods in <span class="_ _0"></span>Poland and <span class="_ _0"></span>to f<span class="_ _0"></span>oreign marke<span class="_ _1"></span>ts - mainly </div><div class="t m0 x6 h9 y465 ff1 fs2 fc0 sc0 ls0 ws0">China, <span class="_ _e"></span>the <span class="_ _e"></span>countries <span class="_ _e"> </span>of <span class="_ _e"> </span>Centra<span class="_ _1"></span>l, <span class="_ _e"></span>Southern <span class="_ _e"></span>and <span class="_ _e"> </span>Eas<span class="_ _1"></span>tern <span class="_ _e"></span>Europe <span class="_ _e"></span>(Romania, <span class="_ _e"></span>Hungary, <span class="_ _e"></span>the <span class="_ _e"> </span>Czech <span class="_ _e"> </span>R<span class="_ _1"></span>epublic, <span class="_ _e"></span>the <span class="_ _e"></span>Balkan </div><div class="t m0 x6 h9 y466 ff1 fs2 fc0 sc0 ls0 ws0">countries, Rus<span class="_ _1"></span>sia, Ukraine, Belarus, Moldo<span class="_ _1"></span>va), as well as in Arab countries, Africa, As<span class="_ _1"></span>ia and South America.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y467 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y468 ff1 fs2 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 x6 h7 y469 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y46a w4a h13"><div class="t m0 x15 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y46a w4b h13"><div class="t m0 x56 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c xb8 y46a w4c h13"><div class="t m0 x56 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x6 y46b w4a h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Local marke<span class="_ _0"></span>ts <span class="ff5">–</span> wholesale<span class="_ _0"></span> market (*) </div></div><div class="c xb7 y46b w4b h41"><div class="t m0 x85 h7 y456 ff1 fs3 fc0 sc0 ls5 ws0">44%<span class="ls0"> </span></div></div><div class="c xb8 y46b w4c h41"><div class="t m0 x85 h7 y456 ff1 fs3 fc0 sc0 ls5 ws0">49%<span class="ls0"> </span></div></div><div class="c x6 y46c w4a h47"><div class="t m0 x15 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">Export sale<span class="_ _0"></span>s </div></div><div class="c xb7 y46c w4b h47"><div class="t m0 x85 h7 y46d ff1 fs3 fc0 sc0 ls5 ws0">34%<span class="ls0"> </span></div></div><div class="c xb8 y46c w4c h47"><div class="t m0 x85 h7 y46d ff1 fs3 fc0 sc0 ls5 ws0">33%<span class="ls0"> </span></div></div><div class="c x6 y278 w4a h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Local marke<span class="_ _0"></span>ts <span class="ff5">–</span> chains (*) </div></div><div class="c xb7 y278 w4b h27"><div class="t m0 x85 h7 yf0 ff1 fs3 fc0 sc0 ls5 ws0">12%<span class="ls0"> </span></div></div><div class="c xb8 y278 w4c h27"><div class="t m0 x85 h7 yf0 ff1 fs3 fc0 sc0 ls5 ws0">11%<span class="ls0"> </span></div></div><div class="c x6 y46e w4a h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Retail<span class="_ _0"></span> sales </div></div><div class="c xb7 y46e w4b h47"><div class="t m0 x85 h7 y46f ff1 fs3 fc0 sc0 ls5 ws0">10%<span class="ls0"> </span></div></div><div class="c xb8 y46e w4c h47"><div class="t m0 x89 h7 y46f ff1 fs3 fc0 sc0 ls5 ws0">7%<span class="ls0"> </span></div></div><div class="c x6 y2e3 w4a h48"><div class="t m0 x15 hf yb8 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xb7 y2e3 w4b h48"><div class="t m0 xb9 hf yb8 ff2 fs3 fc0 sc0 ls5 ws0">100%<span class="ls0"> </span></div></div><div class="c xb8 y2e3 w4c h48"><div class="t m0 xb9 hf yb8 ff2 fs3 fc0 sc0 ls5 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y470 ff1 fs3 fc0 sc0 lsa ws0">(*) <span class="ls0">local markets <span class="_ _0"></span>mean sales in coun<span class="_ _0"></span>tries where<span class="_ _0"></span> the Group has it<span class="_ _0"></span>s entities, i.e. in Pol<span class="_ _0"></span>and, Romania and <span class="_ _0"></span>China </span></div><div class="t m0 x6 h7 y32f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y471 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>regards <span class="_ _c"></span>to <span class="_ _19"></span>retail <span class="_ _c"></span>chains<span class="_ _1"></span> <span class="_ _c"></span>channel, <span class="_ _c"></span>the <span class="_ _c"></span>Group<span class="_ _1"></span> <span class="_ _c"></span>sells <span class="_ _c"></span>its <span class="_ _c"></span>pro<span class="_ _1"></span>ducts <span class="_ _c"></span>to <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>largest <span class="_ _c"></span>chains <span class="_ _c"></span>in <span class="_ _19"></span>Poland <span class="_ _c"></span>and<span class="_ _1"></span> <span class="_ _c"></span>Romania. <span class="_ _c"></span>Credit<span class="_ _1"></span> </div><div class="t m0 x6 h9 y472 ff1 fs2 fc0 sc0 ls0 ws0">exposures <span class="_ _24"> </span>in <span class="_ _1c"> </span>th<span class="_ _1"></span>is <span class="_ _1c"> </span>customer <span class="_ _24"> </span>group <span class="_ _24"> </span>are <span class="_ _1c"> </span>not <span class="_ _24"> </span>evenly <span class="_ _1c"> </span>d<span class="_ _1"></span>istributed <span class="_ _1c"> </span>as<span class="_ _1"></span> <span class="_ _1c"> </span>2 <span class="_ _24"> </span>key <span class="_ _1c"> </span>retail <span class="_ _24"> </span>chains <span class="_ _24"> </span>in <span class="_ _1c"> </span>Poland  jointly <span class="_ _1c"> </span>account <span class="_ _24"> </span>for </div><div class="t m0 x6 h9 y473 ff1 fs2 fc0 sc0 ls0 ws0">approximately 66% of sales made through this particular channel. Credit risk exposure to retail <span class="_ _0"></span>chains is considered by </div><div class="t m0 x6 h9 y474 ff1 fs2 fc0 sc0 ls0 ws0">the <span class="_ _c"></span>Company <span class="_ _c"></span>as <span class="_ _c"></span>low <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>most <span class="_ _19"></span>of <span class="_ _c"></span>them <span class="_ _1"></span>ar<span class="_ _1"></span>e <span class="_ _1"></span>r<span class="_ _1"></span>eliable <span class="_ _1"></span>and <span class="_ _c"></span>fin<span class="_ _1"></span>ancially <span class="_ _1"></span>tra<span class="_ _1"></span>nsparent <span class="_ _c"></span>customers <span class="_ _c"></span>with <span class="_ _c"></span>an <span class="_ _c"></span>established <span class="_ _c"></span>market </div><div class="t m0 x6 h9 y8c ff1 fs2 fc0 sc0 ls0 ws0">position an<span class="_ _1"></span>d a sound payment history. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y475 ff1 fs2 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<span class="_ _1"></span>,<span class="_ _5"></span> </div><div class="t m0 x6 h9 y476 ff1 fs2 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 x6 h9 y477 ff1 fs2 fc0 sc0 ls0 ws0">China. <span class="_ _1"></span>In<span class="_ _1"></span> <span class="_ _1"></span>2024, <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>group<span class="_ _1"></span> <span class="_ _1"></span>was <span class="_ _1"></span>executed <span class="_ _c"></span>to <span class="_ _1"></span>ap<span class="_ _1"></span>prox. <span class="_ _1"></span>72 <span class="_ _1"></span>cu<span class="_ _1"></span>stomers <span class="_ _1"></span>(62 <span class="_ _1"></span>cus<span class="_ _1"></span>tomers <span class="_ _1"></span>in <span class="_ _c"></span>2023). <span class="_ _1"></span>The <span class="_ _c"></span>Group </div><div class="t m0 x6 h9 y478 ff1 fs2 fc0 sc0 ls0 ws0">pursues <span class="_ _c"></span>a <span class="_ _c"></span>policy <span class="_ _c"></span>of <span class="_ _1"></span>reducing <span class="_ _c"></span>credit <span class="_ _c"></span>exposures <span class="_ _c"></span>to <span class="_ _c"></span>wholesale <span class="_ _1"></span>cu<span class="_ _1"></span>stomers <span class="_ _1"></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="_ _1"></span>limit <span class="_ _c"></span>mechanism. <span class="_ _c"></span>The </div><div class="t m0 x6 h9 y479 ff1 fs2 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, market <span class="_ _5"></span>position, payment </div><div class="t m0 x6 h9 y47a ff1 fs2 fc0 sc0 ls0 ws0">discipline <span class="_ _24"> </span>and <span class="_ _24"> </span>the <span class="_ _1c"> </span>overall <span class="_ _1c"> </span>s<span class="_ _1"></span>ituation <span class="_ _1c"> </span>in <span class="_ _24"> </span>the <span class="_ _1c"> </span>sector.  T<span class="_ _0"></span>he <span class="_ _1c"> </span>utilisation<span class="_ _1"></span> <span class="_ _1c"> </span>of <span class="_ _24"> </span>credit <span class="_ _1c"> </span>limits <span class="_ _24"> </span>is <span class="_ _1c"> </span>monitored <span class="_ _24"> </span>on <span class="_ _24"> </span>a <span class="_ _1c"> </span>regular <span class="_ _1c"> </span>b<span class="_ _1"></span>asis. <span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x2 y38 w23 hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x6e h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x6f h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x70 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x71 h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8d h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">31<span class="ff3 fs5 ls0"> </span></div></div><div class="c x73 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 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="_ _0"></span>be <span class="_ _0"></span>executed upon <span class="_ _0"></span>authorisation by <span class="_ _0"></span>authorised <span class="_ _0"></span>persons in <span class="_ _0"></span>accordance </div><div class="t m0 x6 h9 y47b ff1 fs2 fc0 sc0 ls0 ws0">with an internal credit p<span class="_ _1"></span>olicy. </div><div class="t m0 x6 h9 y47c ff1 fs2 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>insuran<span class="_ _1"></span>ce </div><div class="t m0 x6 h9 y47d ff1 fs2 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>th<span class="_ _1"></span>e <span class="_ _5"></span>Par<span class="_ _1"></span>ent Company. As <span class="_ _5"></span>at<span class="_ _1"></span> <span class="_ _0"></span>31 De<span class="_ _0"></span>cember 2024, <span class="_ _5"></span>69<span class="_ _1"></span>% <span class="_ _0"></span>of the <span class="_ _5"></span>sho<span class="_ _1"></span>rt<span class="_ _1"></span>-term </div><div class="t m0 x6 h9 y42d ff1 fs2 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>(60%<span class="_ _1"></span> <span class="_ _1"></span>as <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>De<span class="_ _1"></span>cember <span class="_ _1"></span>2023). <span class="_ _1"></span>This<span class="_ _1"></span> <span class="_ _1"></span>applies <span class="_ _1"></span>to <span class="_ _1"></span>customers<span class="_ _1"></span> <span class="_ _1"></span>who <span class="_ _1"></span>have <span class="_ _1"></span>been <span class="_ _c"></span>granted <span class="_ _1"></span>an </div><div class="t m0 x6 h9 y42e ff1 fs2 fc0 sc0 ls0 ws0">individual <span class="_ _c"></span>limit <span class="_ _1"></span>and <span class="_ _c"></span>customers <span class="_ _1"></span>cov<span class="_ _1"></span>ered <span class="_ _1"></span>by <span class="_ _c"></span>the <span class="_ _1"></span>so<span class="_ _1"></span>-called <span class="_ _1"></span>automatic <span class="_ _c"></span>limit, <span class="_ _1"></span>up <span class="_ _c"></span>to <span class="_ _1"></span>the <span class="_ _c"></span>amount <span class="_ _1"></span>s<span class="_ _1"></span>pecified <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _c"></span>insurance </div><div class="t m0 x6 h9 y42f ff1 fs2 fc0 sc0 ls0 ws0">contract. Under the in<span class="_ _1"></span>surance contract, the d<span class="_ _1"></span>eductib<span class="_ _1"></span>le is typical for such contracts<span class="_ _1"></span>.  </div><div class="t m0 x6 h9 y47e ff1 fs2 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 x6 h9 y47f ff5 fs2 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>maintenance <span class="_ _c"></span>of <span class="_ _1"></span>proper <span class="_ _1"></span>p<span class="_ _1"></span>ayment <span class="_ _1"></span>discipline <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span>’s <span class="_ _1"></span>customers. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x6 h9 y480 ff1 fs2 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="_ _0"></span>and predictable financial condition i<span class="_ _0"></span>s realised </div><div class="t m0 x6 h9 y481 ff1 fs2 fc0 sc0 ls0 ws0">based on a<span class="_ _1"></span>dvance payments. </div><div class="t m0 x6 h9 y482 ff1 fs2 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 x6 h9 y483 ff1 fs2 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 x6 h9 y484 ff5 fs2 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 x6 h9 y485 ff1 fs2 fc0 sc0 ls0 ws0">with <span class="_ _1"></span>A+, <span class="_ _c"></span>A- <span class="_ _1"></span>and <span class="_ _c"></span><span class="ls1f">BBB</span>- <span class="_ _1"></span>ratings <span class="_ _c"></span>(Fitch <span class="_ _c"></span>agency), <span class="_ _1"></span>and <span class="_ _c"></span>the <span class="_ _1"></span>cas<span class="_ _1"></span>h <span class="_ _1"></span>of <span class="_ _1"></span>subsidiaries <span class="_ _19"></span><span class="ff5">—</span> <span class="_ _1"></span>in<span class="_ _1"></span> <span class="_ _1"></span>banks <span class="_ _c"></span>with <span class="_ _1"></span>Fitch <span class="_ _1"></span>BBB+ <span class="_ _c"></span>and <span class="_ _c"></span><span class="ls1f">BBB</span>- <span class="_ _1"></span>rating </div><div class="t m0 x6 h9 y192 ff5 fs2 fc0 sc0 ls0 ws0">(Romania) and Fitch A,<span class="_ _1"></span> BBB+ and Mood<span class="_ _1"></span>y’s Baa2 rating (China). <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x6 h9 y486 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y487 ff5 fs2 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 x6 h9 y488 ff1 fs2 fc0 sc0 ls0 ws0">delays ongoin<span class="_ _1"></span>g basis.  </div><div class="t m0 x6 h9 y489 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _35"> </span>maximum <span class="_ _35"> </span>credit <span class="_ _35"> </span>risk <span class="_ _35"> </span>exposu<span class="_ _1"></span>re <span class="_ _35"> </span>is <span class="_ _35"> </span>approximately <span class="_ _35"> </span>equal <span class="_ _35"> </span>to <span class="_ _35"> </span>the <span class="_ _35"> </span>book <span class="_ _35"> </span>value <span class="_ _35"> </span>of <span class="_ _35"> </span>trad<span class="_ _1"></span>e <span class="_ _35"> </span>receivables, <span class="_ _1"></span> </div><div class="t m0 x6 h9 y48a ff1 fs2 fc0 sc0 ls0 ws0">net of receivables ins<span class="_ _1"></span>ured and cash and<span class="_ _1"></span> cash equivalents. As at 31 Dec<span class="_ _1"></span>ember 2024, the maximum cr<span class="_ _1"></span>edit risk exposure </div><div class="t m0 x6 h9 y143 ff1 fs2 fc0 sc0 ls0 ws0">is PLN 80 842 th<span class="_ _1"></span>ousand (31 December 2023: PLN<span class="_ _1"></span> 95 436 thous<span class="_ _1"></span>and). </div><div class="t m0 x6 h19 y48b ff2 fs5 fc3 sc0 ls11 ws0">6.3.<span class="ff7 ls0">  <span class="ff2">Liquidity risk </span></span></div><div class="t m0 x6 h9 y48c ff5 fs2 fc0 sc0 ls0 ws0">The <span class="_ _e"></span>Management <span class="_ _e"> </span>Board <span class="_ _e"> </span>of <span class="_ _e"> </span>t<span class="_ _1"></span>he <span class="_ _e"></span>Parent <span class="_ _e"></span>Company <span class="_ _e"></span>believes <span class="_ _e"> </span>that<span class="_ _1"></span> <span class="_ _e"></span>the <span class="_ _e"></span>Group’s <span class="_ _e"></span>liquidity <span class="_ _e"> </span>is <span class="_ _e"></span>secured <span class="_ _e"></span>for <span class="_ _e"></span>the<span class="_ _c"></span><span class="ff1"> foreseeabl<span class="_ _1"></span>e </span></div><div class="t m0 x6 h9 y48d ff1 fs2 fc0 sc0 ls0 ws0">future. The Group f<span class="_ _0"></span>ollows a prudent liquidity risk <span class="_ _5"></span>man<span class="_ _1"></span>agement policy, w<span class="_ _0"></span>hich focuses on <span class="_ _5"></span>maintain<span class="_ _1"></span>ing an a<span class="_ _0"></span>dequate level </div><div class="t m0 x6 h9 y48e ff1 fs2 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 x6 h9 y48f ff1 fs2 fc0 sc0 ls0 ws0">current <span class="_ _c"></span>assets, <span class="_ _c"></span>as <span class="_ _c"></span>well <span class="_ _1"></span>as <span class="_ _c"></span>current <span class="_ _c"></span>cash <span class="_ _c"></span>flows <span class="_ _c"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Group<span class="_ _1"></span>. <span class="_ _c"></span>A <span class="_ _1"></span>s<span class="_ _1"></span>ignificant <span class="_ _1"></span>increas<span class="_ _1"></span>e <span class="_ _1"></span>in <span class="_ _c"></span>the <span class="_ _c"></span>value <span class="_ _1"></span>of <span class="_ _c"></span>inventories<span class="_ _1"></span> <span class="_ _1"></span>is <span class="_ _c"></span>in <span class="_ _c"></span>line </div><div class="t m0 x6 h9 y490 ff1 fs2 fc0 sc0 ls0 ws0">with the <span class="_ _1"></span>adopted liqu<span class="_ _1"></span>idity management <span class="_ _1"></span>policy <span class="_ _1"></span>and <span class="_ _1"></span>enables th<span class="_ _1"></span>e continuity <span class="_ _1"></span>of sales <span class="_ _1"></span>in the <span class="_ _1"></span>event of <span class="_ _1"></span>delays in <span class="_ _1"></span>the sup<span class="_ _1"></span>ply<span class="_ _0"></span> </div><div class="t m0 x6 h9 y491 ff1 fs2 fc0 sc0 ls0 ws0">chains. </div><div class="t m0 x6 h9 y492 ff1 fs2 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> </div><div class="t m0 x6 h9 y493 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y494 w4d h49"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y494 w4e h49"><div class="t m0 x8f hf y495 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x69 hf y46f ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xbb y494 w4f h49"><div class="t m0 x34 hf y495 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 xa4 hf y46f ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x6 y496 w4d h3c"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y496 w4e h3c"><div class="t m0 xbc hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbb y496 w4f h3c"><div class="t m0 xbd hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y498 w4d h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Current ass<span class="_ _0"></span>ets </div></div><div class="c xba y498 w4e h3c"><div class="t m0 x3b h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">673 900 </span></div></div><div class="c xbb y498 w4f h3c"><div class="t m0 x63 h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">445 482 </span></div></div><div class="c x6 y499 w4d h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Current l<span class="_ _0"></span>iabilities </div></div><div class="c xba y499 w4e h3c"><div class="t m0 x3b h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">276 442 </span></div></div><div class="c xbb y499 w4f h3c"><div class="t m0 x63 h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">106 883 </span></div></div><div class="c x6 y49a w4d h4a"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y49a w4e h4a"><div class="t m0 xbd h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbb y49a w4f h4a"><div class="t m0 xbe h9 y49b ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1e5 w4d h3d"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xba y1e5 w4e h3d"><div class="t m0 x69 hf y497 ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c xbb y1e5 w4f h3d"><div class="t m0 xa4 hf y497 ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c x6 y49c w4d h3d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Cash flow fr<span class="_ _0"></span>om operati<span class="_ _0"></span>ng activities </div></div><div class="c xba y49c w4e h3d"><div class="t m0 x80 h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(40 084) </span></div></div><div class="c xbb y49c w4f h3d"><div class="t m0 x63 h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">140 345 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x9a h9 y49d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf wf h1f" ><div class="pc pc20 wf h1f"><img class="bi x3e y49e w10 h4b" alt="" 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"/><div class="c x0 y0 w11 h1f"><div class="t m0 x3f h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x40 h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x41 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 x43 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial st<span class="_ _0"></span>atements </div><div class="t m0 x9b h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">32<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x42 h9 y49f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h9 y4a0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h9 y4a1 ff1 fs2 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>ar<span class="_ _1"></span>e <span class="_ _5"></span>determined <span class="_ _5"></span>bas<span class="_ _1"></span>ed <span class="_ _5"></span>on <span class="_ _5"></span>contractual f<span class="_ _0"></span>uture <span class="_ _5"></span>p<span class="_ _1"></span>ayment <span class="_ _0"></span>dates, <span class="_ _5"></span>uniform <span class="_ _0"></span>for <span class="_ _5"></span>each <span class="_ _5"></span>group of<span class="_ _0"></span> <span class="_ _5"></span>liabilities. </div><div class="t m0 x42 h9 y4a2 ff1 fs2 fc0 sc0 ls0 ws0">The figures presented<span class="_ _1"></span> below represent undis<span class="_ _1"></span>counted contractual cash<span class="_ _1"></span> flows. </div><div class="t m0 xa4 h9 y4a3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa4 h9 y4a4 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y4a5 w50 h1c"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Due date:<span class="ff1"> </span></div></div><div class="c xc0 y4a5 w3f h1c"><div class="t m0 xc1 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">up to 3 months </div></div><div class="c xc2 y4a5 w51 h1c"><div class="t m0 x21 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">4-6 months </div></div><div class="c xc3 y4a5 w51 h1c"><div class="t m0 x10 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">7-12 months </div></div><div class="c xc4 y4a5 w52 h1c"><div class="t m0 x21 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">2-3 years </div></div><div class="c xc5 y4a5 w2e h1c"><div class="t m0 x24 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">4-5 years </div></div><div class="c xc6 y4a5 w53 h1c"><div class="t m0 x37 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">More than 5 </div><div class="t m0 x7f hf y62 ff2 fs3 fc0 sc0 ls0 ws0">years </div></div><div class="c xc7 y4a5 w54 h1c"><div class="t m0 x5a hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xc8 y4a5 w55 h1c"><div class="t m0 x2a hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Carrying  </div><div class="t m0 x82 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">value </div></div><div class="c x42 y4a6 w50 h16"><div class="t m0 x58 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y4a6 w3f h16"><div class="t m0 x5a h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y4a6 w51 h16"><div class="t m0 xb4 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y4a6 w51 h16"><div class="t m0 xb4 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y4a6 w52 h16"><div class="t m0 x6a h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y4a6 w2e h16"><div class="t m0 xb4 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y4a6 w53 h16"><div class="t m0 x6a hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y4a6 w54 h16"><div class="t m0 xc9 hf y4a7 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y4a6 w55 h16"><div class="t m0 x2c hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y4a8 w50 h4c"><div class="t m0 x15 h7 y4a9 ff1 fs3 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xc0 y4a8 w3f h4c"><div class="t m0 x67 h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">33 840      </span></div></div><div class="c xc2 y4a8 w51 h4c"><div class="t m0 x1b h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y4a8 w51 h4c"><div class="t m0 x2f h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y4a8 w52 h4c"><div class="t m0 x4a h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4a8 w2e h4c"><div class="t m0 x1b h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4a8 w53 h4c"><div class="t m0 x4a h7 y4aa ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4a8 w54 h4c"><div class="t m0 x30 hf y4aa ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">33 840      </span></div></div><div class="c xc8 y4a8 w55 h4c"><div class="t m0 x32 hf y4aa ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">33 840      </span></div></div><div class="c x42 y4ab w50 h4d"><div class="t m0 x15 h7 y4ac ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xc0 y4ab w3f h4d"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">180 803      </span></div></div><div class="c xc2 y4ab w51 h4d"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">38 246      </span></div></div><div class="c xc3 y4ab w51 h4d"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">376      </span></div></div><div class="c xc4 y4ab w52 h4d"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4ab w2e h4d"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4ab w53 h4d"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4ab w54 h4d"><div class="t m0 x2e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">219 425      </span></div></div><div class="c xc8 y4ab w55 h4d"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">219 425      </span></div></div><div class="c x42 y4ad w50 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xc0 y4ad w3f h47"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">3 201      </span></div></div><div class="c xc2 y4ad w51 h47"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 207      </span></div></div><div class="c xc3 y4ad w51 h47"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">6 424      </span></div></div><div class="c xc4 y4ad w52 h47"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 049      </span></div></div><div class="c xc5 y4ad w2e h47"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">4 959      </span></div></div><div class="c xc6 y4ad w53 h47"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">4 511      </span></div></div><div class="c xc7 y4ad w54 h47"><div class="t m0 x30 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">34 351      </span></div></div><div class="c xc8 y4ad w55 h47"><div class="t m0 x32 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">29 911      </span></div></div><div class="c x42 y4ae w50 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability (*) </div></div><div class="c xc0 y4ae w3f h47"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">40 963      </span></div></div><div class="c xc2 y4ae w51 h47"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y4ae w51 h47"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y4ae w52 h47"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4ae w2e h47"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4ae w53 h47"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4ae w54 h47"><div class="t m0 x30 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">40 963      </span></div></div><div class="c xc8 y4ae w55 h47"><div class="t m0 x67 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">62      </span></div></div><div class="c x42 y4af w50 h47"><div class="t m0 x15 hf y46f ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xc0 y4af w3f h47"><div class="t m0 x37 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">258 807      </span></div></div><div class="c xc2 y4af w51 h47"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">41 453      </span></div></div><div class="c xc3 y4af w51 h47"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">6 800      </span></div></div><div class="c xc4 y4af w52 h47"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 049      </span></div></div><div class="c xc5 y4af w2e h47"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">4 959      </span></div></div><div class="c xc6 y4af w53 h47"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">4 511      </span></div></div><div class="c xc7 y4af w54 h47"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">328 579      </span></div></div><div class="c xc8 y4af w55 h47"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">283 238      </span></div></div><div class="c x42 y4b0 w50 h16"><div class="t m0 xca hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y4b0 w3f h16"><div class="t m0 x5a h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y4b0 w51 h16"><div class="t m0 xb4 h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y4b0 w51 h16"><div class="t m0 xb4 h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y4b0 w52 h16"><div class="t m0 x6a h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y4b0 w2e h16"><div class="t m0 xb4 h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y4b0 w53 h16"><div class="t m0 x6a h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y4b0 w54 h16"><div class="t m0 xc9 h7 y4a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y4b0 w55 h16"><div class="t m0 x2c h7 y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y4b2 w50 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xc0 y4b2 w3f h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc2 y4b2 w51 h27"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y4b2 w51 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y4b2 w52 h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4b2 w2e h27"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4b2 w53 h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4b2 w54 h27"><div class="t m0 x1d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc8 y4b2 w55 h27"><div class="t m0 x3a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y4b3 w50 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xc0 y4b3 w3f h13"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">72 514      </span></div></div><div class="c xc2 y4b3 w51 h13"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 708      </span></div></div><div class="c xc3 y4b3 w51 h13"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">221      </span></div></div><div class="c xc4 y4b3 w52 h13"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4b3 w2e h13"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4b3 w53 h13"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4b3 w54 h13"><div class="t m0 x30 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">74 443      </span></div></div><div class="c xc8 y4b3 w55 h13"><div class="t m0 x32 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">74 443      </span></div></div><div class="c x42 y4b4 w50 h47"><div class="t m0 x15 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xc0 y4b4 w3f h47"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">2 746      </span></div></div><div class="c xc2 y4b4 w51 h47"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 449      </span></div></div><div class="c xc3 y4b4 w51 h47"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">5 081      </span></div></div><div class="c xc4 y4b4 w52 h47"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">19 098      </span></div></div><div class="c xc5 y4b4 w2e h47"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5 366      </span></div></div><div class="c xc6 y4b4 w53 h47"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">6 505      </span></div></div><div class="c xc7 y4b4 w54 h47"><div class="t m0 x30 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">40 245      </span></div></div><div class="c xc8 y4b4 w55 h47"><div class="t m0 x32 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">31 937      </span></div></div><div class="c x42 y4b5 w50 h47"><div class="t m0 x15 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability (*) </div></div><div class="c xc0 y4b5 w3f h47"><div class="t m0 x37 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">500      </span></div></div><div class="c xc2 y4b5 w51 h47"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y4b5 w51 h47"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y4b5 w52 h47"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y4b5 w2e h47"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y4b5 w53 h47"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc7 y4b5 w54 h47"><div class="t m0 x1a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">500      </span></div></div><div class="c xc8 y4b5 w55 h47"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">27      </span></div></div><div class="c x42 y4b6 w50 h47"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xc0 y4b6 w3f h47"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">75 760      </span></div></div><div class="c xc2 y4b6 w51 h47"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 157      </span></div></div><div class="c xc3 y4b6 w51 h47"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">5 302      </span></div></div><div class="c xc4 y4b6 w52 h47"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">19 098      </span></div></div><div class="c xc5 y4b6 w2e h47"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5 366      </span></div></div><div class="c xc6 y4b6 w53 h47"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">6 505      </span></div></div><div class="c xc7 y4b6 w54 h47"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">115 188      </span></div></div><div class="c xc8 y4b6 w55 h47"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">106 407      </span></div></div><div class="c x0 y0 w11 h1f"><div class="t m0 xa4 h9 y4b7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa4 h9 y4b8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h9 y4b9 ff1 fs2 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 <span class="_ _1"></span>guarantee <span class="_ _1"></span>issued <span class="_ _1"></span>represent <span class="_ _1"></span>the maximum <span class="_ _1"></span>amount <span class="_ _1"></span>that <span class="_ _1"></span>can <span class="_ _1"></span>be <span class="_ _1"></span>used (gross<span class="_ _1"></span> value <span class="_ _1"></span>of <span class="_ _1"></span>the guarantee) <span class="_ _1"></span>and <span class="_ _1"></span>are <span class="_ _1"></span>assigned to<span class="_ _1"></span> the <span class="_ _1"></span>earlies<span class="_ _c"></span>t <span class="_ _1"></span>period </div><div class="t m0 x42 h9 y4ba ff1 fs2 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 xa4 h9 y4bb ff1 fs2 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 x8f y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 xcb h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 xba h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 xcc h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral part<span class="_ _0"></span> of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">33<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x52 h19 y4bc ff2 fs5 fc3 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 x52 h9 y4bd ff5 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Man<span class="_ _1"></span>agement <span class="_ _1"></span>Boa<span class="_ _1"></span>rd <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Parent <span class="_ _c"></span>Company <span class="_ _c"></span>defines <span class="_ _1"></span>cap<span class="_ _1"></span>ital <span class="_ _1"></span>as <span class="_ _c"></span>the <span class="_ _c"></span>Group’s <span class="_ _c"></span>equity. <span class="_ _c"></span>The <span class="_ _1"></span>equity <span class="_ _c"></span>held <span class="_ _c"></span>by <span class="_ _c"></span>the <span class="_ _1"></span>Parent </div><div class="t m0 x52 h9 yc7 ff1 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _1"></span>meets <span class="_ _1"></span>the <span class="_ _1"></span>requirements <span class="_ _1"></span>provided <span class="_ _1"></span>for <span class="_ _1"></span>in th<span class="_ _1"></span>e Polis<span class="_ _1"></span>h <span class="_ _1"></span>Commercial <span class="_ _1"></span>Companies <span class="_ _1"></span>Code. <span class="_ _1"></span>There <span class="_ _1"></span>are <span class="_ _1"></span>no <span class="_ _1"></span>other cap<span class="_ _1"></span>ital </div><div class="t m0 x52 h9 y2ab ff1 fs2 fc0 sc0 ls0 ws0">requirements imposed b<span class="_ _1"></span>y external regulat<span class="_ _1"></span>ions.  </div><div class="t m0 x52 h9 y4be ff5 fs2 fc0 sc0 ls0 ws0">The Group<span class="_ _1"></span>’s capital <span class="_ _1"></span>management act<span class="_ _1"></span>ivities are ai<span class="_ _1"></span>med at <span class="_ _1"></span>protecting th<span class="_ _1"></span>e Group’s<span class="_ _1"></span> ability <span class="_ _1"></span>to contin<span class="_ _1"></span>ue its o<span class="_ _1"></span>perations so<span class="_ _1"></span> as </div><div class="t m0 x52 h9 y4bf ff1 fs2 fc0 sc0 ls0 ws0">to ensure <span class="_ _5"></span>a return on in<span class="_ _0"></span>vestment for <span class="_ _5"></span>the shareholders and benef<span class="_ _0"></span>its for <span class="_ _5"></span>oth<span class="_ _1"></span>er <span class="_ _5"></span>in<span class="_ _1"></span>terested parties, <span class="_ _0"></span>as well <span class="_ _5"></span>as maintenance </div><div class="t m0 x52 h9 y4c0 ff1 fs2 fc0 sc0 ls0 ws0">of the optimum ca<span class="_ _1"></span>pital structure to<span class="_ _1"></span> lower the cost of <span class="_ _1"></span>capital. The Group als<span class="_ _1"></span>o follows a rule that<span class="_ _1"></span> non<span class="_ _1"></span>-current as<span class="_ _1"></span>sets are </div><div class="t m0 x52 h9 y4c1 ff1 fs2 fc0 sc0 ls0 ws0">to be fully financed b<span class="_ _1"></span>y equity. </div><div class="t m0 x52 h9 y4c2 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y4c3 w40 h4e"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y4c3 w56 h4e"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December 2024<span class="_ _0"></span> </span></div></div><div class="c xd1 y4c3 w57 h4e"><div class="t m0 x30 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December 2023<span class="_ _0"></span> </span></div></div><div class="c x52 y4c4 w40 h4f"><div class="t m0 x15 h7 y4c5 ff1 fs3 fc0 sc0 ls8 ws0">Non<span class="ls0">-current ass<span class="_ _0"></span>ets </span></div></div><div class="c xd0 y4c4 w56 h4f"><div class="t m0 x59 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">113 255 </div></div><div class="c xd1 y4c4 w57 h4f"><div class="t m0 x3a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">107 946 </div></div><div class="c x52 y33c w40 h50"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Equity </div></div><div class="c xd0 y33c w56 h50"><div class="t m0 x59 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">489 891 </div></div><div class="c xd1 y33c w57 h50"><div class="t m0 x3a h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">419 951 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4c6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4c7 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>accordan<span class="_ _1"></span>ce <span class="_ _1"></span>with <span class="_ _19"></span>the <span class="_ _c"></span>concluded <span class="_ _c"></span>loan <span class="_ _c"></span>agreements <span class="_ _19"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>banks, <span class="_ _c"></span>the <span class="_ _c"></span>Parent <span class="_ _c"></span>Company<span class="_ _1"></span> <span class="_ _c"></span>is <span class="_ _1"></span>requ<span class="_ _1"></span>ired <span class="_ _c"></span>to <span class="_ _c"></span>maintain <span class="_ _c"></span>the </div><div class="t m0 x52 h9 y4c8 ff1 fs2 fc0 sc0 ls0 ws0">equity ratio (the rat<span class="_ _1"></span>io of equity to total assets<span class="_ _1"></span>) at a fixed level.<span class="_ _1"></span> </div><div class="t m0 x52 h9 y4c9 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y4ca w58 h1c"><div class="t m0 x15 h9 y1f4 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y4ca w39 h1c"><div class="t m0 x1e hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div><div class="t m0 x47 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xc0 y4ca w59 h1c"><div class="t m0 x82 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">202</span>3 </div></div><div class="c x52 y4cb w58 h51"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Equity </div></div><div class="c xd2 y4cb w39 h51"><div class="t m0 x98 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">489 891 </div></div><div class="c xc0 y4cb w59 h51"><div class="t m0 x2c h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">419 951 </div></div><div class="c x52 y4cc w58 h51"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Total asset<span class="_ _0"></span>s </div></div><div class="c xd2 y4cc w39 h51"><div class="t m0 x98 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">787 155 </div></div><div class="c xc0 y4cc w59 h51"><div class="t m0 x2c h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">553 428 </div></div><div class="c x52 y1d0 w58 h51"><div class="t m0 x15 hf y8b ff2 fs3 fc0 sc0 ls0 ws0">Equity ratio<span class="ff1"> </span></div></div><div class="c xd2 y1d0 w39 h51"><div class="t m0 x5b hf y8b ff2 fs3 fc0 sc0 ls5 ws0">62%<span class="ff1 ls0"> </span></div></div><div class="c xc0 y1d0 w59 h51"><div class="t m0 xc9 hf y8b ff2 fs3 fc0 sc0 ls5 ws0">76%<span class="ff1 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4cd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y2bb ff1 fs2 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 x52 ha y4ce ff2 fs0 fc3 sc0 lsb 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 x52 y36a w5a h52"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xd3 y36a w3e h52"><div class="t m0 x55 hf y4cf ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xd4 y36a w5b h52"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x52 y4d0 w5a h53"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y4d0 w5c h53"><div class="t m0 x85 hf y4d1 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x5b hf y497 ff2 fs3 fc0 sc0 ls0 ws0">at amortised cost </div></div><div class="c xd4 y4d0 w5d h53"><div class="t m0 x17 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x55 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">at amortised cost<span class="_ _0"></span> </div></div><div class="c xd5 y4d0 w57 h53"><div class="t m0 x59 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 xd6 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">at fair value<span class="_ _0"></span> </div></div><div class="c x52 y178 w5a h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables </div></div><div class="c xd3 y178 w5c h27"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">88 059 </div></div><div class="c xd4 y178 w5d h27"><div class="t m0 xd7 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd5 y178 w57 h27"><div class="t m0 xa4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4d2 w5a h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Cash </div></div><div class="c xd3 y4d2 w5c h27"><div class="t m0 x31 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c xd4 y4d2 w5d h27"><div class="t m0 xd7 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd5 y4d2 w57 h27"><div class="t m0 xa4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4d3 w5a h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xd3 y4d3 w5c h41"><div class="t m0 xd8 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd4 y4d3 w5d h41"><div class="t m0 x81 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">199 708 </div></div><div class="c xd5 y4d3 w57 h41"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">62<span class="ls0"> </span></div></div><div class="c x52 y4d4 w5a h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Loans </div></div><div class="c xd3 y4d4 w5c h27"><div class="t m0 xd8 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd4 y4d4 w5d h27"><div class="t m0 x7e h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c xd5 y4d4 w57 h27"><div class="t m0 xa4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y126 w5a h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xd3 y126 w5c h27"><div class="t m0 xd8 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd4 y126 w5d h27"><div class="t m0 x7e h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">29 911 </div></div><div class="c xd5 y126 w57 h27"><div class="t m0 xa4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4d5 w5a h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c xd3 y4d5 w5c h27"><div class="t m0 xd9 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">127 187 </div></div><div class="c xd4 y4d5 w5d h27"><div class="t m0 x81 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">263 459 </div></div><div class="c xd5 y4d5 w57 h27"><div class="t m0 x79 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4d6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y304 w5a h52"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xd3 y304 w3e h52"><div class="t m0 x55 hf y4cf ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xd4 y304 w5b h52"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x52 y4d8 w5a h54"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y4d8 w5c h54"><div class="t m0 x85 hf y4d1 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 x5b hf y497 ff2 fs3 fc0 sc0 ls0 ws0">at amortised cost </div></div><div class="c xd4 y4d8 w5d h54"><div class="t m0 x17 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 xb5 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">at fair value<span class="_ _0"></span> </div></div><div class="c xd5 y4d8 w57 h54"><div class="t m0 x59 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Measured  </div><div class="t m0 xd6 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">at fair value<span class="_ _0"></span> </div></div><div class="c x52 y4d9 w5a h23"><div class="t m0 x15 h7 y4da ff1 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables </div></div><div class="c xd3 y4d9 w5c h23"><div class="t m0 x31 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">69 267 </div></div><div class="c xd4 y4d9 w5d h23"><div class="t m0 xda h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xd5 y4d9 w57 h23"><div class="t m0 xa4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4db w5a h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Cash </div></div><div class="c xd3 y4db w5c h41"><div class="t m0 x31 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">69 927 </div></div><div class="c xd4 y4db w5d h41"><div class="t m0 xda h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xd5 y4db w57 h41"><div class="t m0 xdb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y2c7 w5a h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c xd3 y2c7 w5c h27"><div class="t m0 xdc h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y2c7 w5d h27"><div class="t m0 x7e h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">77 008 </div></div><div class="c xd5 y2c7 w57 h27"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">27<span class="ls0"> </span></div></div><div class="c x52 y4dc w5a h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c xd3 y4dc w5c h27"><div class="t m0 xdc h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xd4 y4dc w5d h27"><div class="t m0 x7e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">31 937 </div></div><div class="c xd5 y4dc w57 h27"><div class="t m0 xa4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y476 w5a h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c xd3 y476 w5c h27"><div class="t m0 xd9 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">139 194 </div></div><div class="c xd4 y476 w5d h27"><div class="t m0 x81 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">108 945 </div></div><div class="c xd5 y476 w57 h27"><div class="t m0 x79 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4dd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4de ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4df ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4e0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4e1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4e2 ff1 fs2 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 x8f y38 w5e hc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 xdd h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 xde h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 xdf h5 y5 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 x52 h6 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 xcd h7 y39 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">34<span class="ff3 fs5 ls0"> </span></div></div><div class="c xe0 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">Revenue <span class="_ _5"></span>an<span class="_ _1"></span>d <span class="_ _5"></span>expens<span class="_ _1"></span>es <span class="_ _5"></span>relating to <span class="_ _5"></span>financial assets <span class="_ _5"></span>or financial <span class="_ _5"></span>liabilities not <span class="_ _5"></span>measured at <span class="_ _5"></span>fair <span class="_ _5"></span>valu<span class="_ _1"></span>e <span class="_ _5"></span>throu<span class="_ _1"></span>gh <span class="_ _5"></span>profit or <span class="_ _5"></span>loss:<span class="_ _1"></span> </div><div class="t m0 x52 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y4e3 w5f h27"><div class="t m0 x15 hf y456 ff1 fs3 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 xde y4e3 w60 h27"><div class="t m0 xd8 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xe1 y4e3 w61 h27"><div class="t m0 x81 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x52 y4e4 w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> income </div></div><div class="c xde y4e4 w60 h27"><div class="t m0 xe2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">1 093      </span></div></div><div class="c xe1 y4e4 w61 h27"><div class="t m0 x57 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y2cc w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xde y2cc w60 h27"><div class="t m0 x59 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xe1 y2cc w61 h27"><div class="t m0 x84 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">(2 577)     </span></div></div><div class="c x52 y1ee w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n foreign excha<span class="_ _0"></span>nge differences </div></div><div class="c xde y1ee w60 h27"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">3 153      </span></div></div><div class="c xe1 y1ee w61 h27"><div class="t m0 x5c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">7 256      </span></div></div><div class="c x52 y4e5 w5f h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>foreign exchange d<span class="_ _0"></span>ifferences </div></div><div class="c xde y4e5 w60 h41"><div class="t m0 x6a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">(1 221)     </span></div></div><div class="c xe1 y4e5 w61 h41"><div class="t m0 x84 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">(5 674)     </span></div></div><div class="c x52 y4e6 w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Establishment<span class="_ _0"></span> of impair<span class="_ _0"></span>ment write-downs </div></div><div class="c xde y4e6 w60 h27"><div class="t m0 x6 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">(275)     </span></div></div><div class="c xe1 y4e6 w61 h27"><div class="t m0 x57 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y4e7 w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment wr<span class="_ _0"></span>ite-downs </div></div><div class="c xde y4e7 w60 h27"><div class="t m0 x5d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>  <span class="ls0">5      </span></div></div><div class="c xe1 y4e7 w61 h27"><div class="t m0 x57 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y4e8 w5f h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Total net<span class="_ _0"></span> profit / (loss) </div></div><div class="c xde y4e8 w60 h27"><div class="t m0 xe2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">2 755      </span></div></div><div class="c xe1 y4e8 w61 h27"><div class="t m0 x84 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">(995)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4e9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y197 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y198 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y4ea w5f h27"><div class="t m0 x15 hf yf0 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2">12 months ended <span class="_ _0"></span>31 December 2<span class="_ _0"></span>023<span class="ff1"> </span></span></div></div><div class="c xde y4ea w60 h27"><div class="t m0 xd8 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c xe1 y4ea w61 h27"><div class="t m0 x81 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x52 y4eb w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> income </div></div><div class="c xde y4eb w60 h27"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">537      </span></div></div><div class="c xe1 y4eb w61 h27"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y4ec w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xde y4ec w60 h27"><div class="t m0 x7f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xe1 y4ec w61 h27"><div class="t m0 x98 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">(4 297)     </span></div></div><div class="c x52 y382 w5f h55"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n foreign excha<span class="_ _0"></span>nge differences </div></div><div class="c xde y382 w60 h55"><div class="t m0 x5f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">3 039      </span></div></div><div class="c xe1 y382 w61 h55"><div class="t m0 x12 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">7 009      </span></div></div><div class="c x52 y35e w5f h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>foreign exchange d<span class="_ _0"></span>ifferences </div></div><div class="c xde y35e w60 h27"><div class="t m0 x87 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">(4 584)     </span></div></div><div class="c xe1 y35e w61 h27"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">(2 510)     </span></div></div><div class="c x52 y245 w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Establishment<span class="_ _0"></span> of impair<span class="_ _0"></span>ment write-downs </div></div><div class="c xde y245 w60 h27"><div class="t m0 x99 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>     <span class="ls0">(748)     </span></div></div><div class="c xe1 y245 w61 h27"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y4ed w5f h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment wr<span class="_ _0"></span>ite-downs </div></div><div class="c xde y4ed w60 h27"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">200      </span></div></div><div class="c xe1 y4ed w61 h27"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x52 y4ee w5f h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Total net<span class="_ _0"></span> profit / (loss) </div></div><div class="c xde y4ee w60 h27"><div class="t m0 x77 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">(1 556)     </span></div></div><div class="c xe1 y4ee w61 h27"><div class="t m0 x19 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">202      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h9 y4ef ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4f0 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _0"></span>opinion, the <span class="_ _5"></span>fair value <span class="_ _5"></span>of financial <span class="_ _5"></span>as<span class="_ _1"></span>sets <span class="_ _0"></span>and liabilities <span class="_ _5"></span>does not <span class="_ _5"></span>differ from <span class="_ _5"></span>t<span class="_ _1"></span>heir <span class="_ _5"></span>carrying amount, <span class="_ _1"></span>mainly </div><div class="t m0 x52 h9 y4f1 ff1 fs2 fc0 sc0 ls0 ws0">due to their <span class="_ _0"></span>short maturity. In <span class="_ _5"></span>cas<span class="_ _1"></span>e of <span class="_ _5"></span>lon<span class="_ _1"></span>g-term financial liabilities measured at amortized cost, <span class="_ _5"></span>th<span class="_ _1"></span>e Group <span class="_ _5"></span>uses market </div><div class="t m0 x52 h9 y4f2 ff1 fs2 fc0 sc0 ls0 ws0">interest rates. <span class="_ _0"></span>Therefore the G<span class="_ _0"></span>roup estimates that <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>carr<span class="_ _1"></span>ying value <span class="_ _0"></span>of <span class="_ _0"></span>these liabilities also <span class="_ _5"></span>d<span class="_ _1"></span>oes not <span class="_ _5"></span>differ significantly<span class="_ _c"></span> </div><div class="t m0 x52 h9 y4f3 ff1 fs2 fc0 sc0 ls0 ws0">from their fair value.<span class="_ _1"></span> </div><div class="t m0 x52 ha y4f4 ff2 fs0 fc3 sc0 lsb ws0">8.<span class="ff7 ls0"> <span class="_ _4"> </span><span class="ff2">Property, pl<span class="_ _0"></span>ant and equipme<span class="_ _5"></span>nt </span></span></div></div><div class="c x52 y146 w62 h44"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y146 w63 h44"><div class="t m0 x77 hf yb7 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div><div class="t m0 xa hf ydd ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c xe4 y146 w64 h44"><div class="t m0 x77 hf yb7 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div><div class="t m0 xa hf ydd ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x52 y2be w62 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls20 ws0">Land<span class="ls0"> </span></div></div><div class="c xe3 y2be w63 h27"><div class="t m0 x4b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c xe4 y2be w64 h27"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c x52 y4f5 w62 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c xe3 y4f5 w63 h27"><div class="t m0 xb4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">42 706 </div></div><div class="c xe4 y4f5 w64 h27"><div class="t m0 x5a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">39 411 </div></div><div class="c x52 y4f6 w62 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Plant and equ<span class="_ _0"></span>ipment </div></div><div class="c xe3 y4f6 w63 h41"><div class="t m0 x4b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3 983 </div></div><div class="c xe4 y4f6 w64 h41"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">4 056 </div></div><div class="c x52 y4f7 w62 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c xe3 y4f7 w63 h27"><div class="t m0 x4b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3 220 </div></div><div class="c xe4 y4f7 w64 h27"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 735 </div></div><div class="c x52 y4f8 w62 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c xe3 y4f8 w63 h27"><div class="t m0 xb4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">14 966 </div></div><div class="c xe4 y4f8 w64 h27"><div class="t m0 x5a h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">12 734 </div></div><div class="c x52 y4f9 w62 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xe3 y4f9 w63 h27"><div class="t m0 xb4 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">67 782 </div></div><div class="c xe4 y4f9 w64 h27"><div class="t m0 x5a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">60 843 </div></div><div class="c x52 y53 w62 h29"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y53 w63 h29"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y53 w64 h29"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y4fa w62 h41"><div class="t m0 x15 h7 y62 ff1 fs3 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 use </div></div><div class="c xe3 y4fa w63 h41"><div class="t m0 x4b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 839 </div></div><div class="c xe4 y4fa w64 h41"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c x52 y4fb w62 h29"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4fb w63 h29"><div class="t m0 x23 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y4fb w64 h29"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y128 w62 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total property, pl<span class="_ _0"></span>ant and equi<span class="_ _0"></span>pment </div></div><div class="c xe3 y128 w63 h27"><div class="t m0 xb4 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">70 621 </div></div><div class="c xe4 y128 w64 h27"><div class="t m0 x5a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">63 750 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x52 h5 y2c ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 h9 y4fc ff1 fs2 fc0 sc0 ls0 ws0">Apart from <span class="_ _5"></span>the property, plant and <span class="_ _0"></span>equipment serving <span class="_ _0"></span>as security <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _5"></span>res<span class="_ _1"></span>pect <span class="_ _0"></span>of <span class="_ _0"></span>working capital facilitie<span class="_ _0"></span>s (note <span class="_ _5"></span>1<span class="_ _1"></span>8), there </div><div class="t m0 x52 h9 y4fd ff1 fs2 fc0 sc0 ls0 ws0">are no restriction<span class="_ _1"></span>s on the use of property,<span class="_ _1"></span> plant and equipment held b<span class="_ _1"></span>y the Group.<span class="_ _1"></span> </div><div class="t m0 x52 h9 y4fe ff1 fs2 fc0 sc0 ls0 ws0">In 2024 and 2023, 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 x52 h9 y4ff ff1 fs2 fc0 sc0 ls0 ws0">As at 31 December 2024, <span class="_ _1"></span>the Group has no<span class="_ _1"></span> commitments to incur expenses for p<span class="_ _1"></span>roperty, plant an<span class="_ _1"></span>d equipment.<span class="_ _1"></span> </div><div class="t m0 x52 h9 y500 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf wf h1f" ><div class="pc pc23 wf h1f"><img class="bi x97 y49e w65 h4b" alt="" 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class="c x0 y0 w11 h1f"><div class="t m0 xe5 h4 ye1 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 xe6 h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 xe7 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 xe8 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral part<span class="_ _0"></span> of these consolida<span class="_ _0"></span>ted financial stat<span class="_ _0"></span>ements </div><div class="t m0 xe9 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xea h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">35<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x88 hd y49f ff2 fs2 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 x87 y501 w66 h1c"><div class="t m0 x15 h7 y60 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa9 y501 w67 h1c"><div class="t m0 xeb hf y60 ff2 fs3 fc0 sc0 ls0 ws0"> Land  </div></div><div class="c x75 y501 w68 h1c"><div class="t m0 x20 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0"> Buildings and </div><div class="t m0 x99 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">structures  </div></div><div class="c xec y501 w69 h1c"><div class="t m0 xc1 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0"> Technical equip<span class="_ _0"></span>ment and </div><div class="t m0 x5a hf y66 ff2 fs3 fc0 sc0 ls0 ws0">machinery  </div></div><div class="c xed y501 w6a h1c"><div class="t m0 x99 hf y60 ff2 fs3 fc0 sc0 ls0 ws0"> Vehicles  </div></div><div class="c xee y501 w6b h1c"><div class="t m0 x12 hf y60 ff2 fs3 fc0 sc0 ls0 ws0"> Other  </div></div><div class="c xef y501 w6c h1c"><div class="t m0 xc1 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0"> Property, plant and <span class="_ _5"></span>equipment </div><div class="t m0 x87 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">not transferred for u<span class="_ _5"></span>s<span class="_ _1"></span>e  </div></div><div class="c xf0 y501 w6d h1c"><div class="t m0 xeb hf y60 ff2 fs3 fc0 sc0 ls0 ws0"> Total  </div></div><div class="c x87 y502 w66 h51"><div class="t m0 x15 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0"> Initial val<span class="_ _0"></span>ue </div></div><div class="c xa9 y502 w67 h51"><div class="t m0 x52 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y502 w68 h51"><div class="t m0 x85 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y502 w69 h51"><div class="t m0 xab hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y502 w6a h51"><div class="t m0 xb9 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y502 w6b h51"><div class="t m0 x6a hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y502 w6c h51"><div class="t m0 xf1 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y502 w6d h51"><div class="t m0 xb4 hf y4ac ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y503 w66 h41"><div class="t m0 x15 hf y62 ff1 fs3 fc0 sc0 ls0 ws0"> As at<span class="ff2"> <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </span></div></div><div class="c xa9 y503 w67 h41"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x75 y503 w68 h41"><div class="t m0 x7a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">47 852      </span></div></div><div class="c xec y503 w69 h41"><div class="t m0 x24 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">15 180      </span></div></div><div class="c xed y503 w6a h41"><div class="t m0 x20 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5 190      </span></div></div><div class="c xee y503 w6b h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">23 483      </span></div></div><div class="c xef y503 w6c h41"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">2 907      </span></div></div><div class="c xf0 y503 w6d h41"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">97 519      </span></div></div><div class="c x87 y504 w66 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xa9 y504 w67 h41"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y504 w68 h41"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">505      </span></div></div><div class="c xec y504 w69 h41"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">474      </span></div></div><div class="c xed y504 w6a h41"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">511      </span></div></div><div class="c xee y504 w6b h41"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">4 312      </span></div></div><div class="c xef y504 w6c h41"><div class="t m0 xd6 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">11 144      </span></div></div><div class="c xf0 y504 w6d h41"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">16 946      </span></div></div><div class="c x87 y505 w66 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xa9 y505 w67 h27"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y505 w68 h27"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xec y505 w69 h27"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(304)     </span></div></div><div class="c xed y505 w6a h27"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(3 402)     </span></div></div><div class="c xee y505 w6b h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(374)     </span></div></div><div class="c xef y505 w6c h27"><div class="t m0 x84 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(275)     </span></div></div><div class="c xf0 y505 w6d h27"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(4 355)     </span></div></div><div class="c x87 y506 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa9 y506 w67 h27"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y506 w68 h27"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">4 205      </span></div></div><div class="c xec y506 w69 h27"><div class="t m0 x24 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">1 010      </span></div></div><div class="c xed y506 w6a h27"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">6 390      </span></div></div><div class="c xee y506 w6b h27"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">1 596      </span></div></div><div class="c xef y506 w6c h27"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(10 932)     </span></div></div><div class="c xf0 y506 w6d h27"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 269      </span></div></div><div class="c x87 y507 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation differ<span class="_ _0"></span>ences </div></div><div class="c xa9 y507 w67 h27"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y507 w68 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">569      </span></div></div><div class="c xec y507 w69 h27"><div class="t m0 x22 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">(16)     </span></div></div><div class="c xed y507 w6a h27"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">37      </span></div></div><div class="c xee y507 w6b h27"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">80      </span></div></div><div class="c xef y507 w6c h27"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="_ _1"></span><span class="ls0">(5)     </span></div></div><div class="c xf0 y507 w6d h27"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">665      </span></div></div><div class="c x87 yef w66 h56"><div class="t m0 x15 hf y508 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024  </div></div><div class="c xa9 yef w67 h56"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x75 yef w68 h56"><div class="t m0 x7a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">53 131      </span></div></div><div class="c xec yef w69 h56"><div class="t m0 x24 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">16 344      </span></div></div><div class="c xed yef w6a h56"><div class="t m0 x20 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">8 726      </span></div></div><div class="c xee yef w6b h56"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">29 097      </span></div></div><div class="c xef yef w6c h56"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">2 839      </span></div></div><div class="c xf0 yef w6d h56"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">113 044      </span></div></div><div class="c x87 y11d w66 h57"><div class="t m0 x15 h58 y6a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa9 y11d w67 h57"><div class="t m0 x34 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y11d w68 h57"><div class="t m0 x85 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y11d w69 h57"><div class="t m0 xab h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y11d w6a h57"><div class="t m0 xb9 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y11d w6b h57"><div class="t m0 x6 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y11d w6c h57"><div class="t m0 xf1 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y11d w6d h57"><div class="t m0 xb4 h58 y509 ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y50a w66 h59"><div class="t m0 x15 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xa9 y50a w67 h59"><div class="t m0 x34 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y50a w68 h59"><div class="t m0 x85 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y50a w69 h59"><div class="t m0 xab h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y50a w6a h59"><div class="t m0 xb9 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y50a w6b h59"><div class="t m0 x6 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y50a w6c h59"><div class="t m0 xf1 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y50a w6d h59"><div class="t m0 xb4 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y50c w66 h27"><div class="t m0 x15 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">As at<span class="ff2"> <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </span></div></div><div class="c xa9 y50c w67 h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 907     <span class="ff1"> </span></span></div></div><div class="c x75 y50c w68 h27"><div class="t m0 x67 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">45 605     <span class="ff1"> </span></span></div></div><div class="c xec y50c w69 h27"><div class="t m0 x21 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">14 635     <span class="ff1"> </span></span></div></div><div class="c xed y50c w6a h27"><div class="t m0 x10 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">2 893     <span class="ff1"> </span></span></div></div><div class="c xee y50c w6b h27"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">17 396     <span class="ff1"> </span></span></div></div><div class="c xef y50c w6c h27"><div class="t m0 x87 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">8 802     <span class="ff1"> </span></span></div></div><div class="c xf0 y50c w6d h27"><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">92 238      </span></div></div><div class="c x87 y50d w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xa9 y50d w67 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y50d w68 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">17      </span></div></div><div class="c xec y50d w69 h27"><div class="t m0 x33 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">259      </span></div></div><div class="c xed y50d w6a h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">138      </span></div></div><div class="c xee y50d w6b h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 486      </span></div></div><div class="c xef y50d w6c h27"><div class="t m0 x87 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">8 002      </span></div></div><div class="c xf0 y50d w6d h27"><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">10 902      </span></div></div><div class="c x87 y50e w66 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xa9 y50e w67 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y50e w68 h41"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xec y50e w69 h41"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">(44)     </span></div></div><div class="c xed y50e w6a h41"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(70)     </span></div></div><div class="c xee y50e w6b h41"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(447)     </span></div></div><div class="c xef y50e w6c h41"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y50e w6d h41"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(561)     </span></div></div><div class="c x87 y50f w66 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa9 y50f w67 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y50f w68 h27"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">3 280      </span></div></div><div class="c xec y50f w69 h27"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">788      </span></div></div><div class="c xed y50f w6a h27"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">2 548      </span></div></div><div class="c xee y50f w6b h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">5 480      </span></div></div><div class="c xef y50f w6c h27"><div class="t m0 x99 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">(9 547)     </span></div></div><div class="c xf0 y50f w6d h27"><div class="t m0 x1f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">2 549      </span></div></div><div class="c x87 yf8 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa9 yf8 w67 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 yf8 w68 h27"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(1 050)     </span></div></div><div class="c xec yf8 w69 h27"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">(458)     </span></div></div><div class="c xed yf8 w6a h27"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(319)     </span></div></div><div class="c xee yf8 w6b h27"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(1 432)     </span></div></div><div class="c xef yf8 w6c h27"><div class="t m0 x99 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">(4 350)     </span></div></div><div class="c xf0 yf8 w6d h27"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(7 609)     </span></div></div><div class="c x87 y510 w66 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0"> As at <span class="ls5">31 </span>Decembe<span class="_ _0"></span>r 2023  </div></div><div class="c xa9 y510 w67 h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 907      </span></div></div><div class="c x75 y510 w68 h27"><div class="t m0 x67 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">47 852      </span></div></div><div class="c xec y510 w69 h27"><div class="t m0 x21 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">15 180      </span></div></div><div class="c xed y510 w6a h27"><div class="t m0 x10 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">5 190      </span></div></div><div class="c xee y510 w6b h27"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">23 483      </span></div></div><div class="c xef y510 w6c h27"><div class="t m0 x87 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">2 907      </span></div></div><div class="c xf0 y510 w6d h27"><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">97 519      </span></div></div><div class="c x87 y511 w66 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa9 y511 w67 h27"><div class="t m0 x52 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y511 w68 h27"><div class="t m0 x85 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y511 w69 h27"><div class="t m0 xab h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y511 w6a h27"><div class="t m0 xb9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y511 w6b h27"><div class="t m0 x6a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y511 w6c h27"><div class="t m0 xf1 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y511 w6d h27"><div class="t m0 xb4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y512 w66 h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation    <span class="ls6">  </span> </div></div><div class="c xa9 y512 w67 h41"><div class="t m0 x52 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y512 w68 h41"><div class="t m0 x85 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y512 w69 h41"><div class="t m0 xab hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y512 w6a h41"><div class="t m0 xb9 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y512 w6b h41"><div class="t m0 x6a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y512 w6c h41"><div class="t m0 xf1 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y512 w6d h41"><div class="t m0 xb4 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y513 w66 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c xa9 y513 w67 h41"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y513 w68 h41"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">8 441      </span></div></div><div class="c xec y513 w69 h41"><div class="t m0 x24 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">11 124      </span></div></div><div class="c xed y513 w6a h41"><div class="t m0 x20 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 455      </span></div></div><div class="c xee y513 w6b h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">10 749      </span></div></div><div class="c xef y513 w6c h41"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y513 w6d h41"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">33 769      </span></div></div><div class="c x87 y514 w66 h55"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the fina<span class="_ _0"></span>ncial year  </div></div><div class="c xa9 y514 w67 h55"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y514 w68 h55"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">1 945      </span></div></div><div class="c xec y514 w69 h55"><div class="t m0 x24 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">1 551      </span></div></div><div class="c xed y514 w6a h55"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">2 398      </span></div></div><div class="c xee y514 w6b h55"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">3 764      </span></div></div><div class="c xef y514 w6c h55"><div class="t m0 x84 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y514 w6d h55"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">9 658      </span></div></div><div class="c x87 y515 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xa9 y515 w67 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y515 w68 h27"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xec y515 w69 h27"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(296)     </span></div></div><div class="c xed y515 w6a h27"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(2 619)     </span></div></div><div class="c xee y515 w6b h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(374)     </span></div></div><div class="c xef y515 w6c h27"><div class="t m0 x84 h7 y62 ff1 fs3 fc8 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="fc0 ls0"> </span></div></div><div class="c xf0 y515 w6d h27"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(3 289)     </span></div></div><div class="c x87 y516 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa9 y516 w67 h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y516 w68 h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xec y516 w69 h27"><div class="t m0 x24 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xed y516 w6a h27"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">2 246      </span></div></div><div class="c xee y516 w6b h27"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xef y516 w6c h27"><div class="t m0 x84 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y516 w6d h27"><div class="t m0 x28 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 246      </span></div></div><div class="c x87 y331 w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa9 y331 w67 h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y331 w68 h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">39      </span></div></div><div class="c xec y331 w69 h27"><div class="t m0 x22 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">(18)     </span></div></div><div class="c xed y331 w6a h27"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">26      </span></div></div><div class="c xee y331 w6b h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(8)     </span></div></div><div class="c xef y331 w6c h27"><div class="t m0 x84 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y331 w6d h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">39      </span></div></div><div class="c x87 y4fc w66 h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024  </div></div><div class="c xa9 y4fc w67 h41"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y4fc w68 h41"><div class="t m0 x7a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">10 425      </span></div></div><div class="c xec y4fc w69 h41"><div class="t m0 x24 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">12 361      </span></div></div><div class="c xed y4fc w6a h41"><div class="t m0 x20 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5 506      </span></div></div><div class="c xee y4fc w6b h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">14 131      </span></div></div><div class="c xef y4fc w6c h41"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y4fc w6d h41"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">42 423      </span></div></div><div class="c x87 y517 w66 h26"><div class="t m0 x15 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa9 y517 w67 h26"><div class="t m0 x5a h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y517 w68 h26"><div class="t m0 xf3 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xec y517 w69 h26"><div class="t m0 xf4 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y517 w6a h26"><div class="t m0 x39 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y517 w6b h26"><div class="t m0 x59 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xef y517 w6c h26"><div class="t m0 xb3 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y517 w6d h26"><div class="t m0 x27 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y518 w66 h59"><div class="t m0 x15 h5a y4c5 ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xa9 y518 w67 h59"><div class="t m0 x34 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y518 w68 h59"><div class="t m0 x85 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y518 w69 h59"><div class="t m0 xab h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y518 w6a h59"><div class="t m0 xb9 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y518 w6b h59"><div class="t m0 x6 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y518 w6c h59"><div class="t m0 xf1 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y518 w6d h59"><div class="t m0 xb4 h58 y50b ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y519 w66 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </div></div><div class="c xa9 y519 w67 h27"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-<span class="ff1"> </span></span></div></div><div class="c x75 y519 w68 h27"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">6 949     <span class="ff1"> </span></span></div></div><div class="c xec y519 w69 h27"><div class="t m0 x26 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">9 854     <span class="ff1"> </span></span></div></div><div class="c xed y519 w6a h27"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">2 072     <span class="ff1"> </span></span></div></div><div class="c xee y519 w6b h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">8 691     <span class="ff1"> </span></span></div></div><div class="c xef y519 w6c h27"><div class="t m0 x98 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ff1 ls0"> </span></div></div><div class="c xf0 y519 w6d h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">27 566      </span></div></div><div class="c x87 y51a w66 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the fina<span class="_ _0"></span>ncial year  </div></div><div class="c xa9 y51a w67 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y51a w68 h27"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">1 682      </span></div></div><div class="c xec y51a w69 h27"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">1 668      </span></div></div><div class="c xed y51a w6a h27"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">380      </span></div></div><div class="c xee y51a w6b h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">3 063      </span></div></div><div class="c xef y51a w6c h27"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y51a w6d h27"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">6 793      </span></div></div><div class="c x87 y51b w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xa9 y51b w67 h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y51b w68 h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xec y51b w69 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">(43)     </span></div></div><div class="c xed y51b w6a h27"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(69)     </span></div></div><div class="c xee y51b w6b h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(447)     </span></div></div><div class="c xef y51b w6c h27"><div class="t m0 x98 h7 y66 ff1 fs3 fc8 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="fc0 ls0"> </span></div></div><div class="c xf0 y51b w6d h27"><div class="t m0 x1b hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(559)     </span></div></div><div class="c x87 y51c w66 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xa9 y51c w67 h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y51c w68 h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xec y51c w69 h27"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                           <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xed y51c w6a h27"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 301      </span></div></div><div class="c xee y51c w6b h27"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xef y51c w6c h27"><div class="t m0 x98 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y51c w6d h27"><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 301      </span></div></div><div class="c x87 y51d w66 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xa9 y51d w67 h41"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">- </span></div></div><div class="c x75 y51d w68 h41"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(190)     </span></div></div><div class="c xec y51d w69 h41"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">(355)     </span></div></div><div class="c xed y51d w6a h41"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(229)     </span></div></div><div class="c xee y51d w6b h41"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(558)     </span></div></div><div class="c xef y51d w6c h41"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y51d w6d h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(1 332)     </span></div></div><div class="c x87 y51e w66 h55"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023  </div></div><div class="c xa9 y51e w67 h55"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x75 y51e w68 h55"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">8 441      </span></div></div><div class="c xec y51e w69 h55"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">11 124      </span></div></div><div class="c xed y51e w6a h55"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">3 455      </span></div></div><div class="c xee y51e w6b h55"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">10 749      </span></div></div><div class="c xef y51e w6c h55"><div class="t m0 x98 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y51e w6d h55"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">33 769      </span></div></div><div class="c x87 y51f w66 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa9 y51f w67 h27"><div class="t m0 x52 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y51f w68 h27"><div class="t m0 x85 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y51f w69 h27"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y51f w6a h27"><div class="t m0 xb9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y51f w6b h27"><div class="t m0 x6a h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y51f w6c h27"><div class="t m0 xf1 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y51f w6d h27"><div class="t m0 xb4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y520 w66 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xa9 y520 w67 h27"><div class="t m0 x52 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y520 w68 h27"><div class="t m0 x85 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xec y520 w69 h27"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y520 w6a h27"><div class="t m0 xb9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y520 w6b h27"><div class="t m0 x6a h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y520 w6c h27"><div class="t m0 xf1 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y520 w6d h27"><div class="t m0 xb4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x87 y521 w66 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024  </div></div><div class="c xa9 y521 w67 h27"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x75 y521 w68 h27"><div class="t m0 x7a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">42 706      </span></div></div><div class="c xec y521 w69 h27"><div class="t m0 x24 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">3 983      </span></div></div><div class="c xed y521 w6a h27"><div class="t m0 x20 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 220      </span></div></div><div class="c xee y521 w6b h27"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">14 966      </span></div></div><div class="c xef y521 w6c h27"><div class="t m0 x84 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">2 839      </span></div></div><div class="c xf0 y521 w6d h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">70 621      </span></div></div><div class="c x87 y522 w66 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023  </div></div><div class="c xa9 y522 w67 h27"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">2 907      </span></div></div><div class="c x75 y522 w68 h27"><div class="t m0 x7a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">39 411      </span></div></div><div class="c xec y522 w69 h27"><div class="t m0 x24 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">4 056      </span></div></div><div class="c xed y522 w6a h27"><div class="t m0 x20 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 735      </span></div></div><div class="c xee y522 w6b h27"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 734      </span></div></div><div class="c xef y522 w6c h27"><div class="t m0 x84 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">2 907      </span></div></div><div class="c xf0 y522 w6d h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">63 750      </span></div></div><div class="c x0 y0 w11 h1f"><div class="t m0 x88 hb y523 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 x59 y2 w6e h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constitut<span class="_ _0"></span>e an integral part<span class="_ _0"></span> of these consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">36<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 ha y524 ff2 fs0 fc3 sc0 lsb 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 xe2 y525 w6f h1c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf5 y525 w70 h1c"><div class="t m0 x1c hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x34 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf6 y525 w71 h1c"><div class="t m0 x25 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x8f hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xe2 y526 w6f h3c"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Licences, c<span class="_ _0"></span>oncessions a<span class="_ _0"></span>nd patents, includi<span class="_ _0"></span>ng: </div></div><div class="c xf5 y526 w70 h3c"><div class="t m0 x8f h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 695 </div></div><div class="c xf6 y526 w71 h3c"><div class="t m0 x59 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3 045 </div></div><div class="c xe2 y527 w6f h3c"><div class="t m0 x18 h25 y50b ff4 fs8 fc0 sc0 ls0 ws0">-<span class="fs3"> </span>software </div></div><div class="c xf5 y527 w70 h3c"><div class="t m0 xb4 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">2 695 </div></div><div class="c xf6 y527 w71 h3c"><div class="t m0 xd h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">3 045 </div></div><div class="c xe2 y528 w6f h3c"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Other - tr<span class="_ _0"></span>ademarks and <span class="_ _0"></span>industrial designs </div></div><div class="c xf5 y528 w70 h3c"><div class="t m0 x3a h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">370<span class="ls0"> </span></div></div><div class="c xf6 y528 w71 h3c"><div class="t m0 x27 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">387<span class="ls0"> </span></div></div><div class="c xe2 y529 w6f h3c"><div class="t m0 x37 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Total  </div></div><div class="c xf5 y529 w70 h3c"><div class="t m0 x8f hf y62 ff2 fs3 fc0 sc0 ls0 ws0">3 065 </div></div><div class="c xf6 y529 w71 h3c"><div class="t m0 x59 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">3 432 </div></div><div class="c xe2 y52a w6f h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y52a w70 h3c"><div class="t m0 x6c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y52a w71 h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y52b w6f h3c"><div class="t m0 x23 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets under de<span class="_ _0"></span>velopment </div></div><div class="c xf5 y52b w70 h3c"><div class="t m0 x8f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 091 </div></div><div class="c xf6 y52b w71 h3c"><div class="t m0 x27 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">916<span class="ls0"> </span></div></div><div class="c xe2 y52c w6f h3d"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf5 y52c w70 h3d"><div class="t m0 x6c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y52c w71 h3d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y52d w6f h3d"><div class="t m0 x37 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Total intangi<span class="_ _0"></span>ble assets </div></div><div class="c xf5 y52d w70 h3d"><div class="t m0 x8f hf y62 ff2 fs3 fc0 sc0 ls0 ws0">4 156 </div></div><div class="c xf6 y52d w71 h3d"><div class="t m0 x59 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">4 348 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y2b1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y52e ff1 fs2 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 xe2 h9 y1f8 ff1 fs2 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 xe2 h9 y52f ff1 fs2 fc0 sc0 ls0 ws0">Intangible <span class="_ _e"></span>assets<span class="_ _1"></span> <span class="_ _19"></span>un<span class="_ _1"></span>der <span class="_ _e"></span>development <span class="_ _e"></span>include <span class="_ _e"></span>licences <span class="_ _e"></span>and <span class="_ _e"></span>software <span class="_ _e"></span>that <span class="_ _e"></span>is <span class="_ _e"> </span>being <span class="_ _e"> </span>implemented. <span class="_ _e"></span>No <span class="_ _e"></span>impairment <span class="_ _e"> </span>was </div><div class="t m0 xe2 h9 y530 ff1 fs2 fc0 sc0 ls0 ws0">reported for these ass<span class="_ _1"></span>ets. </div><div class="t m0 xe2 hd y2d5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 hd y531 ff2 fs2 fc0 sc0 ls0 ws0">Changes in intangible assets<span class="_ _1"></span><span class="ff1"> </span> </div></div><div class="c xe2 y1ce w72 h1c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf7 y1ce w73 h1c"><div class="t m0 x3b hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Software </div></div><div class="c xf8 y1ce w56 h1c"><div class="t m0 x13 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c xf9 y1ce w74 h1c"><div class="t m0 x7a hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Intangible assets <span class="_ _0"></span>under </div><div class="t m0 x55 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">development </div></div><div class="c xfa y1ce w75 h1c"><div class="t m0 x4b hf y6c ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xe2 y532 w72 h5c"><div class="t m0 x15 hf y533 ff2 fs3 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xf7 y532 w73 h5c"><div class="t m0 xd9 hf y533 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y532 w56 h5c"><div class="t m0 x79 hf y533 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y532 w74 h5c"><div class="t m0 xab hf y533 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y532 w75 h5c"><div class="t m0 x3d hf y533 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y534 w72 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As <span class="ls21">at</span> <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c xf7 y534 w73 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">8 053     <span class="ff1"> </span></span></div></div><div class="c xf8 y534 w56 h41"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">791     <span class="ff1"> </span></span></div></div><div class="c xf9 y534 w74 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                           <span class="ls0">916     <span class="_ _1"></span><span class="ff1"> </span></span></div></div><div class="c xfa y534 w75 h41"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">9 760      </span></div></div><div class="c xe2 y1c w72 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Purchase  </div></div><div class="c xf7 y1c w73 h41"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">497      </span></div></div><div class="c xf8 y1c w56 h41"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">43      </span></div></div><div class="c xf9 y1c w74 h41"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                           <span class="ls0">175     <span class="_ _1"></span> </span></div></div><div class="c xfa y1c w75 h41"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">715      </span></div></div><div class="c xe2 y535 w72 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf7 y535 w73 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(11)     </span></div></div><div class="c xf8 y535 w56 h27"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">11      </span></div></div><div class="c xf9 y535 w74 h27"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xfa y535 w75 h27"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe2 y536 w72 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf7 y536 w73 h27"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">5     <span class="_ _1"></span> </span></div></div><div class="c xf8 y536 w56 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf9 y536 w74 h27"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xfa y536 w75 h27"><div class="t m0 x2e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">5      </span></div></div><div class="c xe2 y537 w72 h5d"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf7 y537 w73 h5d"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">8 544      </span></div></div><div class="c xf8 y537 w56 h5d"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">845      </span></div></div><div class="c xf9 y537 w74 h5d"><div class="t m0 x48 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                       <span class="ls0">1 091      </span></div></div><div class="c xfa y537 w75 h5d"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">10 480      </span></div></div><div class="c xe2 y538 w72 h41"><div class="t m0 x15 hf yff ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y538 w73 h41"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y538 w56 h41"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y538 w74 h41"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y538 w75 h41"><div class="t m0 x3d hf y456 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y539 w72 h23"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </div></div><div class="c xf7 y539 w73 h23"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">7 462     <span class="ff1"> </span></span></div></div><div class="c xf8 y539 w56 h23"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">668     <span class="ff1"> </span></span></div></div><div class="c xf9 y539 w74 h23"><div class="t m0 x48 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                       <span class="ls0">1 147     <span class="ff1"> </span></span></div></div><div class="c xfa y539 w75 h23"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">9 277      </span></div></div><div class="c xe2 y53a w72 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xf7 y53a w73 h27"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">2      </span></div></div><div class="c xf8 y53a w56 h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf9 y53a w74 h27"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                           <span class="ls0">518     <span class="_ _1"></span> </span></div></div><div class="c xfa y53a w75 h27"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">520      </span></div></div><div class="c xe2 y53b w72 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xf7 y53b w73 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(22)     </span></div></div><div class="c xf8 y53b w56 h27"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf9 y53b w74 h27"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y53b w75 h27"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(22)     </span></div></div><div class="c xe2 y53c w72 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xf7 y53c w73 h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">825      </span></div></div><div class="c xf8 y53c w56 h27"><div class="t m0 x2d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">123      </span></div></div><div class="c xf9 y53c w74 h27"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="ls0">(749)     </span></div></div><div class="c xfa y53c w75 h27"><div class="t m0 x23 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">199      </span></div></div><div class="c xe2 y53d w72 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf7 y53d w73 h41"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(214)     </span></div></div><div class="c xf8 y53d w56 h41"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf9 y53d w74 h41"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y53d w75 h41"><div class="t m0 x7a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(214)     </span></div></div><div class="c xe2 y53e w72 h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xf7 y53e w73 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">8 053      </span></div></div><div class="c xf8 y53e w56 h41"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">791      </span></div></div><div class="c xf9 y53e w74 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                           <span class="ls0">916     <span class="_ _1"></span> </span></div></div><div class="c xfa y53e w75 h41"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">9 760      </span></div></div><div class="c xe2 y53f w72 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf7 y53f w73 h27"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y53f w56 h27"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y53f w74 h27"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y53f w75 h27"><div class="t m0 x3d hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y540 w72 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Accumulated amo<span class="_ _0"></span>rtization  </div></div><div class="c xf7 y540 w73 h27"><div class="t m0 xd9 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y540 w56 h27"><div class="t m0 x79 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y540 w74 h27"><div class="t m0 xab hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y540 w75 h27"><div class="t m0 x3d hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y541 w72 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c xf7 y541 w73 h27"><div class="t m0 xf2 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">5 008     <span class="ff2"> </span></span></div></div><div class="c xf8 y541 w56 h27"><div class="t m0 x2d hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">404     <span class="ff2"> </span></span></div></div><div class="c xf9 y541 w74 h27"><div class="t m0 x37 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="ff2 ls0"> </span></div></div><div class="c xfa y541 w75 h27"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">5 412      </span></div></div><div class="c xe2 y542 w72 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the<span class="_ _0"></span> financial year </div></div><div class="c xf7 y542 w73 h27"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">842      </span></div></div><div class="c xf8 y542 w56 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">71      </span></div></div><div class="c xf9 y542 w74 h27"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xfa y542 w75 h27"><div class="t m0 x1a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">913      </span></div></div><div class="c xe2 y543 w72 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf7 y543 w73 h27"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">(1)     </span></div></div><div class="c xf8 y543 w56 h27"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf9 y543 w74 h27"><div class="t m0 x23 h7 y66 ff1 fs3 fc8 sc0 ls6 ws0">                                         <span class="ls0">-<span class="_ _1"></span></span>     <span class="fc0 ls0"> </span></div></div><div class="c xfa y543 w75 h27"><div class="t m0 x20 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(1)     </span></div></div><div class="c xe2 y544 w72 h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf7 y544 w73 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">5 849      </span></div></div><div class="c xf8 y544 w56 h41"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">475      </span></div></div><div class="c xf9 y544 w74 h41"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                                <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xfa y544 w75 h41"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">6 324      </span></div></div><div class="c xe2 y545 w72 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf7 y545 w73 h41"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y545 w56 h41"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y545 w74 h41"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y545 w75 h41"><div class="t m0 x3d hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y546 w72 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>023 </div></div><div class="c xf7 y546 w73 h41"><div class="t m0 xf2 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">4 327     <span class="ff2"> </span></span></div></div><div class="c xf8 y546 w56 h41"><div class="t m0 x2d hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">340     <span class="ff2"> </span></span></div></div><div class="c xf9 y546 w74 h41"><div class="t m0 x60 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ff2 ls0"> </span></div></div><div class="c xfa y546 w75 h41"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">4 667      </span></div></div><div class="c xe2 y403 w72 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the<span class="_ _0"></span> financial year </div></div><div class="c xf7 y403 w73 h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">816      </span></div></div><div class="c xf8 y403 w56 h27"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">64      </span></div></div><div class="c xf9 y403 w74 h27"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y403 w75 h27"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">880      </span></div></div><div class="c xe2 y547 w72 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xf7 y547 w73 h27"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="_ _1"></span><span class="ls0">(22)     </span></div></div><div class="c xf8 y547 w56 h27"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf9 y547 w74 h27"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y547 w75 h27"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(22)     </span></div></div><div class="c xe2 y548 w72 h23"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf7 y548 w73 h23"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">(113)     </span></div></div><div class="c xf8 y548 w56 h23"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf9 y548 w74 h23"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y548 w75 h23"><div class="t m0 x7a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(113)     </span></div></div><div class="c xe2 y549 w72 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xf7 y549 w73 h27"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">5 008      </span></div></div><div class="c xf8 y549 w56 h27"><div class="t m0 x2d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">404      </span></div></div><div class="c xf9 y549 w74 h27"><div class="t m0 x60 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span> <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y549 w75 h27"><div class="t m0 xae hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">5 412      </span></div></div><div class="c xe2 y181 w72 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf7 y181 w73 h27"><div class="t m0 xd9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y181 w56 h27"><div class="t m0 x79 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y181 w74 h27"><div class="t m0 xab h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y181 w75 h27"><div class="t m0 x3d hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y500 w72 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xf7 y500 w73 h41"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y500 w56 h41"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y500 w74 h41"><div class="t m0 xab h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y500 w75 h41"><div class="t m0 x3d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y54a w72 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf7 y54a w73 h27"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">2 695      </span></div></div><div class="c xf8 y54a w56 h27"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">370      </span></div></div><div class="c xf9 y54a w74 h27"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">1 091      </span></div></div><div class="c xfa y54a w75 h27"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">4 156      </span></div></div><div class="c xe2 y54b w72 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xf7 y54b w73 h27"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">3 045      </span></div></div><div class="c xf8 y54b w56 h27"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">387      </span></div></div><div class="c xf9 y54b w74 h27"><div class="t m0 x7a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">916      </span></div></div><div class="c xfa y54b w75 h27"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">4 348      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 hd y54c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h18 y54d 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 x59 y2 w6e h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">37<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 ha y58 ff2 fs0 fc3 sc0 lsb ws0">10.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Right<span class="_ _0"></span>-<span class="ls22">of</span>-use asset<span class="_ _0"></span>s </span></span></div></div><div class="c xe2 y54e w76 h3b"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfb y54e w77 h3b"><div class="t m0 x59 hf yb7 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x81 hf ydd ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x40 y54e w78 h3b"><div class="t m0 x23 hf yb7 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x84 hf ydd ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xe2 y54f w76 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls20 ws0">Land<span class="ls0"> </span></div></div><div class="c xfb y54f w77 h27"><div class="t m0 xfc h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 890 </div></div><div class="c x40 y54f w78 h27"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 942 </div></div><div class="c xe2 y550 w76 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c xfb y550 w77 h27"><div class="t m0 xc9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">22 140 </div></div><div class="c x40 y550 w78 h27"><div class="t m0 x7d h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">25 523 </div></div><div class="c xe2 y551 w76 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Plant and equi<span class="_ _0"></span>pment </div></div><div class="c xfb y551 w77 h41"><div class="t m0 x54 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">951<span class="ls0"> </span></div></div><div class="c x40 y551 w78 h41"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 204 </div></div><div class="c xe2 y552 w76 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c xfb y552 w77 h27"><div class="t m0 xfc h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3 014 </div></div><div class="c x40 y552 w78 h27"><div class="t m0 x80 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 855 </div></div><div class="c xe2 y553 w76 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xfb y553 w77 h27"><div class="t m0 xc9 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31<span class="ls0"> </span>995<span class="ls0"> </span></div></div><div class="c x40 y553 w78 h27"><div class="t m0 x7d hf y62 ff2 fs3 fc0 sc0 ls5 ws0">34<span class="ls0"> </span>524<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y554 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y555 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y556 w79 h5e"><div class="t m0 x15 h7 y557 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y556 w7a h5e"><div class="t m0 x7f hf yc8 ff2 fs3 fc0 sc0 ls0 ws0"> Land  </div></div><div class="c xdf y556 w7b h5e"><div class="t m0 xf2 hf y187 ff2 fs3 fc0 sc0 ls0 ws0"> Buildings and </div><div class="t m0 x23 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">structures  </div></div><div class="c xfd y556 w7c h5e"><div class="t m0 x88 hf yeb ff2 fs3 fc0 sc0 ls0 ws0"> Technical </div><div class="t m0 x7a hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">equipment and </div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">machinery  </div></div><div class="c xfe y556 w7d h5e"><div class="t m0 x25 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0"> Vehicles  </div></div><div class="c xff y556 w7e h5e"><div class="t m0 x47 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xe2 y28f w79 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c x6f y28f w7a h27"><div class="t m0 x15 hf yff ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y28f w7b h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y28f w7c h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y28f w7d h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xff y28f w7e h27"><div class="t m0 x90 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y558 w79 h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y558 w7a h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y558 w7b h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y558 w7c h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y558 w7d h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xff y558 w7e h27"><div class="t m0 x90 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y559 w79 h23"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c x6f y559 w7a h23"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">6 411      </span></div></div><div class="c xdf y559 w7b h23"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">48 753      </span></div></div><div class="c xfd y559 w7c h23"><div class="t m0 x10 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">1 775      </span></div></div><div class="c xfe y559 w7d h23"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">6 432      </span></div></div><div class="c xff y559 w7e h23"><div class="t m0 x28 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">63 371      </span></div></div><div class="c xe2 y55a w79 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">New lease c<span class="_ _0"></span>ontracts </div></div><div class="c x6f y55a w7a h41"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdf y55a w7b h41"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">3 450      </span></div></div><div class="c xfd y55a w7c h41"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y55a w7f h41"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">2 395      </span></div></div><div class="c xff y55a w2e h41"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">5 845      </span></div></div><div class="c xe2 y55b w79 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease cont<span class="_ _0"></span>racts </div></div><div class="c x6f y55b w7a h27"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdf y55b w7b h27"><div class="t m0 x37 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">382      </span></div></div><div class="c xfd y55b w7c h27"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y55b w7d h27"><div class="t m0 x32 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">204      </span></div></div><div class="c xff y55b w7e h27"><div class="t m0 xc1 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">586     <span class="ff2"> </span></span></div></div><div class="c xe2 y55c w79 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c x6f y55c w7a h27"><div class="t m0 x28 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdf y55c w7b h27"><div class="t m0 x28 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfd y55c w7c h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y55c w7d h27"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(2 269)     </span></div></div><div class="c xff y55c w7e h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(2 269)     </span></div></div><div class="c xe2 y55d w79 h27"><div class="t m0 x15 hf yf0 ff1 fs3 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 x6f y55d w7a h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">70      </span></div></div><div class="c xdf y55d w7b h27"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(226)     </span></div></div><div class="c xfd y55d w7c h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y55d w7d h27"><div class="t m0 x67 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(17)     </span></div></div><div class="c xff y55d w7e h27"><div class="t m0 x2f hf y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(173)    <span class="ff2"> </span></span></div></div><div class="c xe2 y55e w79 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x6f y55e w7a h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">6 481      </span></div></div><div class="c xdf y55e w7b h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">52 359      </span></div></div><div class="c xfd y55e w7c h41"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">1 775      </span></div></div><div class="c xfe y55e w7d h41"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">6 745      </span></div></div><div class="c xff y55e w7e h41"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">67 360      </span></div></div><div class="c xe2 y55f w79 h41"><div class="t m0 x100 hf y560 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y55f w7a h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y55f w7b h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y55f w7c h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y55f w7d h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y55f w7e h41"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y487 w79 h27"><div class="t m0 x15 h7 yff ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y487 w7a h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y487 w7b h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y487 w7c h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y487 w7d h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y487 w7e h27"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y561 w79 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </div></div><div class="c x6f y561 w7a h27"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">7 077     <span class="ff1"> </span></span></div></div><div class="c xdf y561 w7b h27"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">33 807     <span class="ff1"> </span></span></div></div><div class="c xfd y561 w7c h27"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 775     <span class="ff1"> </span></span></div></div><div class="c xfe y561 w7d h27"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">9 055     <span class="ff1"> </span></span></div></div><div class="c xff y561 w7e h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">51 714      </span></div></div><div class="c xe2 y341 w79 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease cont<span class="_ _0"></span>racts </div></div><div class="c x6f y341 w7a h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xdf y341 w7b h27"><div class="t m0 x2d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">16 310      </span></div></div><div class="c xfd y341 w7c h27"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y341 w7d h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xff y341 w7e h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">16 310      </span></div></div><div class="c xe2 y562 w79 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c x6f y562 w7a h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xdf y562 w7b h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfd y562 w7c h27"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y562 w7d h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(2 548)     </span></div></div><div class="c xff y562 w7e h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(2 548)     </span></div></div><div class="c xe2 y563 w79 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c x6f y563 w7a h41"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(666)     </span></div></div><div class="c xdf y563 w7b h41"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(1 364)     </span></div></div><div class="c xfd y563 w7c h41"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y563 w7d h41"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(75)     </span></div></div><div class="c xff y563 w7e h41"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(2 105)     </span></div></div><div class="c xe2 y564 w79 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x6f y564 w7a h41"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">6 411      </span></div></div><div class="c xdf y564 w7b h41"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">48 753      </span></div></div><div class="c xfd y564 w7c h41"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 775      </span></div></div><div class="c xfe y564 w7d h41"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">6 432      </span></div></div><div class="c xff y564 w7e h41"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">63 371      </span></div></div><div class="c xe2 y565 w79 h41"><div class="t m0 x100 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y565 w7a h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y565 w7b h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y565 w7c h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y565 w7d h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y565 w7e h41"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y566 w79 h27"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation     </div></div><div class="c x6f y566 w7a h27"><div class="t m0 x15 hf y62 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xdf y566 w7b h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y566 w7c h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y566 w7d h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y566 w7e h27"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y567 w79 h27"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y567 w7a h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y567 w7b h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y567 w7c h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y567 w7d h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y567 w7e h27"><div class="t m0 x90 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y568 w79 h23"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c x6f y568 w7a h23"><div class="t m0 x37 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">469      </span></div></div><div class="c xdf y568 w7b h23"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">23 230      </span></div></div><div class="c xfd y568 w7c h23"><div class="t m0 x10 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">571      </span></div></div><div class="c xfe y568 w7d h23"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">4 577      </span></div></div><div class="c xff y568 w7e h23"><div class="t m0 x28 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">28 847      </span></div></div><div class="c xe2 y569 w79 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c x6f y569 w7a h27"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">115      </span></div></div><div class="c xdf y569 w7b h27"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">7 081      </span></div></div><div class="c xfd y569 w7c h27"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">253      </span></div></div><div class="c xfe y569 w7d h27"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 412      </span></div></div><div class="c xff y569 w7e h27"><div class="t m0 x4a hf y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">8 861     <span class="ff2"> </span></span></div></div><div class="c xe2 y56a w79 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c x6f y56a w7a h41"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdf y56a w7b h41"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfd y56a w7c h41"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y56a w7d h41"><div class="t m0 x37 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(2 246)     </span></div></div><div class="c xff y56a w7e h41"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(2 246)     </span></div></div><div class="c xe2 y56b w79 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation differ<span class="_ _0"></span>ences </div></div><div class="c x6f y56b w7a h27"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">7      </span></div></div><div class="c xdf y56b w7b h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(92)     </span></div></div><div class="c xfd y56b w7c h27"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y56b w7d h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(12)     </span></div></div><div class="c xff y56b w7e h27"><div class="t m0 x48 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(97)    <span class="ff2"> </span></span></div></div><div class="c xe2 y56c w79 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x6f y56c w7a h27"><div class="t m0 x37 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">591      </span></div></div><div class="c xdf y56c w7b h27"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">30 219      </span></div></div><div class="c xfd y56c w7c h27"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">824      </span></div></div><div class="c xfe y56c w7d h27"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 731      </span></div></div><div class="c xff y56c w7e h27"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">35 365      </span></div></div><div class="c xe2 y56d w79 h27"><div class="t m0 x100 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y56d w7a h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y56d w7b h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y56d w7c h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y56d w7d h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y56d w7e h27"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y56e w79 h27"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y56e w7a h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y56e w7b h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y56e w7c h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y56e w7d h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y56e w7e h27"><div class="t m0 x90 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y56f w79 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2023<span class="_ _5"></span> </div></div><div class="c x6f y56f w7a h27"><div class="t m0 x48 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">392     <span class="ff1"> </span></span></div></div><div class="c xdf y56f w7b h27"><div class="t m0 x2d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">17 206     <span class="ff1"> </span></span></div></div><div class="c xfd y56f w7c h27"><div class="t m0 x37 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">317     <span class="ff1"> </span></span></div></div><div class="c xfe y56f w7d h27"><div class="t m0 xc1 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">4 074     <span class="ff1"> </span></span></div></div><div class="c xff y56f w7e h27"><div class="t m0 x4d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">21 989      </span></div></div><div class="c xe2 y570 w79 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c x6f y570 w7a h27"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">121      </span></div></div><div class="c xdf y570 w7b h27"><div class="t m0 xf2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">6 465      </span></div></div><div class="c xfd y570 w7c h27"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">254      </span></div></div><div class="c xfe y570 w7d h27"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 842      </span></div></div><div class="c xff y570 w7e h27"><div class="t m0 x15 hf y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">8 682     <span class="ff2"> </span></span></div></div><div class="c xe2 y571 w79 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c x6f y571 w7a h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xdf y571 w7b h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfd y571 w7c h41"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y571 w7d h41"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(1 301)     </span></div></div><div class="c xff y571 w7e h41"><div class="t m0 x37 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(1 301)     </span></div></div><div class="c xe2 y572 w79 h27"><div class="t m0 x15 hf y456 ff1 fs3 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 x6f y572 w7a h27"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(44)     </span></div></div><div class="c xdf y572 w7b h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(441)     </span></div></div><div class="c xfd y572 w7c h27"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xfe y572 w7d h27"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(38)     </span></div></div><div class="c xff y572 w7e h27"><div class="t m0 x26 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(523)    <span class="ff2"> </span></span></div></div><div class="c xe2 y573 w79 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x6f y573 w7a h27"><div class="t m0 x48 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">469      </span></div></div><div class="c xdf y573 w7b h27"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">23 230      </span></div></div><div class="c xfd y573 w7c h27"><div class="t m0 x37 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">571      </span></div></div><div class="c xfe y573 w7d h27"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">4 577      </span></div></div><div class="c xff y573 w7e h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">28 847      </span></div></div><div class="c xe2 yba w79 h27"><div class="t m0 x100 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f yba w7a h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf yba w7b h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd yba w7c h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe yba w7d h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff yba w7e h27"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y574 w79 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c x6f y574 w7a h27"><div class="t m0 x15 hf y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xdf y574 w7b h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y574 w7c h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y574 w7d h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y574 w7e h27"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y575 w79 h41"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y575 w7a h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y575 w7b h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y575 w7c h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y575 w7d h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y575 w7e h41"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y1e3 w79 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x6f y1e3 w7a h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">5 890      </span></div></div><div class="c xdf y1e3 w7b h41"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">22 140      </span></div></div><div class="c xfd y1e3 w7c h41"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">951      </span></div></div><div class="c xfe y1e3 w7d h41"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 014      </span></div></div><div class="c xff y1e3 w7e h41"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">31 995      </span></div></div><div class="c xe2 y576 w79 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x6f y576 w7a h27"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">5 942      </span></div></div><div class="c xdf y576 w7b h27"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">25 523      </span></div></div><div class="c xfd y576 w7c h27"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 204      </span></div></div><div class="c xfe y576 w7d h27"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 855      </span></div></div><div class="c xff y576 w7e h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">34 524      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y577 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y578 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="_ _d"> </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 x59 y2 w6e h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">38<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 h9 y579 ff1 fs2 fc0 sc0 ls0 ws0">In 2024, the Parent Compan<span class="_ _1"></span>y concluded a new lease agre<span class="_ _1"></span>ement for passenger cars, a<span class="_ _1"></span>s a result of which the<span class="_ _c"></span> right-<span class="ls13">of</span>-use </div><div class="t m0 xe2 h9 y57a ff1 fs2 fc0 sc0 ls0 ws0">assets <span class="_ _19"></span>were <span class="_ _c"></span>increased <span class="_ _19"></span>by <span class="_ _19"></span>PLN <span class="_ _c"></span>2,395 <span class="_ _19"></span>thous<span class="_ _1"></span>and. <span class="_ _c"></span>The <span class="_ _c"></span>previou<span class="_ _1"></span>s <span class="_ _c"></span>car <span class="_ _19"></span>lease <span class="_ _c"></span>agreement <span class="_ _19"></span>was <span class="_ _19"></span>terminated <span class="_ _19"></span>and, <span class="_ _19"></span>in <span class="_ _c"></span>accord<span class="_ _1"></span>ance </div><div class="t m0 xe2 h9 y57b ff1 fs2 fc0 sc0 ls0 ws0">with <span class="_ _1"></span>the terms <span class="_ _1"></span>and <span class="_ _1"></span>condition<span class="_ _1"></span>s s<span class="_ _1"></span>et out <span class="_ _1"></span>in <span class="_ _1"></span>the agreement,<span class="_ _1"></span> the <span class="_ _1"></span>Company <span class="_ _1"></span>decided <span class="_ _1"></span>to <span class="_ _1"></span>buy <span class="_ _1"></span>out th<span class="_ _1"></span>e vehicles <span class="_ _1"></span>and, <span class="_ _1"></span>as <span class="_ _1"></span>a res<span class="_ _1"></span>ult,<span class="_ _0"></span> </div><div class="t m0 xe2 h9 y57c ff1 fs2 fc0 sc0 ls0 ws0">these as<span class="_ _1"></span>sets were <span class="_ _1"></span>reclassified<span class="_ _1"></span> to <span class="_ _1"></span>fixed assets<span class="_ _1"></span>. As <span class="_ _1"></span>a result <span class="_ _1"></span>of this<span class="_ _1"></span> operation, <span class="_ _1"></span>the <span class="_ _1"></span>right-<span class="ls13">of</span>-use <span class="_ _1"></span>assets <span class="_ _1"></span>were reduced <span class="_ _1"></span>by PLN<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y57d ff1 fs2 fc0 sc0 ls0 ws0">2 269 thousan<span class="_ _1"></span>d at the initial value (PLN 23 thous<span class="_ _1"></span>and at the book valu<span class="_ _1"></span>e on the buyout date).<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y57e ff1 fs2 fc0 sc0 ls0 ws0">In addition, the warehouse lease agree<span class="_ _0"></span>ment was modified - as a result of <span class="_ _0"></span>the indexation o<span class="_ _0"></span>f rent rates provided <span class="_ _0"></span>for in the<span class="_ _5"></span> </div><div class="t m0 xe2 h9 y57f ff1 fs2 fc0 sc0 ls0 ws0">agreement. The ass<span class="_ _1"></span>ets under the right of use an<span class="_ _1"></span>d the lease liability were increased b<span class="_ _1"></span>y PLN 103 thousan<span class="_ _1"></span>d as a result.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y580 ff1 fs2 fc0 sc0 ls0 ws0">In 2024, the sub<span class="_ _1"></span>sidiary concluded a warehouse sp<span class="_ _1"></span>ace lease agreement, as a result o<span class="_ _1"></span>f which the <span class="_ _1"></span>right-<span class="ls13">of</span>-use assets<span class="_ _1"></span> were </div><div class="t m0 xe2 h9 y581 ff1 fs2 fc0 sc0 ls0 ws0">increased by PLN<span class="_ _1"></span> 3,450 thousand.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y582 ff1 fs2 fc0 sc0 ls0 ws0">Lease liabilities are presented <span class="_ _1"></span>in note 21.<span class="_ _1"></span> </div><div class="t m0 xe2 ha y583 ff2 fs0 fc3 sc0 lsb ws0">11.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Goo<span class="_ _0"></span>dwill  </span></span></div><div class="t m0 xe2 h9 y584 ff1 fs2 fc0 sc0 ls0 ws0">Goodwill <span class="_ _1c"> </span>amounting <span class="_ _24"> </span>to <span class="_ _1c"> </span>PLN <span class="_ _e"> </span>830 <span class="_ _24"> </span>thousand <span class="_ _1c"> </span>includ<span class="_ _1"></span>es <span class="_ _e"> </span>only <span class="_ _1c"> </span>the <span class="_ _1c"> </span>goo<span class="_ _1"></span>dwill <span class="_ _e"> </span>resu<span class="_ _1"></span>lting <span class="_ _1c"> </span>from <span class="_ _1c"> </span>the <span class="_ _1c"> </span>acquisition<span class="_ _1"></span>s <span class="_ _e"> </span>of <span class="_ _24"> </span>Yato <span class="_ _e"> </span>Tools </div><div class="t m0 xe2 h9 y585 ff1 fs2 fc0 sc0 ls0 ws0">(Shanghai) Co. Lt<span class="_ _1"></span>d. in 2013. </div></div><div class="c xe2 y31d w80 h11"><div class="t m0 x101 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y31d w81 h11"><div class="t m0 x85 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x103 y31d w6a h11"><div class="t m0 x55 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xe2 y586 w80 h11"><div class="t m0 x101 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c x102 y586 w81 h11"><div class="t m0 x89 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">723<span class="ls0"> </span></div></div><div class="c x103 y586 w6a h11"><div class="t m0 x59 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">830<span class="ls0"> </span></div></div><div class="c xe2 y55d w80 h10"><div class="t m0 x101 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Foreign excha<span class="_ _0"></span>nge differ<span class="_ _0"></span>ences </div></div><div class="c x102 y55d w81 h10"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">12<span class="ls0"> </span></div></div><div class="c x103 y55d w6a h10"><div class="t m0 x5c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">(107) </div></div><div class="c xe2 y385 w80 h16"><div class="t m0 x101 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er </div></div><div class="c x102 y385 w81 h16"><div class="t m0 x89 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">735<span class="ls0"> </span></div></div><div class="c x103 y385 w6a h16"><div class="t m0 x59 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">723<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y587 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 hd y588 ff2 fs2 fc0 sc0 ls0 ws0">Impairment te<span class="_ _1"></span>st for goodwill </div><div class="t m0 xe2 h9 y589 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _17"> </span>Manag<span class="_ _1"></span>ement <span class="_ _27"> </span>Board <span class="_ _27"> </span>reviews <span class="_ _27"> </span>the <span class="_ _27"> </span>business<span class="_ _1"></span> <span class="_ _17"> </span>perfor<span class="_ _1"></span>mance <span class="_ _17"> </span>b<span class="_ _1"></span>y <span class="_ _17"> </span>geographic<span class="_ _1"></span> <span class="_ _17"> </span>areas<span class="_ _1"></span> <span class="_ _17"> </span>(loca<span class="_ _1"></span>tions <span class="_ _22"> </span><span class="ls13">of</span> su<span class="_ _1"></span>bsidiaries) <span class="_ _27"> </span>and </div><div class="t m0 xe2 h9 y58a ff1 fs2 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="_ _1"></span>geograp<span class="_ _1"></span>hic <span class="_ _1"></span>areas <span class="_ _c"></span>identified <span class="_ _c"></span>include <span class="_ _1"></span>Poland<span class="_ _1"></span> <span class="_ _1"></span>and <span class="_ _c"></span>European <span class="_ _1"></span>coun<span class="_ _1"></span>tries <span class="_ _1"></span>(except <span class="_ _1"></span>Ro<span class="_ _1"></span>mania), </div><div class="t m0 xe2 h9 y58b ff1 fs2 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 thes<span class="ls23">e </span></div><div class="t m0 xe2 h9 y58c ff1 fs2 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 xe2 h9 y58d ff1 fs2 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> <span class="_ _0"></span>allocated to subsidiaries located <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _0"></span>China, i.e. <span class="_ _5"></span>Yato Tools (Shanghai) Co. </div><div class="t m0 xe2 hd y58e ff1 fs2 fc0 sc0 ls0 ws0">Ltd. and <span class="_ _1"></span>Yato Tools Jiaxing Co. Ltd.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe2 h9 y43d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y43e ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>recoverable <span class="_ _c"></span>amount <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>the <span class="_ _1"></span>cash<span class="_ _1"></span>-generating <span class="_ _1"></span>u<span class="_ _1"></span>nit <span class="_ _1"></span>has <span class="_ _c"></span>been <span class="_ _1"></span>determined <span class="_ _1"></span>bas<span class="_ _1"></span>ed <span class="_ _1"></span>on <span class="_ _1"></span>value<span class="_ _1"></span>-<span class="lsd">in</span>-use <span class="_ _1"></span>calculation<span class="_ _1"></span>s <span class="_ _1"></span>for <span class="_ _c"></span>each </div><div class="t m0 xe2 h9 y4f ff1 fs2 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 xe2 h9 y43f ff1 fs2 fc0 sc0 ls0 ws0">a five-year <span class="_ _19"></span>period. <span class="_ _e"></span>Cash <span class="_ _19"></span>flows <span class="_ _19"></span>beyon<span class="_ _1"></span>d <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>five<span class="_ _1"></span>-year <span class="_ _19"></span>period <span class="_ _e"></span>are <span class="_ _c"></span>extrapolated <span class="_ _19"></span>u<span class="_ _1"></span>sing <span class="_ _19"></span>the <span class="_ _19"></span>estimated <span class="_ _19"></span>gro<span class="_ _1"></span>wth <span class="_ _19"></span>rates <span class="_ _19"></span>stated<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y440 ff1 fs2 fc0 sc0 ls0 ws0">below. <span class="_ _19"></span>The <span class="_ _c"></span>gro<span class="_ _1"></span>wth <span class="_ _19"></span>rate <span class="_ _19"></span>does <span class="_ _19"></span>not <span class="_ _e"></span>exceed <span class="_ _c"></span>the <span class="_ _19"></span>long<span class="_ _1"></span>-term <span class="_ _19"></span>average <span class="_ _19"></span>gro<span class="_ _1"></span>wth <span class="_ _c"></span>rate <span class="_ _e"></span>for <span class="_ _c"></span>the <span class="_ _19"></span>tool <span class="_ _19"></span>in<span class="_ _1"></span>dustry <span class="_ _19"></span>in <span class="_ _19"></span>which <span class="_ _19"></span>the <span class="_ _19"></span>cash<span class="_ _1"></span>-</div><div class="t m0 xe2 h9 y441 ff1 fs2 fc0 sc0 ls0 ws0">generating unit operates.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y58f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y590 ff1 fs2 fc0 sc0 ls0 ws0">The key assumption<span class="_ _1"></span>s used for value<span class="_ _1"></span>-<span class="lsd">in</span>-use calculations are as<span class="_ _1"></span> follows: </div></div><div class="c xe2 y591 w82 h5f"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y591 w83 h5f"><div class="t m0 x6d hf y495 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x42 hf y46f ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x104 y591 w57 h5f"><div class="t m0 x6d hf y495 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x6c hf y46f ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xe2 y331 w82 h60"><div class="t m0 x15 h7 yfc ff1 fs3 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 xfd y331 w83 h60"><div class="t m0 xd9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">4% </span> </div></div><div class="c x104 y331 w57 h60"><div class="t m0 xd9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">4% </span> </div></div><div class="c xe2 y12a w82 h60"><div class="t m0 x15 h7 yfc ff1 fs3 fc0 sc0 ls0 ws0">rate of<span class="_ _0"></span> growth after the<span class="_ _0"></span> forecast period </div></div><div class="c xfd y12a w83 h60"><div class="t m0 x3d h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">2% <span class="ls0"> </span></div></div><div class="c x104 y12a w57 h60"><div class="t m0 x3d h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">3% <span class="ls0"> </span></div></div><div class="c xe2 y473 w82 h1e"><div class="t m0 x15 h7 ydd ff1 fs3 fc0 sc0 ls0 ws0">weighted ave<span class="_ _0"></span>rage cost of cap<span class="_ _0"></span>ital (discount rat<span class="_ _0"></span>e) </div></div><div class="c xfd y473 w83 h1e"><div class="t m0 x6c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5,0% </div></div><div class="c x104 y473 w57 h1e"><div class="t m0 x6c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">4,9% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y8a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y592 ff1 fs2 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 xe2 h9 y593 ff1 fs2 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 xe2 h9 y500 ff1 fs2 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 xe2 h9 y594 ff1 fs2 fc0 sc0 ls0 ws0">reflect specific risks<span class="_ _1"></span> relating to that market.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y595 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y596 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x59 y2 w6e h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">39<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 h9 y597 ff1 fs2 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 the <span class="_ _0"></span>above <span class="_ _0"></span>assumptions, con<span class="_ _0"></span>stitutes approximately </div><div class="t m0 xe2 h9 y598 ff1 fs2 fc0 sc0 ls0 ws0">1<span class="ls2">66</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="ls2">49<span class="_ _1"></span></span>% <span class="_ _1"></span>in <span class="_ _1"></span>2023). <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>as<span class="_ _1"></span>sumptions <span class="_ _1"></span>would <span class="_ _1"></span>remove <span class="_ _1"></span>this </div><div class="t m0 xe2 h9 y599 ff1 fs2 fc0 sc0 ls0 ws0">excess  in <span class="_ _24"> </span>at  le<span class="_ _0"></span>ast  one <span class="_ _1c"> </span>segment  (the  impact <span class="_ _24"> </span>of  e<span class="_ _0"></span>ach  assumption <span class="_ _24"> </span>was  estimated <span class="_ _24"> </span>under <span class="_ _24"> </span>the <span class="_ _24"> </span>assumption  that  othe<span class="_ _5"></span>r </div><div class="t m0 xe2 h9 y59a ff1 fs2 fc0 sc0 ls0 ws0">assumption<span class="_ _1"></span>s remain unchanged):<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y59b ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">decrease <span class="_ _e"></span>in <span class="_ _e"></span>forecasted <span class="_ _19"></span>r<span class="_ _1"></span>evenue <span class="_ _e"></span>growth <span class="_ _19"></span>rate<span class="_ _1"></span> <span class="_ _19"></span>in<span class="_ _1"></span> <span class="_ _19"></span>the <span class="_ _e"></span>next <span class="_ _e"></span>5 <span class="_ _e"></span>years <span class="_ _e"></span>by <span class="_ _e"></span>3.3 <span class="_ _19"></span>percenta<span class="_ _1"></span>ge <span class="_ _19"></span>poi<span class="_ _1"></span>nt <span class="_ _19"></span>(202<span class="_ _c"></span>3: <span class="_ _e"></span>decrease <span class="_ _e"></span>by <span class="_ _e"></span>1<span class="ls3">.4</span> </span></span></div><div class="t m0 x3e h9 y59c ff1 fs2 fc0 sc0 ls0 ws0">percentage points); <span class="_ _1"></span> </div><div class="t m0 xe2 h9 y61 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">increase in the dis<span class="_ _1"></span>count rate by 1.3 p<span class="_ _1"></span>ercentage point (2023<span class="_ _1"></span>: increase by 0.3 percentag<span class="_ _1"></span>e points). </span></span></div><div class="t m0 xe2 ha y59d ff2 fs0 fc3 sc0 lsb ws0">12.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Inv<span class="_ _0"></span>entory </span></span></div></div><div class="c xe2 y59e w84 h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y59e w83 h1c"><div class="t m0 x6d hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x3e hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4<span class="ff1">  </span></span></div></div><div class="c x3 y59e w69 h1c"><div class="t m0 x55 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 xc9 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23<span class="ff1">  </span></span></div></div><div class="c xe2 y268 w84 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Goods fo<span class="_ _0"></span>r resale at wareho<span class="_ _0"></span>use and in transi<span class="_ _0"></span>t </div></div><div class="c x105 y268 w83 h3c"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">496 534 </span></div></div><div class="c x3 y268 w69 h3c"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">286 902 </span></div></div><div class="c xe2 y59f w84 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected retur<span class="_ _0"></span>ns from customers </div></div><div class="c x105 y59f w83 h3c"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls5">567<span class="ls0"> </span></span></div></div><div class="c x3 y59f w69 h3c"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls5">378<span class="ls0"> </span></span></div></div><div class="c xe2 y5a0 w84 h61"><div class="t m0 x15 hf y497 ff2 fs3 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 x105 y5a0 w83 h61"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">497 101<span class="ff1"> </span></span></div></div><div class="c x3 y5a0 w69 h61"><div class="t m0 x106 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">287 280<span class="ff1"> </span></span></div></div><div class="c xe2 y5a1 w84 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 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 warehouse<span class="_ _0"></span> to net recoverable<span class="_ _0"></span> amount </div></div><div class="c x105 y5a1 w83 h3c"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">6 781 </span></div></div><div class="c x3 y5a1 w69 h3c"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">6 337<span class="_ _1"></span> </span></div></div><div class="c xe2 y5a2 w84 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Total inventories <span class="_ _0"></span>(gross) </div></div><div class="c x105 y5a2 w83 h3c"><div class="t m0 x21 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">503 882 </span></div></div><div class="c x3 y5a2 w69 h3c"><div class="t m0 x106 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">293 617 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x107 h9 y26a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5a3 ff1 fs2 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 realizab<span class="_ _1"></span>le value on inventory: </div><div class="t m0 xe2 h9 y5a4 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y295 w84 h10"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y295 w83 h10"><div class="t m0 x42 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x3 y295 w69 h10"><div class="t m0 x79 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xe2 y5a5 w84 h3c"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January </div></div><div class="c x105 y5a5 w83 h3c"><div class="t m0 x106 hf y66 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">6 337<span class="ff2"> </span></span></div></div><div class="c x3 y5a5 w69 h3c"><div class="t m0 x23 hf y66 ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">4 849<span class="_ _1"></span><span class="ff2"> </span></span></div></div><div class="c xe2 y3f0 w84 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Increase </div></div><div class="c x105 y3f0 w83 h3c"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls5">700<span class="ls0"> </span></span></div></div><div class="c x3 y3f0 w69 h3c"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">1 805<span class="_ _1"></span> </span></div></div><div class="c xe2 y532 w84 h3c"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span>/utilisation </div></div><div class="c x105 y532 w83 h3c"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(272) </span></div></div><div class="c x3 y532 w69 h3c"><div class="t m0 xf4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y5a6 w84 h3d"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c x105 y5a6 w83 h3d"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="ls5">16<span class="ls0"> </span></span></div></div><div class="c x3 y5a6 w69 h3d"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="_ _1"></span><span class="ls0">(317) </span></div></div><div class="c xe2 y5a7 w84 h3d"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er </div></div><div class="c x105 y5a7 w83 h3d"><div class="t m0 x106 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">6 781 </span></div></div><div class="c x3 y5a7 w69 h3d"><div class="t m0 x23 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                <span class="ls0">6 337<span class="_ _1"></span> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y3ab ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y3ac ff1 fs2 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 write-downs <span class="_ _5"></span>made in <span class="_ _5"></span>the <span class="_ _5"></span>current <span class="_ _5"></span>y<span class="_ _1"></span>ear <span class="_ _5"></span>as <span class="_ _5"></span>w<span class="_ _1"></span>ell <span class="_ _5"></span>as <span class="_ _5"></span>writ<span class="_ _1"></span>e-downs m<span class="_ _0"></span>ade <span class="_ _5"></span>in <span class="_ _0"></span>previous <span class="_ _0"></span>years </div><div class="t m0 xe2 h9 y5a8 ff1 fs2 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. Revers<span class="_ _1"></span>al of write-offs resulted from </div><div class="t m0 xe2 h9 y5a9 ff1 fs2 fc0 sc0 ls0 ws0">a <span class="_ _19"></span>decrease <span class="_ _19"></span>in <span class="_ _19"></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="_ _c"></span>thes<span class="_ _1"></span>e <span class="_ _c"></span>inventories<span class="_ _1"></span>, <span class="_ _c"></span>which, <span class="_ _e"></span>in <span class="_ _c"></span>a<span class="_ _1"></span>ccordance <span class="_ _19"></span>with <span class="_ _19"></span>the <span class="_ _19"></span>po<span class="_ _1"></span>licy <span class="_ _19"></span>adopted <span class="_ _19"></span>by<span class="_ _1"></span> <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>Group, <span class="_ _19"></span>s<span class="_ _1"></span>hould <span class="_ _19"></span>be </div><div class="t m0 xe2 h9 y5aa ff1 fs2 fc0 sc0 ls0 ws0">written down.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y5ab ff1 fs2 fc0 sc0 ls0 ws0">For collaterals establis<span class="_ _1"></span>hed on inventories, please refer to no<span class="_ _1"></span>te 18.<span class="_ _1"></span> </div><div class="t m0 xe2 ha y4f7 ff2 fs0 fc3 sc0 lsb ws0">13.<span class="ff7 ls0"> <span class="_ _2d"> </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 xe2 y84 w85 h1c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y84 w86 h1c"><div class="t m0 x26 hf yc8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2 ls5">31 <span class="ls0">December<span class="ls6">  </span> </span></span></div><div class="t m0 xd6 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4<span class="ff1">  </span></span></div></div><div class="c x2b y84 w87 h1c"><div class="t m0 x24 hf yc8 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff2 ls5">31 <span class="ls0">December<span class="ls6">  </span> </span></span></div><div class="t m0 x34 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23<span class="ff1">  </span></span></div></div><div class="c xe2 y54 w85 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables fro<span class="_ _0"></span>m related parties </div></div><div class="c xe1 y54 w86 h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">2      </span></div></div><div class="c x2b y54 w87 h27"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">8      </span></div></div><div class="c xe2 y5ac w85 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables fro<span class="_ _0"></span>m third parties </div></div><div class="c xe1 y5ac w86 h27"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">91 492      </span></div></div><div class="c x2b y5ac w87 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">72 430      </span></div></div><div class="c xe2 y401 w85 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Total trade recei<span class="_ _0"></span>vables </div></div><div class="c xe1 y401 w86 h27"><div class="t m0 x16 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">91 494      </span></div></div><div class="c x2b y401 w87 h27"><div class="t m0 x67 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">72 438      </span></div></div><div class="c xe2 y5ad w85 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y5ad w86 h27"><div class="t m0 xb9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y5ad w87 h27"><div class="t m0 x107 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y5ae w85 h41"><div class="t m0 x15 h7 y456 ff1 fs3 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 xe1 y5ae w86 h41"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">32 306      </span></div></div><div class="c x2b y5ae w87 h41"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">10 237      </span></div></div><div class="c xe2 y5af w85 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Other r<span class="_ _0"></span>eceivables from thi<span class="_ _0"></span>rd parties </div></div><div class="c xe1 y5af w86 h27"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">2 765      </span></div></div><div class="c x2b y5af w87 h27"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 606      </span></div></div><div class="c xe2 y5b0 w85 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Advances fo<span class="_ _0"></span>r deliveries <span class="_ _0"></span>of goods for resale </div></div><div class="c xe1 y5b0 w86 h27"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">12 281      </span></div></div><div class="c x2b y5b0 w87 h27"><div class="t m0 x98 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5 120      </span></div></div><div class="c xe2 y49a w85 h23"><div class="t m0 x15 h7 y5b1 ff1 fs3 fc0 sc0 ls0 ws0">Prepayments an<span class="_ _0"></span>d deferr<span class="_ _0"></span>ed costs </div></div><div class="c xe1 y49a w86 h23"><div class="t m0 x4a h7 y5b1 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">2 296      </span></div></div><div class="c x2b y49a w87 h23"><div class="t m0 x20 h7 y5b1 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">1 867      </span></div></div><div class="c xe2 y5b2 w85 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total gross rec<span class="_ _0"></span>eivables </div></div><div class="c xe1 y5b2 w86 h41"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">141 142      </span></div></div><div class="c x2b y5b2 w87 h41"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">91 268      </span></div></div><div class="c xe2 y5b3 w85 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y5b3 w86 h27"><div class="t m0 xb9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y5b3 w87 h27"><div class="t m0 x107 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y5b4 w85 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Impairment writ<span class="_ _0"></span>e-downs of doub<span class="_ _0"></span>tful trade<span class="_ _0"></span> receivable<span class="_ _0"></span>s </div></div><div class="c xe1 y5b4 w86 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(3 435)     </span></div></div><div class="c x2b y5b4 w87 h27"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(3 171)     </span></div></div><div class="c xe2 y5b5 w85 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 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 xe1 y5b5 w86 h27"><div class="t m0 x2d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(36)     </span></div></div><div class="c x2b y5b5 w87 h27"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(36)     </span></div></div><div class="c xe2 y5b6 w85 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total net receivabl<span class="_ _0"></span>es </div></div><div class="c xe1 y5b6 w86 h27"><div class="t m0 x28 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">137 671      </span></div></div><div class="c x2b y5b6 w87 h27"><div class="t m0 x67 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">88 061      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h62 y5b7 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5b8 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x59 y2 w6e h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">40<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 h9 y597 ff1 fs2 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 60 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 </div><div class="t m0 xe2 h9 y5b9 ff1 fs2 fc0 sc0 ls2 ws0">18<span class="ls0">. </span></div><div class="t m0 xe2 h9 y57c ff1 fs2 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 xe2 h9 y5ba ff1 fs2 fc0 sc0 ls0 ws0">. </div></div><div class="c xe2 y5bb w88 h63"><div class="t m0 xd7 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y5bb w89 h63"><div class="t m0 x67 hf y5bc ff2 fs3 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed  </div><div class="t m0 xe2 hf yff ff2 fs3 fc0 sc0 ls0 ws0">in group </div></div><div class="c x64 y5bb w8a h63"><div class="t m0 x24 hf y5bc ff2 fs3 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed </div><div class="t m0 x13 hf yff ff2 fs3 fc0 sc0 ls0 ws0">individuall<span class="_ _0"></span>y </div></div><div class="c xf6 y5bb w8b h63"><div class="t m0 x8f hf y5bd ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xe2 y5be w88 h47"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January 2024<span class="_ _5"></span> </div></div><div class="c xf8 y5be w89 h47"><div class="t m0 x13 hf y46d ff2 fs3 fc0 sc0 ls5 ws0">69<span class="ls0"> </span>236<span class="ls6">  <span class="ls0"> </span></span></div></div><div class="c x64 y5be w8a h47"><div class="t m0 xa3 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">3 <span class="ls5">202<span class="ls6">  </span></span> </div></div><div class="c xf6 y5be w8b h47"><div class="t m0 x55 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">72<span class="ls0"> </span>438<span class="ls6">  <span class="ls0"> </span></span></div></div><div class="c xe2 y5bf w88 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Increase due<span class="_ _0"></span> to sales </div></div><div class="c xf8 y5bf w89 h41"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 001 991      </span></div></div><div class="c x64 y5bf w8a h41"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xf6 y5bf w8b h41"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">1 001 991      </span></div></div><div class="c xe2 y5c0 w88 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> accrued </div></div><div class="c xf8 y5c0 w89 h27"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">1      </span></div></div><div class="c x64 y5c0 w8a h27"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xf6 y5c0 w8b h27"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">1      </span></div></div><div class="c xe2 y5c1 w88 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les written-off </div></div><div class="c xf8 y5c1 w89 h27"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(2)     </span></div></div><div class="c x64 y5c1 w8a h27"><div class="t m0 x50 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">(60)    <span class="_ _1"></span> </span></div></div><div class="c xf6 y5c1 w8b h27"><div class="t m0 x7a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">(62)     </span></div></div><div class="c xe2 y5c2 w88 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les classified ind<span class="_ _0"></span>ividually as irrec<span class="_ _0"></span>overable </div></div><div class="c xf8 y5c2 w89 h27"><div class="t m0 x3c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(185)     </span></div></div><div class="c x64 y5c2 w8a h27"><div class="t m0 x19 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">185      </span></div></div><div class="c xf6 y5c2 w8b h27"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe2 y5c3 w88 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Collecte<span class="_ _0"></span>d receivables </div></div><div class="c xf8 y5c3 w89 h41"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(982 352)     </span></div></div><div class="c x64 y5c3 w8a h41"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(418)     </span></div></div><div class="c xf6 y5c3 w8b h41"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(982 770)     </span></div></div><div class="c xe2 y5c4 w88 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Compensated r<span class="_ _0"></span>eceivabl<span class="_ _0"></span>es </div></div><div class="c xf8 y5c4 w89 h27"><div class="t m0 x3c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(1 209)     </span></div></div><div class="c x64 y5c4 w8a h27"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xf6 y5c4 w8b h27"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 209)     </span></div></div><div class="c xe2 y5c5 w88 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>hanges, including cur<span class="_ _0"></span>rency translati<span class="_ _0"></span>on difference<span class="_ _0"></span>s </div></div><div class="c xf8 y5c5 w89 h47"><div class="t m0 x1d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">1 113      </span></div></div><div class="c x64 y5c5 w8a h47"><div class="t m0 x24 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="ls0">(8)    <span class="_ _1"></span> </span></div></div><div class="c xf6 y5c5 w8b h47"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">1 105      </span></div></div><div class="c xe2 y5c6 w88 h47"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c xf8 y5c6 w89 h47"><div class="t m0 x13 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">88<span class="ls0"> </span>593<span class="ls6">  <span class="ls0"> </span></span></div></div><div class="c x64 y5c6 w8a h47"><div class="t m0 xa3 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">2 <span class="ls5">901<span class="ls6">  </span></span> </div></div><div class="c xf6 y5c6 w8b h47"><div class="t m0 x55 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">91<span class="ls0"> </span>494<span class="ls6">  <span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h62 y5c7 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5c8 ff1 fs2 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 xe2 h9 y3ea ff1 fs2 fc0 sc0 ls0 ws0">throughout <span class="_ _e"></span>the <span class="_ _19"></span>life <span class="_ _19"></span>cycle <span class="_ _e"></span>using <span class="_ _e"></span>the <span class="_ _19"></span>provision<span class="_ _1"></span> <span class="_ _19"></span>matrix, <span class="_ _19"></span>des<span class="_ _1"></span>cribed <span class="_ _19"></span>in <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>accounting <span class="_ _e"></span>policies <span class="_ _19"></span>descried <span class="_ _e"></span>in <span class="_ _19"></span>Note <span class="_ _e"></span>3.13. <span class="_ _19"></span>Th<span class="_ _1"></span>e </div><div class="t m0 xe2 h9 y3eb ff1 fs2 fc0 sc0 ls0 ws0">impact <span class="_ _e"></span>of <span class="_ _19"></span>creation <span class="_ _e"></span>and<span class="_ _1"></span> <span class="_ _19"></span>rever<span class="_ _1"></span>sal <span class="_ _19"></span>o<span class="_ _1"></span>f <span class="_ _19"></span>impairment <span class="_ _e"></span>write-do<span class="_ _1"></span>wn <span class="_ _e"></span>of <span class="_ _19"></span>trade <span class="_ _e"></span>and <span class="_ _e"></span>other <span class="_ _19"></span>receiva<span class="_ _1"></span>bles <span class="_ _e"></span>has <span class="_ _e"></span>been <span class="_ _19"></span>included <span class="_ _e"></span>in <span class="_ _e"></span>line<span class="_ _5"></span> </div><div class="t m0 xe2 h9 y3ec ff1 fs2 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 xe2 h9 y5c9 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y5ca w8c h13"><div class="t m0 x15 h9 y0 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y5ca w83 h13"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x108 y5ca w16 h13"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xe2 y5cb w8c h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">1 </span>January </div></div><div class="c xf9 y5cb w83 h27"><div class="t m0 x3e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">3 171 </div></div><div class="c x108 y5cb w16 h27"><div class="t m0 x3e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">2 745 </div></div><div class="c xe2 y5cc w8c h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Increase </div></div><div class="c xf9 y5cc w83 h27"><div class="t m0 x1c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">275      </span></div></div><div class="c x108 y5cc w16 h27"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls5">748<span class="_ _1"></span><span class="ls0"> </span></span></div></div><div class="c xe2 y5cd w8c h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Reversal </div></div><div class="c xf9 y5cd w83 h27"><div class="t m0 x25 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(5)     </span></div></div><div class="c x108 y5cd w16 h27"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="_ _1"></span><span class="ls0">(200) </span></div></div><div class="c xe2 y4a w8c h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Currency t<span class="_ _0"></span>ranslation <span class="_ _0"></span>differences </div></div><div class="c xf9 y4a w83 h41"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(6)     </span></div></div><div class="c x108 y4a w16 h41"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                  <span class="_ _1"></span><span class="ls0">(122) </span></div></div><div class="c xe2 y5ce w8c h47"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er </div></div><div class="c xf9 y5ce w83 h47"><div class="t m0 x3e hf y66 ff2 fs3 fc0 sc0 ls0 ws0">3 435 </div></div><div class="c x108 y5ce w16 h47"><div class="t m0 x3e hf y66 ff2 fs3 fc0 sc0 ls0 ws0">3 171 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y5cf ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5d0 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _e"></span>table <span class="_ _e"> </span>below <span class="_ _1c"> </span>presents<span class="_ _1"></span> <span class="_ _e"></span>the <span class="_ _e"></span>ageing <span class="_ _e"> </span>structu<span class="_ _1"></span>re <span class="_ _e"></span>of <span class="_ _e"></span>receivables, <span class="_ _1c"> </span>including <span class="_ _1c"> </span>average <span class="_ _e"> </span>expected <span class="_ _e"> </span>credit <span class="_ _1c"> </span>loss <span class="_ _1c"> </span>ratio <span class="_ _e"> </span>for <span class="_ _1c"> </span>each </div><div class="t m0 xe2 h9 y5d1 ff1 fs2 fc0 sc0 ls0 ws0">overdue period.<span class="_ _1"></span> </div></div><div class="c xe2 y43e w8d h64"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December 2024<span class="_ _0"></span> </span></div></div><div class="c x109 y43e w8e h64"><div class="t m0 x3c hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x10a y43e w8f h64"><div class="t m0 x19 hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c x10b y43e w90 h64"><div class="t m0 x1f hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c x10c y43e w2a h64"><div class="t m0 x28 hf y5d2 ff2 fs3 fc0 sc0 ls5 ws0">31<span class="ls0">-60 days </span></div></div><div class="c x10d y43e w91 h64"><div class="t m0 x28 hf y5d2 ff2 fs3 fc0 sc0 ls5 ws0">61<span class="ls0">-90 days </span></div></div><div class="c x10e y43e w53 h64"><div class="t m0 x16 hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c xe2 y7e w8d h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c x109 y7e w8e h27"><div class="t m0 x33 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">91 494 </div></div><div class="c x10a y7e w8f h27"><div class="t m0 x2 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">76 184 </div></div><div class="c x10b y7e w90 h27"><div class="t m0 x2e hf y66 ff2 fs3 fc0 sc0 ls0 ws0">9 202 </div></div><div class="c x10c y7e w2a h27"><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">986<span class="ls0"> </span></div></div><div class="c x10d y7e w91 h27"><div class="t m0 x97 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">576<span class="ls0"> </span></div></div><div class="c x10e y7e w53 h27"><div class="t m0 x7f hf y66 ff2 fs3 fc0 sc0 ls0 ws0">4 546 </div></div><div class="c xe2 y5d3 w8d h65"><div class="t m0 x15 h7 y5d4 ff1 fs3 fc0 sc0 ls0 ws0">Group anal<span class="_ _0"></span>ysis </div></div><div class="c x109 y5d3 w8e h65"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y5d3 w8f h65"><div class="t m0 x7c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10b y5d3 w90 h65"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y5d3 w2a h65"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y5d3 w91 h65"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y5d3 w53 h65"><div class="t m0 x6a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y2c0 w8d h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 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 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">on grouped l<span class="_ _0"></span>evel </div></div><div class="c x109 y2c0 w8e h1c"><div class="t m0 x33 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">88 593<span class="ff2"> </span></div></div><div class="c x10a y2c0 w8f h1c"><div class="t m0 x2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">76 184 </div></div><div class="c x10b y2c0 w90 h1c"><div class="t m0 x2e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">9 202 </div></div><div class="c x10c y2c0 w2a h1c"><div class="t m0 x12 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">986<span class="ls0"> </span></div></div><div class="c x10d y2c0 w91 h1c"><div class="t m0 x97 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">496<span class="ls0"> </span></div></div><div class="c x10e y2c0 w53 h1c"><div class="t m0 x7f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 725 </div></div><div class="c xe2 y5d5 w8d h66"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss rat<span class="_ _0"></span>io </div></div><div class="c x109 y5d5 w8e h66"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y5d5 w8f h66"><div class="t m0 x50 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,01%-0,05% </div></div><div class="c x10b y5d5 w90 h66"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,1-<span class="ls5">5%</span> </div></div><div class="c x10c y5d5 w2a h66"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,7%-<span class="ls5">25%</span> </div></div><div class="c x10d y5d5 w91 h66"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,8%-<span class="ls5">50%</span> </div></div><div class="c x10e y5d5 w53 h66"><div class="t m0 x1b h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,9%-100%  </div></div><div class="c xe2 y5d6 w8d h67"><div class="t m0 x15 h7 y5d7 ff1 fs3 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 h7 y5c ff1 fs3 fc0 sc0 ls0 ws0">customers <span class="_ _0"></span>analysed at gro<span class="_ _0"></span>ups level) </div></div><div class="c x109 y5d6 w8e h67"><div class="t m0 x48 hf y62 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(540)<span class="ff2"> </span></span></div></div><div class="c x10a y5d6 w8f h67"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(363) </span></div></div><div class="c x10b y5d6 w90 h67"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(64) </span></div></div><div class="c x10c y5d6 w2a h67"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(27) </span></div></div><div class="c x10d y5d6 w91 h67"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(11) </span></div></div><div class="c x10e y5d6 w53 h67"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(75) </span></div></div><div class="c xe2 y572 w8d h24"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Individual<span class="_ _0"></span> analysis </div></div><div class="c x109 y572 w8e h24"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y572 w8f h24"><div class="t m0 x7c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10b y572 w90 h24"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y572 w2a h24"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y572 w91 h24"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y572 w53 h24"><div class="t m0 x6a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y5d8 w8d h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 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 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">on indivi<span class="_ _0"></span>dual level </div></div><div class="c x109 y5d8 w8e h1c"><div class="t m0 x20 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">2 901<span class="ff2"> </span></div></div><div class="c x10a y5d8 w8f h1c"><div class="t m0 x42 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10b y5d8 w90 h1c"><div class="t m0 x47 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10c y5d8 w2a h1c"><div class="t m0 x63 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10d y5d8 w91 h1c"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">80<span class="ls0"> </span></div></div><div class="c x10e y5d8 w53 h1c"><div class="t m0 x7f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">2 821 </div></div><div class="c xe2 y5d9 w8d h54"><div class="t m0 x15 h7 y5da ff1 fs3 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on indiv<span class="_ _0"></span>idual customers </div></div><div class="c x109 y5d9 w8e h54"><div class="t m0 x4d hf y66 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">(2 895)<span class="ff2"> </span></span></div></div><div class="c x10a y5d9 w8f h54"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span> </span></div></div><div class="c x10b y5d9 w90 h54"><div class="t m0 x5f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">  <span class="ls0">- </span></div></div><div class="c x10c y5d9 w2a h54"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">- </span></div></div><div class="c x10d y5d9 w91 h54"><div class="t m0 xf2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(80) </span></div></div><div class="c x10e y5d9 w53 h54"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(2 815) </span></div></div><div class="c xe2 y5db w8d h68"><div class="t m0 x15 hf y5c ff2 fs3 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c x109 y5db w8e h68"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">(3 435) </span></div></div><div class="c x10a y5db w8f h68"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                             <span class="ls9">(363)<span class="ls0"> </span></span></div></div><div class="c x10b y5db w90 h68"><div class="t m0 x25 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">  <span class="ls9">(64)<span class="ls0"> </span></span></div></div><div class="c x10c y5db w2a h68"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls9">(27)<span class="ls0"> </span></span></div></div><div class="c x10d y5db w91 h68"><div class="t m0 x106 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls9">(91)<span class="ls0"> </span></span></div></div><div class="c x10e y5db w53 h68"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(2 890) </span></div></div><div class="c xe2 y5dc w8d h66"><div class="t m0 x15 hf y5c ff2 fs3 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c x109 y5dc w8e h66"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">88 059 </div></div><div class="c x10a y5dc w8f h66"><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">75 821 </div></div><div class="c x10b y5dc w90 h66"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">9 138 </div></div><div class="c x10c y5dc w2a h66"><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">959<span class="ls0"> </span></div></div><div class="c x10d y5dc w91 h66"><div class="t m0 x97 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">485<span class="ls0"> </span></div></div><div class="c x10e y5dc w53 h66"><div class="t m0 x7f hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 656 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x3e h5a y5dd ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y5de ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y396 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y1b6 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y5df ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y5e0 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y5e1 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h5a y5e2 ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:108.900000px;bottom:1474.000000px;width:14.637000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x59 y2 w6e h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">41<span class="ff3 fs5 ls0"> </span></div></div><div class="c xe2 y5e3 w8d h64"><div class="t m0 x15 hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x109 y5e3 w8e h64"><div class="t m0 x3c hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x10a y5e3 w8f h64"><div class="t m0 x19 hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c x10b y5e3 w90 h64"><div class="t m0 x1f hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c x10c y5e3 w2a h64"><div class="t m0 x28 hf y5d2 ff2 fs3 fc0 sc0 ls5 ws0">31<span class="ls0">-60 days </span></div></div><div class="c x10d y5e3 w91 h64"><div class="t m0 x28 hf y5d2 ff2 fs3 fc0 sc0 ls5 ws0">61<span class="ls0">-90 days </span></div></div><div class="c x10e y5e3 w92 h64"><div class="t m0 x1f hf y5d2 ff2 fs3 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c xe2 y5e4 w8d h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c x109 y5e4 w8e h41"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">72 438 </div></div><div class="c x10a y5e4 w8f h41"><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">59 279 </div></div><div class="c x10b y5e4 w90 h41"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">6 870 </div></div><div class="c x10c y5e4 w2a h41"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 055 </div></div><div class="c x10d y5e4 w91 h41"><div class="t m0 x97 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">703<span class="ls0"> </span></div></div><div class="c x10e y5e4 w92 h41"><div class="t m0 x77 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">4 531 </div></div><div class="c xe2 y57d w8d h65"><div class="t m0 x15 h7 y5d4 ff1 fs3 fc0 sc0 ls0 ws0">Group analy<span class="_ _0"></span>sis </div></div><div class="c x109 y57d w8e h65"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y57d w8f h65"><div class="t m0 x7c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10b y57d w90 h65"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y57d w2a h65"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y57d w91 h65"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y57d w92 h65"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y5e5 w8d h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 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 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">on grouped l<span class="_ _0"></span>evel </div></div><div class="c x109 y5e5 w8e h1c"><div class="t m0 x33 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">69 236<span class="ff2"> </span></div></div><div class="c x10a y5e5 w8f h1c"><div class="t m0 x2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">59 279 </div></div><div class="c x10b y5e5 w90 h1c"><div class="t m0 x2e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">6 870 </div></div><div class="c x10c y5e5 w2a h1c"><div class="t m0 x22 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 055 </div></div><div class="c x10d y5e5 w91 h1c"><div class="t m0 x97 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">430<span class="ls0"> </span></div></div><div class="c x10e y5e5 w92 h1c"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 602 </div></div><div class="c xe2 y263 w8d h66"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss rat<span class="_ _0"></span>io </div></div><div class="c x109 y263 w8e h66"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y263 w8f h66"><div class="t m0 x50 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,01%-0,05% </div></div><div class="c x10b y263 w90 h66"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,1-<span class="ls5">5%</span> </div></div><div class="c x10c y263 w2a h66"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,7%-<span class="ls5">25%</span> </div></div><div class="c x10d y263 w91 h66"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,8%-<span class="ls5">50%</span> </div></div><div class="c x10e y263 w92 h66"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">0,9%-100%  </div></div><div class="c xe2 y5e6 w8d h67"><div class="t m0 x15 h7 y5d7 ff1 fs3 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 h7 y5c ff1 fs3 fc0 sc0 ls0 ws0">customers an<span class="_ _0"></span>alysed at group<span class="_ _0"></span>s level) </div></div><div class="c x109 y5e6 w8e h67"><div class="t m0 x15 hf y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(295)    <span class="ff2"> </span></span></div></div><div class="c x10a y5e6 w8f h67"><div class="t m0 x7f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(233)     </span></div></div><div class="c x10b y5e6 w90 h67"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(33)     </span></div></div><div class="c x10c y5e6 w2a h67"><div class="t m0 xf2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(15)     </span></div></div><div class="c x10d y5e6 w91 h67"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(3)     </span></div></div><div class="c x10e y5e6 w92 h67"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(11)     </span></div></div><div class="c xe2 y5e7 w8d h24"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Individual<span class="_ _0"></span> analysis </div></div><div class="c x109 y5e7 w8e h24"><div class="t m0 xeb hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y5e7 w8f h24"><div class="t m0 x7c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10b y5e7 w90 h24"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y5e7 w2a h24"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y5e7 w91 h24"><div class="t m0 x82 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y5e7 w92 h24"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y5e8 w8d h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 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 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">on indivi<span class="_ _0"></span>dual level </div></div><div class="c x109 y5e8 w8e h1c"><div class="t m0 x20 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">3 202<span class="ff2"> </span></div></div><div class="c x10a y5e8 w8f h1c"><div class="t m0 x42 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10b y5e8 w90 h1c"><div class="t m0 x47 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10c y5e8 w2a h1c"><div class="t m0 x63 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10d y5e8 w91 h1c"><div class="t m0 x97 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">273<span class="ls0"> </span></div></div><div class="c x10e y5e8 w92 h1c"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">2 929 </div></div><div class="c xe2 y5e9 w8d h54"><div class="t m0 x15 h7 y5da ff1 fs3 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on indiv<span class="_ _0"></span>idual customers </div></div><div class="c x109 y5e9 w8e h54"><div class="t m0 x37 hf y66 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ls0">(2 876)<span class="ff2"> </span></span></div></div><div class="c x10a y5e9 w8f h54"><div class="t m0 xeb h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">- </span></div></div><div class="c x10b y5e9 w90 h54"><div class="t m0 x25 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">- </span></div></div><div class="c x10c y5e9 w2a h54"><div class="t m0 x1d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">- </span></div></div><div class="c x10d y5e9 w91 h54"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ls0">(273) </span></div></div><div class="c x10e y5e9 w92 h54"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(2 603) </span></div></div><div class="c xe2 y5ea w8d h68"><div class="t m0 x15 hf y5c ff2 fs3 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c x109 y5ea w8e h68"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">(3 171) </span></div></div><div class="c x10a y5ea w8f h68"><div class="t m0 xeb hf y62 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls9">(233)<span class="ls0"> </span></span></div></div><div class="c x10b y5ea w90 h68"><div class="t m0 x106 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">      <span class="ls9">(33)<span class="ls0"> </span></span></div></div><div class="c x10c y5ea w2a h68"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls9">(15)<span class="ls0"> </span></span></div></div><div class="c x10d y5ea w91 h68"><div class="t m0 x16 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">          <span class="ls9">(276)<span class="ls0"> </span></span></div></div><div class="c x10e y5ea w92 h68"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(2 614) </span></div></div><div class="c xe2 y584 w8d h66"><div class="t m0 x15 hf y5c ff2 fs3 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c x109 y584 w8e h66"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">69 267 </div></div><div class="c x10a y584 w8f h66"><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">59 046 </div></div><div class="c x10b y584 w90 h66"><div class="t m0 x2e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">6 837 </div></div><div class="c x10c y584 w2a h66"><div class="t m0 x22 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 040 </div></div><div class="c x10d y584 w91 h66"><div class="t m0 x97 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">427<span class="ls0"> </span></div></div><div class="c x10e y584 w92 h66"><div class="t m0 x77 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 917 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x3e h5a y5eb ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y2d4 ff1 fs2 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="_ _1"></span>relation<span class="_ _1"></span> <span class="_ _1"></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="_ _1"></span>n<span class="_ _1"></span>ote <span class="_ _1"></span>3.13 </div><div class="t m0 xe2 h9 y5ec ff1 fs2 fc0 sc0 ls0 ws0">have been identified,<span class="_ _1"></span> i.e. most often <span class="_ _1"></span>overdue for over 9<span class="_ _1"></span>0 days, wh<span class="_ _1"></span>ich results in the cus<span class="_ _1"></span>tomer being transferred for d<span class="_ _1"></span>ebt </div><div class="t m0 xe2 h9 y5ed ff1 fs2 fc0 sc0 ls0 ws0">collection. <span class="_ _c"></span>The <span class="_ _1"></span>allowance <span class="_ _c"></span>for <span class="_ _c"></span>expected <span class="_ _1"></span>credit <span class="_ _c"></span>losses <span class="_ _c"></span>for <span class="_ _1"></span>thi<span class="_ _1"></span>s <span class="_ _1"></span>group <span class="_ _c"></span>of <span class="_ _1"></span>custo<span class="_ _1"></span>mers <span class="_ _1"></span>is <span class="_ _1"></span>deter<span class="_ _1"></span>mined <span class="_ _1"></span>taking <span class="_ _c"></span>into <span class="_ _1"></span>accoun<span class="_ _1"></span>t <span class="_ _1"></span>the </div><div class="t m0 xe2 h9 y5ee ff1 fs2 fc0 sc0 ls0 ws0">terms <span class="_ _c"></span>and <span class="_ _c"></span>conditions <span class="_ _1"></span>of <span class="_ _c"></span>insurance, <span class="_ _c"></span>provided <span class="_ _c"></span>that <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>c<span class="_ _1"></span>ustomer <span class="_ _c"></span>is <span class="_ _c"></span>subject <span class="_ _c"></span>to <span class="_ _1"></span>insu<span class="_ _1"></span>rance, <span class="_ _1"></span>i.e. <span class="_ _c"></span>the <span class="_ _1"></span>allowan<span class="_ _1"></span>ce <span class="_ _1"></span>includes <span class="_ _c"></span>the </div><div class="t m0 xe2 h9 y5ef ff1 fs2 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 xe2 h9 y5f0 ff1 fs2 fc0 sc0 ls0 ws0">not covered by t<span class="_ _1"></span>he write-down relates to t<span class="_ _1"></span>he insured receivables.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y4f0 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _c"></span>relation <span class="_ _c"></span>to <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>remaining <span class="_ _c"></span>cus<span class="_ _1"></span>tomers, <span class="_ _1"></span>an<span class="_ _1"></span>alysed <span class="_ _c"></span>in <span class="_ _1"></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>the <span class="_ _c"></span>provis<span class="_ _1"></span>ions <span class="_ _1"></span>matrix, <span class="_ _c"></span>expected <span class="_ _c"></span>credit <span class="_ _c"></span>loss </div><div class="t m0 xe2 h9 y5f1 ff1 fs2 fc0 sc0 ls0 ws0">ratios <span class="_ _c"></span>are <span class="_ _c"></span>determined <span class="_ _1"></span>separa<span class="_ _1"></span>tely <span class="_ _c"></span>for <span class="_ _1"></span>ins<span class="_ _1"></span>ured <span class="_ _1"></span>receivables<span class="_ _1"></span> <span class="_ _1"></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>uninsured </div><div class="t m0 xe2 h9 y5f2 ff1 fs2 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 xe2 ha y5f3 ff2 fs0 fc3 sc0 lsb ws0">14.<span class="ff7 ls0"> <span class="_ _2d"> </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 xe2 y5f4 w93 h69"><div class="t m0 x15 hf y5f5 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y5f4 w43 h69"><div class="t m0 x24 hf y5f6 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x52 hf y5f5 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x103 y5f4 w94 h69"><div class="t m0 x20 hf y5f6 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December<span class="ls6">  </span> </span></div><div class="t m0 x2 hf y5f5 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xe2 y5f7 w93 h3d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y5f7 w43 h3d"><div class="t m0 x6c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y5f7 w94 h3d"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y5f8 w93 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Cash in hand and<span class="_ _0"></span> at bank </div></div><div class="c x10f y5f8 w43 h3c"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">39 128      </span></div></div><div class="c x103 y5f8 w94 h3c"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">69 927      </span></div></div><div class="c xe2 y5f9 w93 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Total cash and cas<span class="_ _0"></span>h equivalents </div></div><div class="c x10f y5f9 w43 h3c"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">39 128      </span></div></div><div class="c x103 y5f9 w94 h3c"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">69 927      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h7 y5fa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5fb ff1 fs2 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="_ _19"></span>Company<span class="_ _1"></span> has<span class="_ _1"></span> a <span class="_ _1"></span>separate <span class="_ _1"></span>bank <span class="_ _1"></span>account <span class="_ _1"></span>for </div><div class="t m0 xe2 h9 y5fc ff5 fs2 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 xe2 h9 y540 ff5 fs2 fc0 sc0 ls0 ws0">together <span class="_ _c"></span>with <span class="_ _c"></span>liabilities<span class="_ _1"></span> <span class="_ _c"></span>towards <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>ZFŚS <span class="_ _19"></span>and <span class="_ _c"></span>receivables <span class="_ _c"></span>u<span class="_ _1"></span>nder <span class="_ _c"></span>loans <span class="_ _c"></span>granted<span class="_ _1"></span>. <span class="_ _c"></span>As <span class="_ _c"></span>at <span class="_ _c"></span>31 <span class="_ _c"></span>December <span class="_ _c"></span>2<span class="_ _c"></span><span class="ff1 ls2">02<span class="ls0">4, <span class="_ _c"></span>these <span class="_ _c"></span>funds </span></span></div><div class="t m0 xe2 h9 y5fd ff1 fs2 fc0 sc0 ls0 ws0">amounted to PLN<span class="_ _1"></span> 64 thousand a<span class="_ _1"></span>nd as at 31 December 202<span class="_ _1"></span>3 - PLN <span class="ls2">74</span> thou<span class="_ _1"></span>sand. The Company<span class="_ _1"></span> may use these funds on<span class="_ _1"></span>ly<span class="_ _0"></span> </div><div class="t m0 xe2 h9 y5fe ff1 fs2 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 xe2 h9 y5ff ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y600 ff1 fs2 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 acco<span class="_ _1"></span>unts, </div><div class="t m0 xe2 h9 y601 ff1 fs2 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 xe2 h9 y602 ff1 fs2 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>31 </div><div class="t m0 xe2 h9 y603 ff1 fs2 fc0 sc0 ls0 ws0">December <span class="_ _e"> </span>202<span class="_ _1"></span>4, <span class="_ _e"></span>the <span class="_ _e"> </span>cash<span class="_ _1"></span> <span class="_ _e"></span>balance <span class="_ _e"> </span>in <span class="_ _1c"> </span>these <span class="_ _1c"> </span>VAT <span class="_ _e"> </span>accou<span class="_ _1"></span>nts <span class="_ _e"> </span>totalled <span class="_ _1c"> </span>PLN <span class="_ _e"> </span>986<span class="_ _c"></span> <span class="_ _e"> </span>thou<span class="_ _1"></span>sand <span class="_ _e"> </span>(31 <span class="_ _e"> </span>De<span class="_ _1"></span>cember <span class="_ _e"></span>2023: <span class="_ _1c"> </span>PLN <span class="_ _e"> </span>26<span class="_ _1"></span>5 </div><div class="t m0 xe2 h9 y4d9 ff1 fs2 fc0 sc0 ls0 ws0">thousand<span class="_ _1"></span>). In line with the Management <span class="_ _1"></span>Board&apos;s judgme<span class="_ _1"></span>nt, restriction<span class="_ _1"></span>s on the disp<span class="_ _1"></span>osition of these funds resultin<span class="_ _1"></span>g from </div><div class="t m0 xe2 h9 y604 ff1 fs2 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 xe2 h9 y578 ff1 fs2 fc0 sc0 ls0 ws0">basis to settle sh<span class="_ _1"></span>ort-term tax liabilities. </div><div class="t m0 xe2 h9 y605 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y606 ff5 fs2 fc0 sc0 ls0 ws0">Apart from the ZFŚS <span class="_ _1"></span>funds, as at 31 De<span class="_ _1"></span>cember 2024 and 31 <span class="_ _1"></span>December 2023, the Group<span class="_ _1"></span> did not <span class="_ _1"></span>have any cash<span class="_ _1"></span> of limited </div><div class="t m0 xe2 h9 y607 ff1 fs2 fc0 sc0 ls0 ws0">disposab<span class="_ _1"></span>ility.  </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x59 y2 w6e h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">42<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 ha y58 ff2 fs0 fc3 sc0 lsb ws0">15.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Addi<span class="_ _0"></span>tional expla<span class="_ _0"></span>nation to t<span class="_ _0"></span>he cash flow sta<span class="_ _0"></span>tement </span></span></div><div class="t m0 x3e h9 y608 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y609 ff1 fs2 fc0 sc0 ls0 ws0">Reconciliation <span class="_ _0"></span>of changes <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _5"></span>balan<span class="_ _1"></span>ce <span class="_ _5"></span>sheet items <span class="_ _5"></span>as shown <span class="_ _0"></span>in the <span class="_ _5"></span>consolidated<span class="_ _1"></span> <span class="_ _5"></span>statements<span class="_ _1"></span> <span class="_ _0"></span>of <span class="_ _5"></span>f<span class="_ _1"></span>inancial <span class="_ _5"></span>p<span class="_ _1"></span>osition <span class="_ _0"></span>and in <span class="_ _5"></span>the </div><div class="t m0 xe2 h9 y60a ff1 fs2 fc0 sc0 ls0 ws0">consolidated s<span class="_ _1"></span>tatements of cash <span class="_ _1"></span>flows: </div><div class="t m0 xe2 h9 y109 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y60b w40 h1e"><div class="t m0 xe2 h7 ydd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y60b w95 h1e"><div class="t m0 x30 hf ydd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y60b w96 h1e"><div class="t m0 xb6 hf ydd ff2 fs3 fc0 sc0 ls0 ws0">Adjustments </div></div><div class="c x10e y60b w97 h1e"><div class="t m0 x24 hf ydd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y60c w40 h6a"><div class="t m0 x15 hf y60d ff2 fs3 fc0 sc0 ls0 ws0">12 month period <span class="_ _0"></span>ended  </div><div class="t m0 x15 hf y235 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x110 y60c w95 h6a"><div class="t m0 x15 hf y60d ff2 fs3 fc0 sc0 ls0 ws0">Balance sheet </div><div class="t m0 x1d hf y235 ff2 fs3 fc0 sc0 ls0 ws0">change </div></div><div class="c x111 y60c w6a h6a"><div class="t m0 x4d hf y60e ff2 fs3 fc0 sc0 ls0 ws0">Impact of currency </div><div class="t m0 x106 hf y60d ff2 fs3 fc0 sc0 ls0 ws0">translation of </div><div class="t m0 x47 hf y235 ff2 fs3 fc0 sc0 ls0 ws0">foreign </div><div class="t m0 x22 hf y96 ff2 fs3 fc0 sc0 ls0 ws0">subsidiaries<span class="_ _0"></span> </div></div><div class="c x75 y60c w7b h6a"><div class="t m0 x37 hf y60f ff2 fs3 fc0 sc0 ls0 ws0">Valuation of </div><div class="t m0 x60 hf y610 ff2 fs3 fc0 sc0 ls0 ws0">cash in foreign </div><div class="t m0 x20 hf y97 ff2 fs3 fc0 sc0 ls0 ws0">currency </div></div><div class="c x112 y60c w2e h6a"><div class="t m0 x23 hf y60e ff2 fs3 fc0 sc0 ls0 ws0">Valuation of </div><div class="t m0 x12 hf y60d ff2 fs3 fc0 sc0 ls0 ws0">granted </div><div class="t m0 x2f hf y235 ff2 fs3 fc0 sc0 ls0 ws0">guarantees and </div><div class="t m0 x12 hf y96 ff2 fs3 fc0 sc0 ls0 ws0">sureties </div></div><div class="c x113 y60c w98 h6a"><div class="t m0 x24 hf y1f1 ff2 fs3 fc0 sc0 ls0 ws0">Actuarial </div><div class="t m0 x23 hf y60f ff2 fs3 fc0 sc0 ls0 ws0">gains/losses </div><div class="t m0 x1b hf y610 ff2 fs3 fc0 sc0 ls0 ws0">recognised in </div><div class="t m0 x4a hf y97 ff2 fs3 fc0 sc0 ls0 ws0">comprehensive </div><div class="t m0 x88 hf y98 ff2 fs3 fc0 sc0 ls0 ws0">income </div></div><div class="c x10e y60c w97 h6a"><div class="t m0 xa2 hf y60f ff2 fs3 fc0 sc0 ls0 ws0">Change in </div><div class="t m0 x67 hf y610 ff2 fs3 fc0 sc0 ls0 ws0">statement of </div><div class="t m0 x106 hf y97 ff2 fs3 fc0 sc0 ls0 ws0">cash flows </div></div><div class="c xe2 y611 w40 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y611 w95 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y611 w6a h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y611 w7b h10"><div class="t m0 x15 h7 y612 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y611 w2e h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x113 y611 w98 h10"><div class="t m0 x15 h7 y612 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y611 w97 h10"><div class="t m0 x90 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y613 w40 h6b"><div class="t m0 x15 h7 y614 ff1 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r </div><div class="t m0 x15 h7 y615 ff1 fs3 fc0 sc0 ls0 ws0">receivab<span class="_ _0"></span>les </div></div><div class="c x110 y613 w95 h6b"><div class="t m0 x37 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">(49 610)     </span></div></div><div class="c x111 y613 w6a h6b"><div class="t m0 x106 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">2 586      </span></div></div><div class="c x75 y613 w7b h6b"><div class="t m0 xd6 h7 y616 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x112 y613 w2e h6b"><div class="t m0 x23 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">- </span></div></div><div class="c x113 y613 w98 h6b"><div class="t m0 x15 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x10e y613 w97 h6b"><div class="t m0 x10 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">(47 024)     </span></div></div><div class="c xe2 y617 w40 h14"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x110 y617 w95 h14"><div class="t m0 x16 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ls0">(209 821)     </span></div></div><div class="c x111 y617 w6a h14"><div class="t m0 x106 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">936      </span></div></div><div class="c x75 y617 w7b h14"><div class="t m0 xd6 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x112 y617 w2e h14"><div class="t m0 x5d h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x113 y617 w98 h14"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x10e y617 w97 h14"><div class="t m0 x1f h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">(208 885)     </span></div></div><div class="c xe2 y31d w40 h6c"><div class="t m0 x15 h7 y618 ff1 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x110 y31d w95 h6c"><div class="t m0 x1f h7 y618 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">406      </span></div></div><div class="c x111 y31d w6a h6c"><div class="t m0 x26 h7 y618 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">5      </span></div></div><div class="c x75 y31d w7b h6c"><div class="t m0 xd6 h7 y618 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x112 y31d w2e h6c"><div class="t m0 x5d h7 y618 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x113 y31d w98 h6c"><div class="t m0 x15 h7 y618 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x10e y31d w97 h6c"><div class="t m0 x32 h7 y618 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">411      </span></div></div><div class="c xe2 y619 w40 h6d"><div class="t m0 x15 h7 y61a ff1 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r </div><div class="t m0 x15 h7 y61b ff1 fs3 fc0 sc0 ls0 ws0">payables </div></div><div class="c x110 y619 w95 h6d"><div class="t m0 x1f h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">128 666      </span></div></div><div class="c x111 y619 w6a h6d"><div class="t m0 xae h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(2 913)     </span></div></div><div class="c x75 y619 w7b h6d"><div class="t m0 xd6 h7 y61c ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x112 y619 w2e h6d"><div class="t m0 x1b h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(35) </span></div></div><div class="c x113 y619 w98 h6d"><div class="t m0 x15 h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x10e y619 w97 h6d"><div class="t m0 x2f h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">125 718      </span></div></div><div class="c xe2 ya8 w40 h6e"><div class="t m0 x15 h7 y61d ff1 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee  </div><div class="t m0 x15 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">benefit<span class="_ _0"></span> liabilities </div></div><div class="c x110 ya8 w95 h6e"><div class="t m0 x32 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">1 939      </span></div></div><div class="c x111 ya8 w6a h6e"><div class="t m0 x33 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(51)     </span></div></div><div class="c x75 ya8 w7b h6e"><div class="t m0 xd6 h7 y1f4 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x112 ya8 w2e h6e"><div class="t m0 x5d h7 y1f4 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x113 ya8 w98 h6e"><div class="t m0 x28 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">18      </span></div></div><div class="c x10e ya8 w97 h6e"><div class="t m0 x67 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 906      </span></div></div><div class="c xe2 y61e w40 h6f"><div class="t m0 x15 h7 y61f ff1 fs3 fc0 sc0 ls0 ws0">Change in cash  </div></div><div class="c x110 y61e w95 h6f"><div class="t m0 x37 h7 y61f ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">(30 799)     </span></div></div><div class="c x111 y61e w6a h6f"><div class="t m0 x26 h7 y61f ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(407)     </span></div></div><div class="c x75 y61e w7b h6f"><div class="t m0 x28 h7 y61f ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(328)     </span></div></div><div class="c x112 y61e w2e h6f"><div class="t m0 x5d h7 y61f ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x113 y61e w98 h6f"><div class="t m0 x15 h7 y61f ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x10e y61e w97 h6f"><div class="t m0 x2d h7 y61f ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(31 534)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y489 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y48a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y143 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb4 y620 w40 h48"><div class="t m0 xe2 h7 ydd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y620 w99 h48"><div class="t m0 x30 hf ydd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y620 w9a h48"><div class="t m0 xbe hf ydd ff2 fs3 fc0 sc0 ls0 ws0">Adjustments </div></div><div class="c xff y620 w9b h48"><div class="t m0 x50 hf ydd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb4 y621 w40 h70"><div class="t m0 x15 hf y622 ff2 fs3 fc0 sc0 ls0 ws0">12 month period <span class="_ _0"></span>ended  </div><div class="t m0 x15 hf y623 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _5"></span><span class="ff1"> </span></div></div><div class="c x114 y621 w99 h70"><div class="t m0 x15 hf y622 ff2 fs3 fc0 sc0 ls0 ws0">Balance sheet </div><div class="t m0 x1d hf y623 ff2 fs3 fc0 sc0 ls0 ws0">change </div></div><div class="c x6f y621 w9c h70"><div class="t m0 x37 hf y624 ff2 fs3 fc0 sc0 ls0 ws0">Impact of currency </div><div class="t m0 x15 hf y625 ff2 fs3 fc0 sc0 ls0 ws0">translation of foreign </div><div class="t m0 x7f hf y626 ff2 fs3 fc0 sc0 ls0 ws0">subsidiaries<span class="_ _0"></span> </div></div><div class="c x115 y621 w67 h70"><div class="t m0 x22 hf y624 ff2 fs3 fc0 sc0 ls0 ws0">Impact of </div><div class="t m0 x67 hf y625 ff2 fs3 fc0 sc0 ls0 ws0">advances paid </div><div class="t m0 x16 hf y626 ff2 fs3 fc0 sc0 ls0 ws0">on fixed assets </div></div><div class="c xfb y621 w5c h70"><div class="t m0 x24 hf y624 ff2 fs3 fc0 sc0 ls0 ws0">Actuarial gains/l<span class="_ _0"></span>osses </div><div class="t m0 xf2 hf y625 ff2 fs3 fc0 sc0 ls0 ws0">recognised in co<span class="_ _0"></span>mprehensive </div><div class="t m0 xb hf y626 ff2 fs3 fc0 sc0 ls0 ws0">income </div></div><div class="c xff y621 w9b h70"><div class="t m0 x1a hf y624 ff2 fs3 fc0 sc0 ls0 ws0">Change in </div><div class="t m0 x1b hf y625 ff2 fs3 fc0 sc0 ls0 ws0">statement of </div><div class="t m0 x3c hf y626 ff2 fs3 fc0 sc0 ls0 ws0">cash flows </div></div><div class="c xb4 y627 w40 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x114 y627 w99 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y627 w9c h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x115 y627 w67 h10"><div class="t m0 x15 h7 y612 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y627 w5c h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y627 w9b h10"><div class="t m0 x90 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y628 w40 h6b"><div class="t m0 x15 h7 y629 ff1 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r </div><div class="t m0 x15 h7 y615 ff1 fs3 fc0 sc0 ls0 ws0">receivab<span class="_ _0"></span>les </div></div><div class="c x114 y628 w99 h6b"><div class="t m0 x16 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">17 302      </span></div></div><div class="c x6f y628 w9c h6b"><div class="t m0 x116 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(10 674)     </span></div></div><div class="c x115 y628 w67 h6b"><div class="t m0 x23 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(337) </span></div></div><div class="c xfb y628 w5c h6b"><div class="t m0 x98 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xff y628 w9b h6b"><div class="t m0 x15 h7 y616 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">6 291      </span></div></div><div class="c xb4 y62a w40 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x114 y62a w99 h10"><div class="t m0 x16 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">53 886      </span></div></div><div class="c x6f y62a w9c h10"><div class="t m0 x116 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(11 146)     </span></div></div><div class="c x115 y62a w67 h10"><div class="t m0 x5d h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfb y62a w5c h10"><div class="t m0 x98 h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xff y62a w9b h10"><div class="t m0 x2f h7 y5e ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">42 740      </span></div></div><div class="c xb4 y1fb w40 h71"><div class="t m0 x15 h7 y62b ff1 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x114 y1fb w99 h71"><div class="t m0 x48 h7 y62b ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(135)     </span></div></div><div class="c x6f y1fb w9c h71"><div class="t m0 x30 h7 y62b ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">57      </span></div></div><div class="c x115 y1fb w67 h71"><div class="t m0 x5d h7 y62b ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfb y1fb w5c h71"><div class="t m0 x98 h7 y62b ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xff y1fb w9b h71"><div class="t m0 x1b h7 y62b ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(78)     </span></div></div><div class="c xb4 y62c w40 h6d"><div class="t m0 x15 h7 y61a ff1 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and othe<span class="_ _0"></span>r </div><div class="t m0 x15 h7 y62d ff1 fs3 fc0 sc0 ls0 ws0">payables </div></div><div class="c x114 y62c w99 h6d"><div class="t m0 xc1 h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(12 198)     </span></div></div><div class="c x6f y62c w9c h6d"><div class="t m0 x24 h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 448      </span></div></div><div class="c x115 y62c w67 h6d"><div class="t m0 x5d h7 y61c ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfb y62c w5c h6d"><div class="t m0 x98 h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xff y62c w9b h6d"><div class="t m0 x10 h7 y61c ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">250      </span></div></div><div class="c xb4 y62e w40 h72"><div class="t m0 x15 h7 y557 ff1 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee  </div><div class="t m0 x15 h7 y5d4 ff1 fs3 fc0 sc0 ls0 ws0">benefit<span class="_ _0"></span> liabilities </div></div><div class="c x114 y62e w99 h72"><div class="t m0 x2f h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">610      </span></div></div><div class="c x6f y62e w9c h72"><div class="t m0 x22 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">563      </span></div></div><div class="c x115 y62e w67 h72"><div class="t m0 x5d h7 y1f4 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfb y62e w5c h72"><div class="t m0 x12 h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">(38)    <span class="_ _1"></span> </span></div></div><div class="c xff y62e w9b h72"><div class="t m0 x4a h7 y1f4 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">1 135      </span></div></div><div class="c xb4 y62f w40 h6f"><div class="t m0 x15 h7 y630 ff1 fs3 fc0 sc0 ls0 ws0">Change in cash  </div></div><div class="c x114 y62f w99 h6f"><div class="t m0 x16 h7 y630 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">31 091      </span></div></div><div class="c x6f y62f w9c h6f"><div class="t m0 x116 h7 y630 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">3 653      </span></div></div><div class="c x115 y62f w67 h6f"><div class="t m0 x5d h7 y630 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfb y62f w5c h6f"><div class="t m0 x98 h7 y630 ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xff y62f w9b h6f"><div class="t m0 x67 h7 y630 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">34 744      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y631 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y632 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h9 y633 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h9 y634 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h9 y635 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x59 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">43<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 ha y58 ff2 fs0 fc3 sc0 lsb ws0">16.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Share c<span class="_ _5"></span>ap<span class="_ _1"></span>ita<span class="_ _0"></span>l </span></span></div><div class="t m0 xe2 h9 y608 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at <span class="_ _c"></span>31 <span class="_ _1"></span>December <span class="_ _c"></span>2024, <span class="_ _1"></span>the<span class="_ _1"></span> <span class="_ _1"></span>share <span class="_ _c"></span>capital <span class="_ _1"></span>amoun<span class="_ _1"></span>ts <span class="_ _1"></span>to <span class="_ _c"></span>PLN <span class="_ _1"></span>7 <span class="_ _1"></span>504 <span class="_ _c"></span>222.60 <span class="_ _1"></span>and <span class="_ _c"></span>comprises <span class="_ _c"></span>75 <span class="_ _1"></span>042 <span class="_ _c"></span>226 <span class="_ _1"></span>shares <span class="_ _c"></span>with <span class="_ _1"></span>a <span class="_ _c"></span>par </div><div class="t m0 xe2 h9 y609 ff1 fs2 fc0 sc0 ls0 ws0">value of PLN 0.1 each. <span class="_ _1"></span> </div><div class="t m0 xe2 h9 y636 ff1 fs2 fc0 sc0 ls0 ws0">All <span class="_ _e"></span>of <span class="_ _e"> </span>the <span class="_ _1c"> </span>shares <span class="_ _1c"> </span>are <span class="_ _e"></span>paid <span class="_ _1c"> </span>up. <span class="_ _e"> </span>The <span class="_ _1c"> </span>ownership <span class="_ _1c"> </span>structu<span class="_ _1"></span>re <span class="_ _e"></span>and <span class="_ _e"> </span>the <span class="_ _1c"> </span>percentage <span class="_ _e"> </span>of <span class="_ _1c"> </span>the <span class="_ _e"> </span>Co<span class="_ _1"></span>mpany&apos;s <span class="_ _e"> </span>shar<span class="_ _1"></span>es <span class="_ _e"></span>held <span class="_ _e"> </span>as <span class="_ _1c"> </span>at <span class="_ _e"> </span>31 </div><div class="t m0 xe2 h9 y637 ff1 fs2 fc0 sc0 ls0 ws0">December <span class="_ _c"></span>2024, <span class="_ _c"></span>bas<span class="_ _1"></span>ed <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>information <span class="_ _c"></span>p<span class="_ _1"></span>rovided <span class="_ _c"></span>to <span class="_ _c"></span>the <span class="_ _c"></span>Compan<span class="_ _1"></span>y <span class="_ _c"></span>by <span class="_ _c"></span>the <span class="_ _c"></span>shar<span class="_ _1"></span>eholders, <span class="_ _c"></span>are <span class="_ _c"></span>presented <span class="_ _c"></span>in <span class="_ _c"></span>th<span class="_ _1"></span>e <span class="_ _c"></span>table </div><div class="t m0 xe2 h9 y638 ff1 fs2 fc0 sc0 ls0 ws0">below. </div><div class="t m0 xe2 h9 y639 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5d y63a w43 h73"><div class="t m0 x25 hf y63b ff2 fs3 fc0 sc0 ls0 ws0">Name </div></div><div class="c x117 y63a w3f h73"><div class="t m0 x87 hf y63b ff2 fs3 fc0 sc0 ls0 ws0">Status </div></div><div class="c x45 y63a w1c h73"><div class="t m0 xa2 hf y63c ff2 fs3 fc0 sc0 ls0 ws0">Number of </div><div class="t m0 x77 hf y5d7 ff2 fs3 fc0 sc0 ls0 ws0">shares </div></div><div class="c x46 y63a w57 h73"><div class="t m0 x5f hf y63b ff2 fs3 fc0 sc0 ls0 ws0">Type of shares </div></div><div class="c x118 y63a w1a h73"><div class="t m0 x60 hf y63c ff2 fs3 fc0 sc0 ls0 ws0">Par value per shar<span class="_ _0"></span>e </div><div class="t m0 x5c hf y5d7 ff2 fs3 fc0 sc0 ls0 ws0">(PLN) </div></div><div class="c x119 y63a w7b h73"><div class="t m0 x32 hf y63d ff2 fs3 fc0 sc0 ls0 ws0">Par value of </div><div class="t m0 x10 hf y63b ff2 fs3 fc0 sc0 ls0 ws0">the shares </div><div class="t m0 x7f hf y63e ff2 fs3 fc0 sc0 ls0 ws0">(PLN) </div></div><div class="c x11a y63a w2e h73"><div class="t m0 x1b hf y63b ff2 fs3 fc0 sc0 ls0 ws0">Structure (%)<span class="_ _0"></span> </div></div><div class="c x5d y63f w43 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x117 y63f w3f h11"><div class="t m0 x67 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">natural pe<span class="_ _0"></span>rson </div></div><div class="c x45 y63f w1c h11"><div class="t m0 xa2 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x46 y63f w57 h11"><div class="t m0 x99 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c x118 y63f w1a h11"><div class="t m0 x52 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c x119 y63f w7b h11"><div class="t m0 x16 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">2 828 430.40 </div></div><div class="c x11a y63f w2e h11"><div class="t m0 x88 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">37.69% </div></div><div class="c x5d ya1 w43 h51"><div class="t m0 x15 h7 y8b ff5 fs3 fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff1"> </span></div></div><div class="c x117 ya1 w3f h51"><div class="t m0 x67 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">natural p<span class="_ _0"></span>erson </div></div><div class="c x45 ya1 w1c h51"><div class="t m0 x2e h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">9 652 290 </div></div><div class="c x46 ya1 w57 h51"><div class="t m0 x99 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c x118 ya1 w1a h51"><div class="t m0 x52 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c x119 ya1 w7b h51"><div class="t m0 x1b h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">965 229.00 </div></div><div class="c x11a ya1 w2e h51"><div class="t m0 x88 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">12.86% </div></div><div class="c x5d y410 w43 h74"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c x117 y410 w3f h74"><div class="t m0 xae h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">legal perso<span class="_ _0"></span>n </div></div><div class="c x45 y410 w1c h74"><div class="t m0 x2e h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">5 001 147 </div></div><div class="c x46 y410 w57 h74"><div class="t m0 x99 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c x118 y410 w1a h74"><div class="t m0 x52 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c x119 y410 w7b h74"><div class="t m0 x1b h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">500 114.70 </div></div><div class="c x11a y410 w2e h74"><div class="t m0 x5f h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">6.66% </div></div><div class="c x5d y640 w43 h1c"><div class="t m0 x15 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">Others - shar<span class="_ _0"></span>e below </div><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">5%<span class="ls0"> </span></div></div><div class="c x117 y640 w3f h1c"><div class="t m0 x1f h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">not appli<span class="_ _0"></span>cable </div></div><div class="c x45 y640 w1c h1c"><div class="t m0 xa2 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">32 104 485 </div></div><div class="c x46 y640 w57 h1c"><div class="t m0 x99 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c x118 y640 w1a h1c"><div class="t m0 x52 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c x119 y640 w7b h1c"><div class="t m0 x16 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">3 210 448.50 </div></div><div class="c x11a y640 w2e h1c"><div class="t m0 x88 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">42.79% </div></div><div class="c x5d y641 w43 h16"><div class="t m0 x15 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x117 y641 w3f h16"><div class="t m0 x1c h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 y641 w1c h16"><div class="t m0 xa2 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">75 042 226 </div></div><div class="c x46 y641 w57 h16"><div class="t m0 x5b h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x118 y641 w1a h16"><div class="t m0 x7f h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y641 w7b h16"><div class="t m0 x28 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">7 504 222.<span class="ls5">60</span> </div></div><div class="c x11a y641 w2e h16"><div class="t m0 x50 hf y82 ff2 fs3 fc0 sc0 ls5 ws0">100<span class="ls0">.00% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 ha y643 ff2 fs0 fc3 sc0 lsb ws0">17.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Retain<span class="_ _5"></span>ed earnings and dividend per s<span class="_ _0"></span>hare </span></span></div><div class="t m0 xe2 h9 y644 ff1 fs2 fc0 sc0 ls0 ws0">On 26 June 2024, th<span class="_ _1"></span>e General Meeting of Shareholders of Toya <span class="_ _1"></span>S.A. approved the financial <span class="_ _1"></span>s<span class="_ _1"></span>tatements of TOYA S.A. an<span class="_ _1"></span>d </div><div class="t m0 xe2 h9 y645 ff1 fs2 fc0 sc0 ls0 ws0">consolidated financial statements of<span class="_ _0"></span> TOY<span class="_ _0"></span>A S.A. <span class="_ _5"></span>Cap<span class="_ _1"></span>ital <span class="_ _0"></span>Group<span class="_ _1"></span> for <span class="_ _5"></span>2023 and decided <span class="_ _5"></span>to transfer the <span class="_ _5"></span>profit<span class="_ _1"></span> of <span class="_ _5"></span>TOYA S.A. for </div><div class="t m0 xe2 h9 y646 ff1 fs2 fc0 sc0 ls0 ws0">2023 in the amount of PLN<span class="_ _1"></span> 52 895 thousan<span class="_ _1"></span>d to supplementary capital.<span class="_ _c"></span> </div><div class="t m0 xe2 h9 y647 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _1"></span>line <span class="_ _c"></span>with <span class="_ _1"></span>the <span class="_ _c"></span>provisions <span class="_ _1"></span>o<span class="_ _1"></span>f th<span class="_ _1"></span>e <span class="_ _1"></span>Commercial <span class="_ _1"></span>Co<span class="_ _1"></span>mpanies <span class="_ _1"></span>Cod<span class="_ _1"></span>e, <span class="_ _1"></span>retained <span class="_ _1"></span>earnings<span class="_ _1"></span> <span class="_ _1"></span>are <span class="_ _1"></span>used <span class="_ _c"></span>to <span class="_ _1"></span>create <span class="_ _1"></span>s<span class="_ _1"></span>tatutory <span class="_ _1"></span>reserve </div><div class="t m0 xe2 h9 y648 ff1 fs2 fc0 sc0 ls0 ws0">funds, to <span class="_ _5"></span>which at <span class="_ _5"></span>least <span class="_ _0"></span>8% <span class="_ _5"></span>of the <span class="_ _5"></span>profit ge<span class="_ _0"></span>nerated <span class="_ _0"></span>in <span class="_ _5"></span>a given <span class="_ _5"></span>finan<span class="_ _1"></span>cial <span class="_ _5"></span>year is <span class="_ _5"></span>trans<span class="_ _1"></span>ferred <span class="_ _5"></span>until the <span class="_ _5"></span>statu<span class="_ _1"></span>tory <span class="_ _5"></span>reserve fund<span class="_ _1"></span><span class="ls24">s </span></div><div class="t m0 xe2 h9 y649 ff1 fs2 fc0 sc0 ls0 ws0">reach <span class="_ _1c"> </span>at <span class="_ _1c"> </span>lea<span class="_ _1"></span>st <span class="_ _1c"> </span>one-third <span class="_ _24"> </span>of <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _e"> </span>s<span class="_ _1"></span>hare <span class="_ _1c"> </span>capital, <span class="_ _1c"> </span>i.e. <span class="_ _24"> </span>in <span class="_ _1c"> </span>the <span class="_ _1c"> </span>cas<span class="_ _1"></span>e <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Par<span class="_ _1"></span>ent <span class="_ _1c"> </span>Company<span class="_ _1"></span>  <span class="ff5">–<span class="_ _0"></span><span class="ff1"> <span class="_ _1c"> </span>PLN <span class="_ _1c"> </span>2 <span class="_ _24"> </span>501 <span class="_ _1c"> </span>thous<span class="_ _1"></span>and <span class="_ _1c"> </span>as <span class="_ _24"> </span>at<span class="_ _0"></span> </span></span></div><div class="t m0 xe2 h9 y64a ff1 fs2 fc0 sc0 ls2 ws0">31<span class="ls0"> December <span class="_ _c"></span>2024. <span class="_ _1"></span>These <span class="_ _c"></span>statutory <span class="_ _c"></span>reserve <span class="_ _1"></span>funds <span class="_ _c"></span>are <span class="_ _1"></span>exempt <span class="_ _1"></span>from <span class="_ _c"></span>distribution<span class="_ _1"></span> <span class="_ _1"></span>among <span class="_ _1"></span>sharehold<span class="_ _1"></span>ers <span class="_ _1"></span>and <span class="_ _1"></span>may <span class="_ _c"></span>only <span class="_ _1"></span>be </span></div><div class="t m0 xe2 h9 y64b ff1 fs2 fc0 sc0 ls0 ws0">used <span class="_ _c"></span>to <span class="_ _c"></span>cov<span class="_ _1"></span>er <span class="_ _c"></span>losses. <span class="_ _c"></span>As <span class="_ _c"></span>at <span class="_ _c"></span>31 <span class="_ _c"></span>Dec<span class="_ _1"></span>ember <span class="_ _c"></span>2024 <span class="_ _c"></span>an<span class="_ _1"></span>d <span class="_ _c"></span>31 <span class="_ _c"></span>Decemb<span class="_ _1"></span>er <span class="_ _c"></span>2023, <span class="_ _c"></span>the <span class="_ _c"></span>supplemen<span class="_ _1"></span>tary <span class="_ _c"></span>capital <span class="_ _c"></span>was <span class="_ _19"></span>created <span class="_ _c"></span>in <span class="_ _c"></span>the </div><div class="t m0 xe2 h9 y64c ff1 fs2 fc0 sc0 ls0 ws0">required amount.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y628 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>retained earnings <span class="_ _0"></span>as <span class="_ _0"></span>at <span class="_ _0"></span>31 De<span class="_ _0"></span>cember 2024 <span class="_ _5"></span>represent result for <span class="_ _5"></span>the current <span class="_ _0"></span>year, <span class="_ _0"></span>supplementary capital cre<span class="_ _0"></span>ated fro<span class="_ _0"></span>m </div><div class="t m0 xe2 h9 y64d ff5 fs2 fc0 sc0 ls0 ws0">the Parent Company’s profits from previous years, accumulated profits of other companies from previous years and the </div><div class="t m0 xe2 h9 y64e ff1 fs2 fc0 sc0 ls0 ws0">result on the b<span class="_ _1"></span>uyout of the minority s<span class="_ _1"></span>hareholder in the amount of PLN (6 270) th<span class="_ _1"></span>ousand.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y46e ff1 fs2 fc0 sc0 ls0 ws0">In 2024 and 2023, th<span class="_ _1"></span>e Parent Company did no<span class="_ _1"></span>t pay any dividend.<span class="_ _1"></span> </div><div class="t m0 xe2 h9 y64f ff1 fs2 fc0 sc0 ls0 ws0">The Company&apos;s Man<span class="_ _1"></span>agement Board did n<span class="_ _1"></span>ot present a proposal for the div<span class="_ _1"></span>ision of the financial result for 2024.<span class="_ _c"></span> </div><div class="t m0 xe2 h9 y650 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y651 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y1b3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y652 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y653 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y654 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y655 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x59 y2 w6e h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x8d h5 y5 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 xcd h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 xce h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcf h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">44<span class="ff3 fs5 ls0"> </span></div><div class="t m0 xe2 ha y58 ff2 fs0 fc3 sc0 lsb ws0">18.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Loa<span class="_ _0"></span>ns and borrowin<span class="_ _5"></span>gs liabilities </span></span></div><div class="t m0 xe2 h9 y608 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y609 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y656 w76 h1c"><div class="t m0 x15 h3a y0 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y656 w9d h1c"><div class="t m0 x25 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x8f hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x11b y656 w9e h1c"><div class="t m0 x77 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xa hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xe2 y2ee w76 h1a"><div class="t m0 x15 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">Bank loan liabil<span class="_ _0"></span>ities, incl<span class="_ _0"></span>uding </div></div><div class="c xfb y2ee w9d h1a"><div class="t m0 x77 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">33 840      </span></div></div><div class="c x11b y2ee w9e h1a"><div class="t m0 x79 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe2 y337 w76 h75"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff5">–</span> long-<span class="ls25">term</span> </div></div><div class="c xfb y337 w9d h75"><div class="t m0 x77 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11b y337 w9e h75"><div class="t m0 x79 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe2 y657 w76 h75"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff5">–</span> short-<span class="ls25">term</span> </div></div><div class="c xfb y657 w9d h75"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">33 840      </span></div></div><div class="c x11b y657 w9e h75"><div class="t m0 x79 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y37c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y5c2 ff1 fs2 fc0 sc0 ls0 ws0">The table shows th<span class="_ _1"></span>e reconciliation of changes in<span class="_ _1"></span> debt due to bank loans:<span class="_ _1"></span> </div></div><div class="c xe2 y658 w9f h76"><div class="t m0 x11c hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x115 y658 w43 h76"><div class="t m0 x7d hf y659 ff2 fs3 fc0 sc0 ls0 ws0">Revolving  </div><div class="t m0 x77 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">bank loans </div></div><div class="c xf5 y658 w86 h76"><div class="t m0 x33 hf y659 ff2 fs3 fc0 sc0 ls0 ws0">Non-revolving <span class="_ _0"></span> </div><div class="t m0 x1c hf y46d ff2 fs3 fc0 sc0 ls0 ws0">bank loans </div></div><div class="c xfa y658 w43 h76"><div class="t m0 x77 hf y659 ff2 fs3 fc0 sc0 ls0 ws0">Bank loans  </div><div class="t m0 x2 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c xe2 y65a w9f h77"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023<span class="_ _5"></span> </div></div><div class="c x115 y65a w43 h77"><div class="t m0 x26 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">41 929      </span></div></div><div class="c xf5 y65a w86 h77"><div class="t m0 x1f hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">40 238      </span></div></div><div class="c xfa y65a w43 h77"><div class="t m0 x88 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">82 167      </span></div></div><div class="c xe2 y65b w9f h29"><div class="t m0 x15 h7 y65c ff1 fs3 fc0 sc0 ls0 ws0">Increase i<span class="_ _0"></span>n loans </div></div><div class="c x115 y65b w43 h29"><div class="t m0 xb5 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf5 y65b w86 h29"><div class="t m0 x3a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xfa y65b w43 h29"><div class="t m0 x47 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xe2 y65d w9f h78"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> for the period (note 28)<span class="_ _0"></span> </div></div><div class="c x115 y65d w43 h78"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">1 145      </span></div></div><div class="c xf5 y65d w86 h78"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">1 659      </span></div></div><div class="c xfa y65d w43 h78"><div class="t m0 x5f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">2 804      </span></div></div><div class="c xe2 y1c9 w9f h79"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> repaid </div></div><div class="c x115 y1c9 w43 h79"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(1 352)     </span></div></div><div class="c xf5 y1c9 w86 h79"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(1 897)     </span></div></div><div class="c xfa y1c9 w43 h79"><div class="t m0 x87 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(3 249)     </span></div></div><div class="c xe2 y65e w9f h7a"><div class="t m0 x15 h7 y65f ff1 fs3 fc0 sc0 ls0 ws0">Loan repai<span class="_ _0"></span>d </div></div><div class="c x115 y65e w43 h7a"><div class="t m0 x2e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(41 722)     </span></div></div><div class="c xf5 y65e w86 h7a"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(40 000)     </span></div></div><div class="c xfa y65e w43 h7a"><div class="t m0 x77 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">(81 722)     </span></div></div><div class="c xe2 y660 w9f h77"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x115 y660 w43 h77"><div class="t m0 x42 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf5 y660 w86 h77"><div class="t m0 x2c hf y66 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls6">     </span> </div></div><div class="c xfa y660 w43 h77"><div class="t m0 x42 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls6">     </span> </div></div><div class="c xe2 y661 w9f h79"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Increase i<span class="_ _0"></span>n loans </div></div><div class="c x115 y661 w43 h79"><div class="t m0 x5f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">31 971      </span></div></div><div class="c xf5 y661 w86 h79"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">33 726      </span></div></div><div class="c xfa y661 w43 h79"><div class="t m0 x5f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">65 697      </span></div></div><div class="c xe2 y662 w9f h79"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> for the period (note 28)<span class="_ _0"></span> </div></div><div class="c x115 y662 w43 h79"><div class="t m0 x87 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">451      </span></div></div><div class="c xf5 y662 w86 h79"><div class="t m0 x50 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">201      </span></div></div><div class="c xfa y662 w43 h79"><div class="t m0 x87 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">652      </span></div></div><div class="c xe2 y663 w9f h7a"><div class="t m0 x15 h7 y65f ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> repaid </div></div><div class="c x115 y663 w43 h7a"><div class="t m0 x99 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(451)     </span></div></div><div class="c xf5 y663 w86 h7a"><div class="t m0 x1c h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(88)     </span></div></div><div class="c xfa y663 w43 h7a"><div class="t m0 x99 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(539)     </span></div></div><div class="c xe2 y664 w9f h79"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Loan repai<span class="_ _0"></span>d </div></div><div class="c x115 y664 w43 h79"><div class="t m0 x77 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">(31 971)     </span></div></div><div class="c xf5 y664 w86 h79"><div class="t m0 x19 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xfa y664 w43 h79"><div class="t m0 x77 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">(31 971)     </span></div></div><div class="c xe2 y665 w9f h77"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at <span class="ls5">31 </span>Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x115 y665 w43 h77"><div class="t m0 x87 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf5 y665 w86 h77"><div class="t m0 x19 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">33 840      </span></div></div><div class="c xfa y665 w43 h77"><div class="t m0 x5f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">33 840      </span></div></div><div class="c xe2 y666 w9f h77"><div class="t m0 x15 hf y456 ff1 fs3 fc0 sc0 ls0 ws0"> - long-<span class="ls25">term</span><span class="ff2"> </span></div></div><div class="c x115 y666 w43 h77"><div class="t m0 x42 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf5 y666 w86 h77"><div class="t m0 x2c hf y66 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xfa y666 w43 h77"><div class="t m0 x7c hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y461 w9f h3c"><div class="t m0 x15 hf y497 ff1 fs3 fc0 sc0 ls0 ws0"> - short-<span class="ls25">term</span><span class="ff2"> </span></div></div><div class="c x115 y461 w43 h3c"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf5 y461 w86 h3c"><div class="t m0 x5b hf y62 ff1 fs3 fc0 sc0 ls0 ws0">33 840<span class="ff2"> </span></div></div><div class="c xfa y461 w43 h3c"><div class="t m0 x2 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xe2 h9 y667 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe2 h9 y668 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf wf h1f" ><div class="pc pc2d wf h1f"><img class="bi x97 y49e w65 h4b" alt="" 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class="c x0 y0 w11 h1f"><div class="t m0 x6d h4 ye1 ff2 fs1 fc0 sc0 ls26 ws0">                                                            <span class="_ _5"></span>                                                                                                                     <span class="_ _5"></span>                                                                                                 <span class="_ _5"></span>                                         <span class="ls0">TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></span></div><div class="t m0 xe6 h5 ye2 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 xe7 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 x11d h5 y669 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe8 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constitut<span class="_ _0"></span>e an integral part<span class="_ _0"></span> of these consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements </div><div class="t m0 xe9 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xea h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">45<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x88 hd y66a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x88 hd y66b ff2 fs2 fc0 sc0 ls0 ws0">Description of loan agre<span class="_ _1"></span>ements: </div><div class="t m0 x6 hd y66c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y66d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y66e wa0 h2f"><div class="t m0 x15 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Borrower </div></div><div class="c x11e y66e wa1 h2f"><div class="t m0 x15 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Object and value of<span class="_ _0"></span> agreement<span class="_ _0"></span> </div></div><div class="c x11f y66e wa2 h2f"><div class="t m0 x15 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">Name of the Bank <span class="_ _0"></span>/ covering </div><div class="t m0 x15 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">bonds / grantin<span class="_ _0"></span>g loans </div></div><div class="c x120 y66e wa3 h2f"><div class="t m0 x16 hf y189 ff2 fs3 fc0 sc0 ls0 ws0">Loan amount as </div><div class="t m0 xf2 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">per agreement as </div><div class="t m0 x16 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">at 31 December </div><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x10e y66e wa4 h2f"><div class="t m0 x2a hf y189 ff2 fs3 fc0 sc0 ls0 ws0">Amount </div><div class="t m0 xf2 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">outstanding as at<span class="_ _0"></span> </div><div class="t m0 x23 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x121 y66e wa4 h2f"><div class="t m0 x2a hf y189 ff2 fs3 fc0 sc0 ls0 ws0">Amount </div><div class="t m0 xf2 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">outstanding as at<span class="_ _0"></span>  </div><div class="t m0 x23 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div><div class="t m0 x2a hf y62 ff2 fs3 fc0 sc0 ls0 ws0">2023 (*) </div></div><div class="c x122 y66e wa5 h2f"><div class="t m0 x67 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Current interest r<span class="_ _0"></span>ate </div></div><div class="c x123 y66e wa6 h2f"><div class="t m0 x1c hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Date of expiry<span class="_ _0"></span> </div></div><div class="c x5f y66f wa0 h7b"><div class="t m0 x15 h7 y670 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x11e y66f wa1 h7b"><div class="t m0 x15 h7 y671 ff1 fs3 fc0 sc0 ls0 ws0">Overdraft c<span class="_ _0"></span>redit facility<span class="_ _0"></span> agreement BDK/KR-</div><div class="t m0 x15 h7 y672 ff1 fs3 fc0 sc0 ls0 ws0">RB/000054601/06<span class="_ _0"></span>41/10   </div></div><div class="c x11f y66f wa2 h7b"><div class="t m0 x15 h7 y671 ff1 fs3 fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy w Warszawie </div><div class="t m0 x15 h7 y672 ff1 fs3 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x120 y66f wa3 h7b"><div class="t m0 x7d h7 y670 ff1 fs3 fc0 sc0 ls0 ws0">40 000 </div></div><div class="c x10e y66f wa4 h7b"><div class="t m0 x27 h7 y670 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x121 y66f wa4 h7b"><div class="t m0 x27 h7 y670 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y66f wa5 h7b"><div class="t m0 x63 h7 y673 ff1 fs3 fc0 sc0 ls0 ws0">WIBOR 1 M  </div><div class="t m0 x116 h7 y674 ff1 fs3 fc0 sc0 ls27 ws0">+ <span class="ff5 ls0">bank’s margin<span class="ff1"> </span></span></div></div><div class="c x123 y66f wa6 h7b"><div class="t m0 x1b h7 y670 ff1 fs3 fc0 sc0 ls0 ws0">12 December 2025<span class="_ _5"></span> </div></div><div class="c x5f y675 wa0 h7c"><div class="t m0 x15 h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x11e y675 wa1 h7c"><div class="t m0 x15 h7 y677 ff1 fs3 fc0 sc0 ls0 ws0">Overdraft c<span class="_ _0"></span>redit facility<span class="_ _0"></span> agreement </div><div class="t m0 x15 h7 y678 ff1 fs3 fc0 sc0 ls0 ws0">WAR/8833/20/32<span class="_ _0"></span>6/CB  </div></div><div class="c x11f y675 wa2 h7c"><div class="t m0 x15 h7 y679 ff1 fs3 fc0 sc0 ls0 ws0">BNP Paribas B<span class="_ _0"></span>ank Polska <span class="_ _0"></span>S.A. </div><div class="t m0 x15 h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">with its <span class="_ _0"></span>registered office<span class="_ _0"></span> in </div><div class="t m0 x15 h7 y67a ff1 fs3 fc0 sc0 ls0 ws0">Warsaw </div></div><div class="c x120 y675 wa3 h7c"><div class="t m0 x7d h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">25 000 </div></div><div class="c x10e y675 wa4 h7c"><div class="t m0 x27 h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x121 y675 wa4 h7c"><div class="t m0 x27 h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y675 wa5 h7c"><div class="t m0 x63 h7 y67b ff1 fs3 fc0 sc0 ls0 ws0">WIBOR 1 M  </div><div class="t m0 x116 h7 y61a ff1 fs3 fc0 sc0 ls27 ws0">+ <span class="ff5 ls0">bank’s margin<span class="ff1"> </span></span></div></div><div class="c x123 y675 wa6 h7c"><div class="t m0 x1b h7 y676 ff1 fs3 fc0 sc0 ls0 ws0">17 December 2025<span class="_ _5"></span> </div></div><div class="c x5f y67c wa0 h7c"><div class="t m0 x15 h7 y67d ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x11e y67c wa1 h7c"><div class="t m0 x15 h7 y677 ff1 fs3 fc0 sc0 ls0 ws0">Overdraft c<span class="_ _0"></span>redit facility<span class="_ _0"></span> agreement </div><div class="t m0 x15 h7 y678 ff1 fs3 fc0 sc0 ls0 ws0">09/030/19/Z/VV<span class="_ _0"></span> </div></div><div class="c x11f y67c wa2 h7c"><div class="t m0 x15 h7 y677 ff1 fs3 fc0 sc0 ls0 ws0">mBank S.A. wit<span class="_ _0"></span>h its re<span class="_ _0"></span>gistered </div><div class="t m0 x15 h7 y678 ff1 fs3 fc0 sc0 ls0 ws0">office in <span class="_ _0"></span>Warsaw </div></div><div class="c x120 y67c wa3 h7c"><div class="t m0 x7d h7 y67d ff1 fs3 fc0 sc0 ls0 ws0">60 000 </div></div><div class="c x10e y67c wa4 h7c"><div class="t m0 x27 h7 y67d ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x121 y67c wa4 h7c"><div class="t m0 x27 h7 y67d ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y67c wa5 h7c"><div class="t m0 x80 h7 y677 ff1 fs3 fc0 sc0 ls0 ws0">WIBOR ON  </div><div class="t m0 x116 h7 y678 ff1 fs3 fc0 sc0 ls27 ws0">+ <span class="ff5 ls0">bank’s margin<span class="ff1"> </span></span></div></div><div class="c x123 y67c wa6 h7c"><div class="t m0 x25 h7 y67d ff1 fs3 fc0 sc0 ls0 ws0">27 March 2025<span class="_ _0"></span> </div></div><div class="c x5f y67e wa0 h21"><div class="t m0 x15 h7 ye8 ff1 fs3 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c x11e y67e wa1 h21"><div class="t m0 x15 h7 ye8 ff1 fs3 fc0 sc0 ls0 ws0">Short-term wor<span class="_ _0"></span>king capit<span class="_ _0"></span>al loan agreement </div></div><div class="c x11f y67e wa2 h21"><div class="t m0 x15 h7 yea ff1 fs3 fc0 sc0 ls0 ws0">CITIBANK (CHINA) CO<span class="_ _0"></span>., LTD. </div><div class="t m0 x15 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">SHANGHAI BRAN<span class="_ _5"></span>C<span class="_ _1"></span>H </div><div class="t m0 x15 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">headquarte<span class="_ _0"></span>red in the Pe<span class="_ _0"></span>ople&apos;s </div><div class="t m0 x15 hf y66 ff1 fs3 fc0 sc0 ls0 ws0">Republic<span class="_ _0"></span> of China<span class="ff2"> </span></div></div><div class="c x120 y67e wa3 h21"><div class="t m0 x7d hf ye8 ff1 fs3 fc0 sc0 ls0 ws0">33 726<span class="ff2"> </span></div></div><div class="c x10e y67e wa4 h21"><div class="t m0 x7d hf ye8 ff1 fs3 fc0 sc0 ls0 ws0">33 840<span class="ff2"> </span></div></div><div class="c x121 y67e wa4 h21"><div class="t m0 x16 h7 yea ff1 fs3 fc0 sc0 ls0 ws0">Not appli<span class="_ _0"></span>cable <span class="ff5">–</span> </div><div class="t m0 x2a h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">contract<span class="_ _0"></span> </div><div class="t m0 x106 h7 yc8 ff1 fs3 fc0 sc0 ls0 ws0">conclude<span class="_ _0"></span>d in </div><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">2024.<span class="ls0"> </span></div></div><div class="c x122 y67e wa5 h21"><div class="t m0 xb5 h7 yeb ff1 fs3 fc0 sc0 ls0 ws0">LPR  </div><div class="t m0 x116 hf yc8 ff1 fs3 fc0 sc0 ls27 ws0">+ <span class="ff5 ls0">bank’s margin<span class="ff2"> </span></span></div></div><div class="c x123 y67e wa6 h21"><div class="t m0 x25 hf ye8 ff1 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">March 2025<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x5f y67f wa0 h12"><div class="t m0 x15 hf y680 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y67f wa1 h12"><div class="t m0 x15 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">Total li<span class="_ _0"></span>abilities, of which: </div></div><div class="c x11f y67f wa2 h12"><div class="t m0 x15 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y67f wa3 h12"><div class="t m0 x99 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">158 726 </div></div><div class="c x10e y67f wa4 h12"><div class="t m0 x7d hf y7b ff2 fs3 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c x121 y67f wa4 h12"><div class="t m0 x27 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y67f wa5 h12"><div class="t m0 x15 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y67f wa6 h12"><div class="t m0 x15 hf y7b ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x5f y681 wa0 h16"><div class="t m0 x15 h7 y4a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y681 wa1 h16"><div class="t m0 x15 h7 y82 ff5 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> short-te<span class="_ _0"></span>rm portion </span></div></div><div class="c x11f y681 wa2 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y681 wa3 h16"><div class="t m0 x99 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">158 726 </div></div><div class="c x10e y681 wa4 h16"><div class="t m0 x7d h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c x121 y681 wa4 h16"><div class="t m0 x27 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y681 wa5 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y681 wa6 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x5f y682 wa0 h16"><div class="t m0 x15 h7 y4a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y682 wa1 h16"><div class="t m0 x15 h7 y82 ff5 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> long-term por<span class="_ _0"></span>tion </span></div></div><div class="c x11f y682 wa2 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y682 wa3 h16"><div class="t m0 x13 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10e y682 wa4 h16"><div class="t m0 x27 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x121 y682 wa4 h16"><div class="t m0 x27 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y682 wa5 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y682 wa6 h16"><div class="t m0 x15 h3a yfc ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w11 h1f"><div class="t m0 x6 hd y683 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y1e2 ff1 fs2 fc0 sc0 ls0 ws0">(*) the amount used is<span class="_ _1"></span> presented together with inter<span class="_ _1"></span>est due and not <span class="_ _1"></span>repaid as at 31 December 2024<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h9 y1e3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y684 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x4 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2024 </div><div class="t m0 x5 h5 y5 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 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constitut<span class="_ _0"></span>e an integral part<span class="_ _0"></span> of these consoli<span class="_ _0"></span>dated financial stat<span class="_ _0"></span>ements </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">46<span class="ff3 fs5 ls0"> </span></div><div class="t m0 x6 h9 y685 ff1 fs2 fc0 sc0 ls0 ws0">During the year ended o<span class="_ _1"></span>n 31 December 2024, th<span class="_ _1"></span>ere were no s<span class="_ _1"></span>ignificant changes to the contra<span class="_ _1"></span>ctual terms of the loans<span class="_ _1"></span> or </div><div class="t m0 x6 h9 y686 ff1 fs2 fc0 sc0 ls0 ws0">expected cash flows<span class="_ _1"></span>. </div><div class="t m0 x6 h9 y687 ff1 fs2 fc0 sc0 ls0 ws0">The bank margins relating t<span class="_ _1"></span>o the loans listed a<span class="_ _1"></span>bove do not exceed 1%.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1ed ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>value of <span class="_ _5"></span>mortgag<span class="_ _1"></span>e <span class="_ _0"></span>collaterals was determine<span class="_ _0"></span>d as <span class="_ _0"></span>a sum <span class="_ _5"></span>of collaterals e<span class="_ _0"></span>stablished for individual <span class="_ _0"></span>banks, in <span class="_ _5"></span>the amounts </div><div class="t m0 x6 h9 y688 ff1 fs2 fc0 sc0 ls0 ws0">required by the banks (in the amount resulting from <span class="_ _0"></span>the agreement). The book value of mortgaged assets was PLN 9 671 </div><div class="t m0 x6 h9 y689 ff1 fs2 fc0 sc0 ls0 ws0">thousand<span class="_ _1"></span> <span class="_ _19"></span>as <span class="_ _e"></span>at <span class="_ _e"></span>31 December <span class="_ _e"></span>2024 <span class="_ _e"></span>(PLN <span class="_ _e"></span>10 <span class="_ _19"></span>122 <span class="_ _e"></span>thousan<span class="_ _1"></span>d <span class="_ _19"></span>as<span class="_ _1"></span> <span class="_ _19"></span>at<span class="_ _1"></span> <span class="_ _19"></span>31 <span class="_ _e"></span>December <span class="_ _e"></span>2023). <span class="_ _e"></span>The <span class="_ _e"></span>value <span class="_ _19"></span>o<span class="_ _1"></span>f <span class="_ _19"></span>the <span class="_ _e"></span>assignment <span class="_ _e"> </span>of </div><div class="t m0 x6 h9 y68a ff1 fs2 fc0 sc0 ls0 ws0">receivables in <span class="_ _1"></span>the <span class="_ _1"></span>amount of<span class="_ _1"></span> PLN <span class="_ _1"></span>13 004 <span class="_ _1"></span>thousand<span class="_ _1"></span> (PLN 9 <span class="_ _1"></span>376 th<span class="_ _1"></span>ousand <span class="_ _1"></span>as at <span class="_ _1"></span>31 Decem<span class="_ _1"></span>ber 2023) h<span class="_ _1"></span>as been<span class="_ _1"></span> determin<span class="_ _1"></span>ed </div><div class="t m0 x6 h9 y68b ff1 fs2 fc0 sc0 ls0 ws0">at the carrying amou<span class="_ _1"></span>nts of the assets p<span class="_ _1"></span>rovided as security. The value of the s<span class="_ _1"></span>ecurity in the form of transfer of ownership<span class="_ _1"></span> </div><div class="t m0 x6 h9 y68c ff1 fs2 fc0 sc0 ls0 ws0">of inventory together with t<span class="_ _1"></span>he assignment of rights from th<span class="_ _1"></span>e insurance po<span class="_ _1"></span>licy was set at the maximum amount <span class="_ _1"></span>resulting </div><div class="t m0 x6 h9 y164 ff1 fs2 fc0 sc0 ls0 ws0">from the contracts an<span class="_ _1"></span>d amounts to PLN<span class="_ _1"></span> 50 109 thousand as at 31 Dec<span class="_ _1"></span>ember 202<span class="_ _1"></span>4 and 2023. </div><div class="t m0 x6 h9 y199 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _e"> </span>securiti<span class="_ _1"></span>es <span class="_ _e"> </span>ap<span class="_ _1"></span>ply <span class="_ _e"> </span>th<span class="_ _1"></span>roughout <span class="_ _1c"> </span>the <span class="_ _1c"> </span>term <span class="_ _1c"> </span>of <span class="_ _1c"> </span>loan<span class="_ _1"></span> <span class="_ _e"> </span>agree<span class="_ _1"></span>ments. <span class="_ _e"> </span>Th<span class="_ _1"></span>e <span class="_ _e"> </span>Compan<span class="_ _1"></span>y <span class="_ _e"> </span>h<span class="_ _1"></span>as <span class="_ _e"> </span>limited <span class="_ _1c"> </span>abiliti<span class="_ _1"></span>es <span class="_ _e"> </span>to <span class="_ _1c"> </span>dis<span class="_ _1"></span>pose <span class="_ _e"> </span>o<span class="_ _1"></span>f <span class="_ _e"> </span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y4eb ff1 fs2 fc0 sc0 ls0 ws0">mortgaged <span class="_ _1"></span>ass<span class="_ _1"></span>ets. <span class="_ _1"></span>In <span class="_ _c"></span>the <span class="_ _1"></span>case<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _1"></span>ass<span class="_ _1"></span>ignments <span class="_ _1"></span>of <span class="_ _c"></span>trade <span class="_ _1"></span>receiv<span class="_ _1"></span>ables, <span class="_ _1"></span>the <span class="_ _c"></span>Company <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _1"></span>obliged <span class="_ _1"></span>to <span class="_ _c"></span>refrain <span class="_ _1"></span>fro<span class="_ _1"></span>m <span class="_ _1"></span>any <span class="_ _1"></span>legal <span class="_ _c"></span>or </div><div class="t m0 x6 h9 y68d ff1 fs2 fc0 sc0 ls0 ws0">actual actions resulting <span class="ff5">in restrictions on the Company’s ability to dispose of<span class="_ _0"></span> these receivables. In addition, the <span class="_ _0"></span>Company </span></div><div class="t m0 x6 h9 y68e ff1 fs2 fc0 sc0 ls0 ws0">agreed <span class="_ _5"></span>th<span class="_ _1"></span>at <span class="_ _5"></span>th<span class="_ _1"></span>roughout <span class="_ _0"></span>the <span class="_ _0"></span>loan <span class="_ _0"></span>period, w<span class="_ _0"></span>ithout the <span class="_ _5"></span>bank&apos;s prior <span class="_ _5"></span>cons<span class="_ _1"></span>ent, <span class="_ _5"></span>it would <span class="_ _5"></span>not grant <span class="_ _0"></span>loans or <span class="_ _5"></span>guarantees to <span class="_ _5"></span>other </div><div class="t m0 x6 h9 y68f ff1 fs2 fc0 sc0 ls0 ws0">entities. </div><div class="t m0 x6 hd y690 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y691 ff2 fs2 fc0 sc0 ls0 ws0">Effective interest rate<span class="_ _1"></span> for loans </div><div class="t m0 x6 h9 y692 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>e<span class="_ _1"></span>ffective <span class="_ _1"></span>inter<span class="_ _1"></span>est <span class="_ _1"></span>ra<span class="_ _1"></span>tes <span class="_ _1"></span>are <span class="_ _c"></span>close <span class="_ _c"></span>to <span class="_ _c"></span>the <span class="_ _c"></span>nominal <span class="_ _c"></span>interest <span class="_ _c"></span>rates <span class="_ _c"></span>calculated <span class="_ _c"></span>in <span class="_ _1"></span>line <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>terms <span class="_ _c"></span>of <span class="_ _1"></span>the<span class="_ _c"></span> agreem<span class="_ _1"></span>ents </div><div class="t m0 x6 h9 y296 ff1 fs2 fc0 sc0 ls0 ws0">described above. As<span class="_ _1"></span> at 31 December 202<span class="_ _1"></span>4, the w<span class="_ _1"></span>eighted average cost of loa<span class="_ _1"></span>ns (excluding commiss<span class="_ _1"></span>ion) was <span class="_ _1"></span>5.77<span class="ff4"> </span>% (as<span class="_ _1"></span> at </div><div class="t m0 x6 h9 yd9 ff1 fs2 fc0 sc0 ls0 ws0">31 December 2023 <span class="_ _1"></span><span class="ff5">–</span> 7.24%). </div><div class="t m0 x6 hd y693 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y694 ff2 fs2 fc0 sc0 ls0 ws0">Fulfilment of contr<span class="_ _1"></span>actual provisions </div><div class="t m0 x6 h9 y144 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at 31 <span class="_ _1"></span>December <span class="_ _1"></span>2024, <span class="_ _1"></span>the <span class="_ _1"></span>Group <span class="_ _1"></span>did <span class="_ _1"></span>not <span class="_ _1"></span>default o<span class="_ _1"></span>n its<span class="_ _1"></span> debt <span class="_ _1"></span>repayment <span class="_ _1"></span>obligations <span class="_ _1"></span>or <span class="_ _1"></span>on <span class="_ _1"></span>any <span class="_ _1"></span>other of <span class="_ _1"></span>its <span class="_ _1"></span>obligations </div><div class="t m0 x6 h9 y695 ff1 fs2 fc0 sc0 ls0 ws0">under loan agreements<span class="_ _1"></span> in a manner which would res<span class="_ _1"></span>ult in an acceleration of debt repay<span class="_ _1"></span>ment. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y696 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>loan <span class="_ _c"></span>agreements <span class="_ _c"></span>concluded <span class="_ _c"></span>by <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Parent <span class="_ _1"></span>Co<span class="_ _1"></span>mpany <span class="_ _1"></span>pro<span class="_ _1"></span>vide <span class="_ _1"></span>that <span class="_ _c"></span>throughout <span class="_ _c"></span>the <span class="_ _1"></span>entire <span class="_ _c"></span>loan <span class="_ _1"></span>period,<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>borro<span class="_ _1"></span>wer </div><div class="t m0 x6 h9 y1d7 ff1 fs2 fc0 sc0 ls0 ws0">undertakes <span class="_ _0"></span>to <span class="_ _5"></span>maintain the <span class="_ _5"></span>capitalization <span class="_ _5"></span>ratio <span class="_ _0"></span>and <span class="_ _5"></span>debt <span class="_ _0"></span>ratio <span class="_ _5"></span>at <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>agreed <span class="_ _5"></span>level <span class="_ _5"></span>and<span class="_ _1"></span> <span class="_ _5"></span>to <span class="_ _5"></span>maintain<span class="_ _1"></span> <span class="_ _5"></span>inflows <span class="_ _5"></span>to bank <span class="_ _5"></span>accounts </div><div class="t m0 x6 h9 y1d8 ff1 fs2 fc0 sc0 ls0 ws0">in the agreed amoun<span class="_ _1"></span>t, in accordance with th<span class="_ _1"></span>e terms of the loan agreements<span class="_ _1"></span>. </div><div class="t m0 x6 h9 y4d0 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _c"></span>credit <span class="_ _c"></span>agreement <span class="_ _c"></span>conclu<span class="_ _1"></span>ded <span class="_ _c"></span>by <span class="_ _c"></span>Yato <span class="_ _c"></span>Tools <span class="_ _c"></span>(Shangh<span class="_ _1"></span>ai) <span class="_ _1"></span>Co. <span class="_ _c"></span>Ltd <span class="_ _c"></span>pro<span class="_ _1"></span>vides <span class="_ _c"></span>that <span class="_ _c"></span>during <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>credit <span class="_ _19"></span>period <span class="_ _c"></span>the <span class="_ _c"></span>borro<span class="_ _1"></span>w<span class="_ _0"></span>er </div><div class="t m0 x6 h9 y697 ff1 fs2 fc0 sc0 ls0 ws0">may <span class="_ _1"></span>not,<span class="_ _1"></span> <span class="_ _1"></span>without <span class="_ _c"></span>the <span class="_ _1"></span>prior <span class="_ _c"></span>written <span class="_ _1"></span>consent <span class="_ _c"></span>of <span class="_ _1"></span>the <span class="_ _c"></span>bank, <span class="_ _1"></span>create <span class="_ _c"></span>or <span class="_ _1"></span>allow <span class="_ _c"></span>any <span class="_ _1"></span>s<span class="_ _1"></span>ecurity <span class="_ _1"></span>on <span class="_ _c"></span>any <span class="_ _c"></span>of <span class="_ _1"></span>its <span class="_ _c"></span>assets, <span class="_ _1"></span>or <span class="_ _c"></span>dispose <span class="_ _1"></span>of </div><div class="t m0 x6 h9 y179 ff1 fs2 fc0 sc0 ls0 ws0">any <span class="_ _c"></span>of <span class="_ _c"></span>its <span class="_ _c"></span>assets <span class="_ _c"></span>on <span class="_ _c"></span>such<span class="_ _1"></span> <span class="_ _1"></span>terms <span class="_ _c"></span>that <span class="_ _c"></span>they <span class="_ _c"></span>would <span class="_ _c"></span>be <span class="_ _c"></span>re<span class="_ _1"></span>-acquired <span class="_ _c"></span>or <span class="_ _c"></span>leased <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>b<span class="_ _1"></span>orrower <span class="_ _1"></span>or<span class="_ _1"></span> <span class="_ _1"></span>its <span class="_ _c"></span>affiliate <span class="_ _c"></span>(th<span class="_ _1"></span>e <span class="_ _1"></span>so<span class="_ _1"></span>-call<span class="_ _1"></span>ed </div><div class="t m0 x6 h9 y698 ff1 fs2 fc0 sc0 ls0 ws0">Negative Pledge clause). <span class="_ _1"></span> </div><div class="t m0 x6 h9 y699 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>cr<span class="_ _1"></span>edit <span class="_ _1"></span>agr<span class="_ _1"></span>eement <span class="_ _c"></span>concluded <span class="_ _c"></span>by <span class="_ _c"></span>Yato <span class="_ _c"></span>Tools <span class="_ _c"></span>(Shanghai) <span class="_ _c"></span>Co. <span class="_ _c"></span>Ltd <span class="_ _c"></span>is <span class="_ _c"></span>covered <span class="_ _c"></span>by <span class="_ _c"></span>the <span class="_ _c"></span>guarantee <span class="_ _c"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Parent <span class="_ _e"> </span>Compan<span class="_ _1"></span>y </div><div class="t m0 x6 h9 y69a ff1 fs2 fc0 sc0 ls0 ws0">(see point 31).<span class="_ _1"></span> </div><div class="t m0 x6 h9 y69b ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _35"> </span>Group <span class="_ _35"> </span>has <span class="_ _36"> </span>good <span class="_ _36"> </span>relations<span class="_ _1"></span>hips <span class="_ _36"> </span>with <span class="_ _35"> </span>banks, <span class="_ _36"> </span>and <span class="_ _35"> </span>in <span class="_ _36"> </span>its<span class="_ _1"></span> <span class="_ _36"> </span>activity <span class="_ _35"> </span>to <span class="_ _36"> </span>date <span class="_ _36"> </span>it <span class="_ _35"> </span>had <span class="_ _36"> </span>n<span class="_ _1"></span>o <span class="_ _36"> </span>problems <span class="_ _36"> </span>wi<span class="_ _1"></span>th <span class="_ _1"></span> </div><div class="t m0 x6 h9 y69c ff1 fs2 fc0 sc0 ls0 ws0">renewal <span class="_ _1"></span>of ban<span class="_ _1"></span>k loa<span class="_ _1"></span>ns. <span class="_ _1"></span>Based o<span class="_ _1"></span>n th<span class="_ _1"></span>is, th<span class="_ _1"></span>e Management <span class="_ _1"></span>Board<span class="_ _1"></span> believes <span class="_ _1"></span>that <span class="_ _1"></span>the <span class="_ _1"></span>risk <span class="_ _1"></span>resulting <span class="_ _1"></span>from <span class="_ _1"></span>short<span class="_ _c"></span>-term <span class="_ _1"></span>financing </div><div class="t m0 x6 h9 y69d ff1 fs2 fc0 sc0 ls0 ws0">is not significan<span class="_ _1"></span>t. </div><div class="t m0 x6 h9 y12b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y405 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y5b3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y69e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y132 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">47<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">19.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Tra<span class="_ _0"></span>de and other p<span class="_ _0"></span>ayables </span></span></div><div class="t m0 x6 hb y108 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y69f wa7 h1e"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y69f w42 h1e"><div class="t m0 x24 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div></div><div class="c xad y69f w29 h1e"><div class="t m0 xa2 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div></div><div class="c x6 y6a0 wa7 h75"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y6a0 w42 h75"><div class="t m0 x52 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xad y6a0 w29 h75"><div class="t m0 x55 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x6 y313 wa7 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Trade payabl<span class="_ _0"></span>es to relat<span class="_ _0"></span>ed parties </div></div><div class="c xac y313 w42 h41"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xad y313 w29 h41"><div class="t m0 x4b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> - </div></div><div class="c x6 y6a1 wa7 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Trade payabl<span class="_ _0"></span>es to third <span class="_ _0"></span>parties </div></div><div class="c xac y6a1 w42 h27"><div class="t m0 x3c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls5">197<span class="ls0"> 912      </span></span></div></div><div class="c xad y6a1 w29 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">73 186      </span></div></div><div class="c x6 y6a2 wa7 h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total trade paya<span class="_ _0"></span>bles </div></div><div class="c xac y6a2 w42 h27"><div class="t m0 x3b hf y62 ff2 fs3 fc0 sc0 ls5 ws0">197<span class="ls0"> 912     </span></div></div><div class="c xad y6a2 w29 h27"><div class="t m0 x5b hf y62 ff2 fs3 fc0 sc0 ls5 ws0">73<span class="ls0"> 186     </span></div></div><div class="c x6 y6a3 wa7 h48"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y6a3 w42 h48"><div class="t m0 x42 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y6a3 w29 h48"><div class="t m0 xb9 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y6a4 wa7 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Tax liabili<span class="_ _0"></span>ties </div></div><div class="c xac y6a4 w42 h27"><div class="t m0 xa2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">8 328      </span></div></div><div class="c xad y6a4 w29 h27"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">6 386      </span></div></div><div class="c x6 y6a5 wa7 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liability d<span class="_ _0"></span>ue to expected <span class="_ _0"></span>goods returns </div></div><div class="c xac y6a5 w42 h27"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">930      </span></div></div><div class="c xad y6a5 w29 h27"><div class="t m0 x50 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">589      </span></div></div><div class="c x6 y198 wa7 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Prepayments r<span class="_ _0"></span>eceive<span class="_ _0"></span>d </div></div><div class="c xac y198 w42 h41"><div class="t m0 xa2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">2 826      </span></div></div><div class="c xad y198 w29 h41"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 383      </span></div></div><div class="c x6 y6a6 wa7 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Other pay<span class="_ _0"></span>ables to thir<span class="_ _0"></span>d parties </div></div><div class="c xac y6a6 w42 h27"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">866      </span></div></div><div class="c xad y6a6 w29 h27"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">669      </span></div></div><div class="c x6 y6a7 wa7 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s arising from guar<span class="_ _0"></span>antees and sure<span class="_ _0"></span>ties granted </div></div><div class="c xac y6a7 w42 h27"><div class="t m0 x3c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">40      </span></div></div><div class="c xad y6a7 w29 h27"><div class="t m0 xb9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y6a8 wa7 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income - subsidi<span class="_ _0"></span>es received </div></div><div class="c xac y6a8 w42 h27"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">1 186      </span></div></div><div class="c xad y6a8 w29 h27"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1 209      </span></div></div><div class="c x6 y6a9 wa7 h23"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Total other current pa<span class="_ _5"></span>yables </div></div><div class="c xac y6a9 w42 h23"><div class="t m0 x2 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> 176     </span></div></div><div class="c xad y6a9 w29 h23"><div class="t m0 x5b hf y66 ff2 fs3 fc0 sc0 ls5 ws0">10<span class="ls0"> 236     </span></div></div><div class="c x6 y6aa wa7 h48"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xac y6aa w42 h48"><div class="t m0 x42 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y6aa w29 h48"><div class="t m0 xb9 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y6ab wa7 h27"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xac y6ab w42 h27"><div class="t m0 x3b hf y66 ff2 fs3 fc0 sc0 ls5 ws0">212<span class="ls0"> </span>088<span class="ls6">    <span class="ls0"> </span></span></div></div><div class="c xad y6ab w29 h27"><div class="t m0 x5b hf y66 ff2 fs3 fc0 sc0 ls5 ws0">83<span class="ls0"> </span>422<span class="ls6">    <span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6ac ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y192 ff1 fs2 fc0 sc0 ls0 ws0">Advances received repres<span class="_ _1"></span>ent contractual <span class="_ _1"></span>obligations in accordance with IFRS 15.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y6ad ff1 fs2 fc0 sc0 ls0 ws0">An average payab<span class="_ _1"></span>les payment period is 93 d<span class="_ _1"></span>ays.  </div><div class="t m0 x6 h9 y6ae ff1 fs2 fc0 sc0 ls0 ws0">During th<span class="_ _1"></span>e year ended <span class="_ _1"></span>31 December 20<span class="_ _1"></span>24, the Grou<span class="_ _1"></span>p recognized <span class="_ _1"></span>revenues in<span class="_ _1"></span> the amoun<span class="_ _1"></span>t of PLN <span class="_ _1"></span>1 383 thousan<span class="_ _1"></span>d, which </div><div class="t m0 x6 h9 y6af ff1 fs2 fc0 sc0 ls0 ws0">were classified as prepay<span class="_ _1"></span>ments at th<span class="_ _1"></span>e beginning of the period. <span class="_ _1"></span> </div><div class="t m0 x6 ha y3ac ff2 fs0 fc3 sc0 lsb ws0">20.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Lia<span class="_ _0"></span>bilities from emp<span class="_ _5"></span>loyee benefits </span></span></div></div><div class="c x6 y6b0 w76 h3c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x128 y6b0 wa8 h3c"><div class="t m0 x7f hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31<span class="ls0"> December </span></div></div><div class="c xe4 y6b0 wa9 h3c"><div class="t m0 x3c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div></div><div class="c x6 y6b1 w76 h7d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x128 y6b1 wa8 h7d"><div class="t m0 x4b hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c xe4 y6b1 wa9 h7d"><div class="t m0 x6a hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x6 y6b2 w76 h7e"><div class="t m0 x15 h7 y6b3 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for retire<span class="_ _0"></span>ment benefits, disabil<span class="_ _0"></span>ity pensions<span class="_ _0"></span> and for death be<span class="_ _0"></span>nefits </div></div><div class="c x128 y6b2 wa8 h7e"><div class="t m0 x39 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">756<span class="ls0"> </span></div></div><div class="c xe4 y6b2 wa9 h7e"><div class="t m0 x8f h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">678<span class="ls0"> </span></div></div><div class="c x6 y6b4 w76 h3f"><div class="t m0 x15 hf y65f ff2 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties from employee ben<span class="_ _0"></span>efits <span class="ffa">–</span> <span class="ls28">non</span>-current portion<span class="_ _5"></span> </div></div><div class="c x128 y6b4 wa8 h3f"><div class="t m0 x39 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">756<span class="ls0"> </span></div></div><div class="c xe4 y6b4 wa9 h3f"><div class="t m0 x8f hf y66 ff2 fs3 fc0 sc0 ls5 ws0">678<span class="ls0"> </span></div></div><div class="c x6 y6b5 w76 h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x128 y6b5 wa8 h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6b5 wa9 h3c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y6b6 w76 h3d"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for retire<span class="_ _0"></span>ment benefits, disabil<span class="_ _0"></span>ity pensions<span class="_ _0"></span> and for death be<span class="_ _0"></span>nefits </div></div><div class="c x128 y6b6 wa8 h3d"><div class="t m0 xf3 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">47<span class="ls0"> </span></div></div><div class="c xe4 y6b6 wa9 h3d"><div class="t m0 x27 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">53<span class="ls0"> </span></div></div><div class="c x6 y6b7 w76 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Payroll l<span class="_ _0"></span>iabilities </div></div><div class="c x128 y6b7 wa8 h3c"><div class="t m0 xd h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">11 841 </div></div><div class="c xe4 y6b7 wa9 h3c"><div class="t m0 x84 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">10 258 </div></div><div class="c x6 y4f8 w76 h7e"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Unused holi<span class="_ _0"></span>days </div></div><div class="c x128 y4f8 wa8 h7e"><div class="t m0 x27 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 277 </div></div><div class="c xe4 y4f8 wa9 h7e"><div class="t m0 x55 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 993 </div></div><div class="c x6 y6b8 w76 h7f"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties from employee ben<span class="_ _0"></span>efits <span class="ffa">–</span> current portion<span class="_ _0"></span> </div></div><div class="c x128 y6b8 wa8 h7f"><div class="t m0 xd hf y62 ff2 fs3 fc0 sc0 ls0 ws0">14 165 </div></div><div class="c xe4 y6b8 wa9 h7f"><div class="t m0 x84 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">12 304 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6b9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y514 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _19"></span>Parent <span class="_ _e"></span>Company <span class="_ _e"></span>pays <span class="_ _19"></span>retirement <span class="_ _e"></span>benefits, <span class="_ _19"></span>disability <span class="_ _e"></span>pensions <span class="_ _19"></span>an<span class="_ _1"></span>d <span class="_ _19"></span>death <span class="_ _19"></span>b<span class="_ _1"></span>enefits <span class="_ _19"></span>in <span class="_ _19"></span>accord<span class="_ _1"></span>ance <span class="_ _19"></span>with <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>Labour<span class="_ _1"></span> </div><div class="t m0 x6 h9 y86 ff5 fs2 fc0 sc0 ls0 ws0">Code, <span class="_ _0"></span>in <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>a<span class="_ _1"></span>mount <span class="_ _5"></span>of a <span class="_ _5"></span>one month’s re<span class="_ _0"></span>muneration. T<span class="_ _0"></span>he amount <span class="_ _0"></span>of <span class="_ _5"></span>prov<span class="_ _1"></span>ision <span class="_ _0"></span>for <span class="_ _5"></span>retir<span class="_ _1"></span>ement <span class="_ _5"></span>b<span class="_ _1"></span>enefits, <span class="_ _0"></span>disability pensions </div><div class="t m0 x6 h9 y4d7 ff1 fs2 fc0 sc0 ls0 ws0">and death benefits as at 3<span class="_ _1"></span>1 December 2024 and 31 December 2023 was estimated b<span class="_ _1"></span>y an actuary. The basic assumptions </div><div class="t m0 x6 h9 y1b2 ff1 fs2 fc0 sc0 ls0 ws0">were as follows:<span class="_ _1"></span> </div><div class="t m0 x6 h9 y6ba ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y25b waa h1d"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  Assumptions<span class="_ _0"></span> </div></div><div class="c xc3 y25b w9c h1d"><div class="t m0 x24 hf yd1 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x52 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf6 y25b wab h1d"><div class="t m0 x24 hf yd1 ff2 fs3 fc0 sc0 ls5 ws0">31<span class="ls0"> December  </span></div><div class="t m0 x52 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y25c waa h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Discount<span class="_ _0"></span> rate (risk-free rat<span class="_ _0"></span>e) </div></div><div class="c xc3 y25c w9c h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5.80% </div></div><div class="c xf6 y25c wab h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5.07% </div></div><div class="c x6 y6bb waa h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Growth rat<span class="_ _0"></span>e of remuner<span class="_ _0"></span>ations </div></div><div class="c xc3 y6bb w9c h27"><div class="t m0 x6c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y6bb wab h27"><div class="t m0 x6c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y3d9 waa h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0"> - in the fi<span class="_ _0"></span>rst year </div></div><div class="c xc3 y3d9 w9c h41"><div class="t m0 x6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">9.00% </div></div><div class="c xf6 y3d9 wab h41"><div class="t m0 x6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">9.00% </div></div><div class="c x6 y6bc waa h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0"> - in the sec<span class="_ _0"></span>ond year </div></div><div class="c xc3 y6bc w9c h27"><div class="t m0 x6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">7.00% </div></div><div class="c xf6 y6bc wab h27"><div class="t m0 x6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">7.00% </div></div><div class="c x6 y6bd waa h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0"> - in the thi<span class="_ _0"></span>rd year </div></div><div class="c xc3 y6bd w9c h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5.00% </div></div><div class="c xf6 y6bd wab h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5.00% </div></div><div class="c x6 y6be waa h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0"> - in the subse<span class="_ _0"></span>quent years </div></div><div class="c xc3 y6be w9c h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">3.50% </div></div><div class="c xf6 y6be wab h27"><div class="t m0 x6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">3.50% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6bf ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">48<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">Assumptions<span class="_ _1"></span> <span class="_ _1"></span>concernin<span class="_ _1"></span>g <span class="_ _1"></span>future <span class="_ _c"></span>mortality <span class="_ _c"></span>are <span class="_ _1"></span>det<span class="_ _1"></span>ermined <span class="_ _c"></span>based <span class="_ _c"></span>on <span class="_ _c"></span>statistics <span class="_ _c"></span>published <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Central <span class="_ _e"></span>Statistical <span class="_ _c"></span>Office<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0">(GUS). </div><div class="t m0 x6 h9 y1ec ff1 fs2 fc0 sc0 ls0 ws0">The statement of actu<span class="_ _1"></span>arial gains and losses<span class="_ _1"></span> is presented below.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y1ed ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6c0 wac h1c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x95 y6c0 w1a h1c"><div class="t m0 x20 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x55 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x129 y6c0 wad h1c"><div class="t m0 x116 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xd hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y6c1 wac h3c"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Current value of l<span class="_ _0"></span>iabilit<span class="_ _0"></span>y as at 1 January </div></div><div class="c x95 y6c1 w1a h3c"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">731      </span></div></div><div class="c x129 y6c1 wad h3c"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">635      </span></div></div><div class="c x6 y6c2 wac h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Current se<span class="_ _0"></span>rvice cost </div></div><div class="c x95 y6c2 w1a h41"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">63      </span></div></div><div class="c x129 y6c2 wad h41"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">56      </span></div></div><div class="c x6 y6c3 wac h29"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Net int<span class="_ _0"></span>erest on net liabi<span class="_ _0"></span>lity </div></div><div class="c x95 y6c3 w1a h29"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">36      </span></div></div><div class="c x129 y6c3 wad h29"><div class="t m0 x33 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">40      </span></div></div><div class="c x6 y6c4 wac h7a"><div class="t m0 x15 h7 y65f ff1 fs3 fc0 sc0 ls0 ws0">Actuarial<span class="_ _0"></span> gains or losses, i<span class="_ _0"></span>ncluding resulti<span class="_ _0"></span>ng from: </div></div><div class="c x95 y6c4 w1a h7a"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(18)     </span></div></div><div class="c x129 y6c4 wad h7a"><div class="t m0 x33 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">38      </span></div></div><div class="c x6 y6c5 wac h79"><div class="t m0 x15 h25 y107 ff4 fs3 fc0 sc0 ls6 ws0">                       <span class="fs8 ls0">changes<span class="_ _1"></span> in demographic assumptions<span class="_ _1"></span> </span></div></div><div class="c x95 y6c5 w1a h79"><div class="t m0 x2f h25 y62 ff4 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(25)    <span class="fs8"> </span></span></div></div><div class="c x129 y6c5 wad h79"><div class="t m0 x23 h25 y62 ff4 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(23)    <span class="fs8"> </span></span></div></div><div class="c x6 y63a wac h79"><div class="t m0 x15 h5b y107 ff4 fs8 fc0 sc0 ls0 ws0">                          changes<span class="_ _1"></span> in financial assumptions<span class="_ _1"></span> </div></div><div class="c x95 y63a w1a h79"><div class="t m0 x2f h25 y62 ff4 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(23)    <span class="fs8"> </span></span></div></div><div class="c x129 y63a wad h79"><div class="t m0 x26 h25 y62 ff4 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">144     <span class="fs8"> </span></span></div></div><div class="c x6 y18b wac h7a"><div class="t m0 x15 h5b y497 ff4 fs8 fc0 sc0 ls0 ws0">                          ex pos<span class="_ _1"></span>t adjustments of actu<span class="_ _1"></span>arial assumptions<span class="_ _1"></span> </div></div><div class="c x95 y18b w1a h7a"><div class="t m0 x16 h25 y66 ff4 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">30     <span class="fs8"> </span></span></div></div><div class="c x129 y18b wad h7a"><div class="t m0 x23 h25 y66 ff4 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(83)    <span class="fs8"> </span></span></div></div><div class="c x6 y6c6 wac h79"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Benefits pa<span class="_ _0"></span>id </div></div><div class="c x95 y6c6 w1a h79"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(8)     </span></div></div><div class="c x129 y6c6 wad h79"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(38)     </span></div></div><div class="c x6 y6c7 wac h77"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Current value of l<span class="_ _0"></span>iabilit<span class="_ _0"></span>y as at 31 December </div></div><div class="c x95 y6c7 w1a h77"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">804      </span></div></div><div class="c x129 y6c7 wad h77"><div class="t m0 x33 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">731      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6c8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 yd2 ff1 fs2 fc0 sc0 ls0 ws0">Total expenses recognised in<span class="_ _1"></span> profit or loss in respect of futu<span class="_ _1"></span>re employee benefits amounted t<span class="_ _1"></span>o PLN 98 thousand in 2024 </div><div class="t m0 x6 h9 y484 ff1 fs2 fc0 sc0 ls0 ws0">and PLN <span class="_ _5"></span>96 <span class="_ _0"></span>thousand <span class="_ _0"></span>in <span class="_ _0"></span>2023 <span class="_ _5"></span>and were<span class="_ _0"></span> <span class="_ _5"></span>recognis<span class="_ _1"></span>ed <span class="_ _5"></span>in administrative expenses. <span class="_ _5"></span>Actuarial gain<span class="_ _1"></span>s <span class="_ _5"></span>incu<span class="_ _1"></span>rred <span class="_ _5"></span>in 2024 <span class="_ _5"></span>amounted </div><div class="t m0 x6 h9 y6c9 ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _0"></span>PLN <span class="_ _0"></span>18 <span class="_ _5"></span>thous<span class="_ _1"></span>and <span class="_ _5"></span>(in <span class="_ _0"></span>2023: <span class="_ _5"></span>los<span class="_ _1"></span>ses amounted <span class="_ _5"></span>to <span class="_ _0"></span>PLN <span class="_ _5"></span>38 thousand) <span class="_ _5"></span>and were <span class="_ _5"></span>recognised <span class="_ _0"></span>in <span class="_ _0"></span>other <span class="_ _0"></span>comprehensive <span class="_ _0"></span>income. </div><div class="t m0 x6 h9 y3ed ff1 fs2 fc0 sc0 ls0 ws0">Sensitivity <span class="_ _e"></span>analyses <span class="_ _19"></span>of <span class="_ _19"></span>liab<span class="_ _1"></span>ility <span class="_ _19"></span>under <span class="_ _e"></span>defined <span class="_ _19"></span>benefits <span class="_ _19"></span>(ret<span class="_ _1"></span>irement <span class="_ _19"></span>benefits, <span class="_ _e"></span>disability <span class="_ _e"></span>pensions <span class="_ _19"></span>and <span class="_ _e"></span>death <span class="_ _19"></span>benefits) <span class="_ _19"></span>to </div><div class="t m0 x6 h9 y3ee ff1 fs2 fc0 sc0 ls0 ws0">changes in main weighted <span class="_ _1"></span>estimates as at 31 Dece<span class="_ _1"></span>mber 202<span class="_ _1"></span>4 are as follows: </div><div class="t m0 x6 h5 y387 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1d0 wae h80"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Assumption </div></div><div class="c x12a y1d0 waf h80"><div class="t m0 x33 hf y6ca ff2 fs3 fc0 sc0 ls0 ws0">Changes in the </div><div class="t m0 x24 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c x12b y1d0 w42 h80"><div class="t m0 x3c hf y6ca ff2 fs3 fc0 sc0 ls0 ws0">Increase in the </div><div class="t m0 x7f hf y6a ff2 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c x12c y1d0 wb0 h80"><div class="t m0 xc1 hf y6ca ff2 fs3 fc0 sc0 ls0 ws0">Decrease in the </div><div class="t m0 x106 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c x6 y6cb wae h81"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">technic<span class="_ _0"></span>al discount rat<span class="_ _0"></span>e </div></div><div class="c x12a y6cb waf h81"><div class="t m0 x34 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">1%<span class="ls0"> </span></div></div><div class="c x12b y6cb w42 h81"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(40)     </span></div></div><div class="c x12c y6cb wb0 h81"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">43      </span></div></div><div class="c x6 y6cc wae h81"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">salaries <span class="_ _0"></span>growth rate in <span class="_ _0"></span>the Company </div></div><div class="c x12a y6cc waf h81"><div class="t m0 x34 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">1%<span class="ls0"> </span></div></div><div class="c x12b y6cc w42 h81"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">90      </span></div></div><div class="c x12c y6cc wb0 h81"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(79)     </span></div></div><div class="c x6 y6cd wae h4f"><div class="t m0 x15 h7 y4c5 ff1 fs3 fc0 sc0 ls0 ws0">turnover<span class="_ _0"></span> ratio </div></div><div class="c x12a y6cd waf h4f"><div class="t m0 x34 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">1%<span class="ls0"> </span></div></div><div class="c x12b y6cd w42 h4f"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(33)     </span></div></div><div class="c x12c y6cd wb0 h4f"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">36      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h5 y6ce ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h5 y6cf ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3ad ff1 fs2 fc0 sc0 ls0 ws0">The ab<span class="_ _1"></span>ove s<span class="_ _1"></span>ensitivity an<span class="_ _1"></span>alyses are <span class="_ _1"></span>based <span class="_ _1"></span>on <span class="_ _1"></span>a ch<span class="_ _1"></span>ange in <span class="_ _1"></span>an as<span class="_ _1"></span>sumption <span class="_ _1"></span>while ho<span class="_ _1"></span>lding all o<span class="_ _1"></span>ther as<span class="_ _1"></span>sumptions <span class="_ _1"></span>constant. <span class="_ _1"></span>In<span class="_ _0"></span> </div><div class="t m0 x6 h9 y6d0 ff1 fs2 fc0 sc0 ls0 ws0">practice, <span class="_ _e"></span>this <span class="_ _e"></span>i<span class="_ _0"></span>s <span class="_ _e"></span>unlikely <span class="_ _19"></span>to <span class="_ _e"></span>occur, <span class="_ _e"></span>and <span class="_ _19"></span>changes <span class="_ _e"></span>in <span class="_ _19"></span>some <span class="_ _e"></span>of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>assumptio<span class="_ _1"></span>ns <span class="_ _e"></span>may <span class="_ _19"></span>be <span class="_ _1c"> </span>correlated. <span class="_ _e"></span>When <span class="_ _e"></span>calculating <span class="_ _19"></span>th<span class="_ _1"></span>e </div><div class="t m0 x6 h9 y6d1 ff1 fs2 fc0 sc0 ls0 ws0">sensitivity <span class="_ _1"></span>of th<span class="_ _1"></span>e defined <span class="_ _1"></span>benefit <span class="_ _1"></span>obligation <span class="_ _1"></span>to s<span class="_ _1"></span>ignificant actuarial <span class="_ _1"></span>ass<span class="_ _1"></span>umptions, the <span class="_ _1"></span>same method <span class="_ _1"></span>(present <span class="_ _1"></span>value <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x6 h9 y6d2 ff1 fs2 fc0 sc0 ls0 ws0">defined benefit obligation ca<span class="_ _1"></span>lculated with the pro<span class="_ _1"></span>jected unit credit meth<span class="_ _1"></span>od at the end of the reporti<span class="_ _c"></span>ng period) h<span class="_ _1"></span>as been </div><div class="t m0 x6 h9 y6d3 ff1 fs2 fc0 sc0 ls0 ws0">applied as when ca<span class="_ _1"></span>lculating the pension liab<span class="_ _1"></span>ility recognised within the sta<span class="_ _1"></span>tement of financial position<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y6d4 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _e"></span>methods<span class="_ _1"></span> <span class="_ _e"></span>and <span class="_ _e"> </span>ty<span class="_ _1"></span>pes <span class="_ _e"></span>of <span class="_ _e"> </span>assumption<span class="_ _1"></span>s <span class="_ _e"></span>used <span class="_ _e"> </span>for <span class="_ _1c"> </span>preparing <span class="_ _e"> </span>the <span class="_ _1c"> </span>sensitivity<span class="_ _1"></span> <span class="_ _e"></span>analysis <span class="_ _e"> </span>d<span class="_ _1"></span>id <span class="_ _e"></span>not <span class="_ _e"></span>change <span class="_ _1c"> </span>compared <span class="_ _e"> </span>to <span class="_ _1c"> </span>the </div><div class="t m0 x6 h9 y6d5 ff1 fs2 fc0 sc0 ls0 ws0">previous period<span class="_ _1"></span>. </div><div class="t m0 x6 h9 y1de ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y5ac ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>tab<span class="_ _1"></span>le <span class="_ _1"></span>below <span class="_ _c"></span>contains <span class="_ _c"></span>the <span class="_ _c"></span>profile <span class="_ _1"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>forecast <span class="_ _c"></span>cash <span class="_ _c"></span>flows <span class="_ _1"></span>in <span class="_ _c"></span>the <span class="_ _1"></span>coming <span class="_ _c"></span>years, <span class="_ _c"></span>by <span class="_ _c"></span>relevant <span class="_ _1"></span>b<span class="_ _1"></span>enefits. <span class="_ _1"></span>These <span class="_ _c"></span>values </div><div class="t m0 x6 h9 y6d6 ff1 fs2 fc0 sc0 ls0 ws0">take into accoun<span class="_ _1"></span>t the nominal amounts<span class="_ _1"></span> paid out and their probability.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y6d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6d8 w3b h1c"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">name of benefit </div></div><div class="c xa1 y6d8 wb1 h1c"><div class="t m0 x23 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">1st year </div></div><div class="c x12d y6d8 w53 h1c"><div class="t m0 x20 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">2nd year </div></div><div class="c x12e y6d8 w52 h1c"><div class="t m0 x1d hf y6c ff2 fs3 fc0 sc0 ls0 ws0">3rd year </div></div><div class="c xf y6d8 w9b h1c"><div class="t m0 x19 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">4th year </div></div><div class="c xa0 y6d8 w98 h1c"><div class="t m0 x19 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">5th year </div></div><div class="c x12f y6d8 w9b h1c"><div class="t m0 x1e hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">6th year (and </div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">further) </div></div><div class="c x6 y6d9 w3b h61"><div class="t m0 x15 h7 y6da ff1 fs3 fc0 sc0 ls0 ws0">retire<span class="_ _0"></span>ment benefit </div></div><div class="c xa1 y6d9 wb1 h61"><div class="t m0 x99 h7 y6da ff1 fs3 fc0 sc0 ls5 ws0">36<span class="ls0"> </span></div></div><div class="c x12d y6d9 w53 h61"><div class="t m0 x5b h7 y6da ff1 fs3 fc0 sc0 ls5 ws0">11<span class="ls0"> </span></div></div><div class="c x12e y6d9 w52 h61"><div class="t m0 x5b h7 y6da ff1 fs3 fc0 sc0 ls5 ws0">63<span class="ls0"> </span></div></div><div class="c xf y6d9 w9b h61"><div class="t m0 x55 h7 y6da ff1 fs3 fc0 sc0 ls5 ws0">34<span class="ls0"> </span></div></div><div class="c xa0 y6d9 w98 h61"><div class="t m0 x55 h7 y6da ff1 fs3 fc0 sc0 ls5 ws0">47<span class="ls0"> </span></div></div><div class="c x12f y6d9 w9b h61"><div class="t m0 x7d h7 y6da ff1 fs3 fc0 sc0 ls0 ws0">3 062 </div></div><div class="c x6 y4db w3b h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">disability<span class="_ _0"></span> pension </div></div><div class="c xa1 y4db wb1 h3c"><div class="t m0 x7d h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x12d y4db w53 h3c"><div class="t m0 xd6 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x12e y4db w52 h3c"><div class="t m0 xd6 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c xf y4db w9b h3c"><div class="t m0 x5d h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c xa0 y4db w98 h3c"><div class="t m0 x5d h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x12f y4db w9b h3c"><div class="t m0 x55 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">37<span class="ls0"> </span></div></div><div class="c x6 y210 w3b h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">death bene<span class="_ _0"></span>fit </div></div><div class="c xa1 y210 wb1 h3c"><div class="t m0 x99 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">12<span class="ls0"> </span></div></div><div class="c x12d y210 w53 h3c"><div class="t m0 x5b h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x12e y210 w52 h3c"><div class="t m0 x5b h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c xf y210 w9b h3c"><div class="t m0 x55 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">16<span class="ls0"> </span></div></div><div class="c xa0 y210 w98 h3c"><div class="t m0 x55 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">18<span class="ls0"> </span></div></div><div class="c x12f y210 w9b h3c"><div class="t m0 x84 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">581<span class="ls0"> </span></div></div><div class="c x6 y6db w3b h7e"><div class="t m0 x15 hf y6b3 ff2 fs3 fc0 sc0 ls0 ws0">total </div></div><div class="c xa1 y6db wb1 h7e"><div class="t m0 x99 hf y6b3 ff2 fs3 fc0 sc0 ls5 ws0">51<span class="ff1 ls0"> </span></div></div><div class="c x12d y6db w53 h7e"><div class="t m0 x5b hf y6b3 ff2 fs3 fc0 sc0 ls5 ws0">28<span class="ff1 ls0"> </span></div></div><div class="c x12e y6db w52 h7e"><div class="t m0 x5b hf y6b3 ff2 fs3 fc0 sc0 ls5 ws0">80<span class="ff1 ls0"> </span></div></div><div class="c xf y6db w9b h7e"><div class="t m0 x55 hf y6b3 ff2 fs3 fc0 sc0 ls5 ws0">53<span class="ff1 ls0"> </span></div></div><div class="c xa0 y6db w98 h7e"><div class="t m0 x55 hf y6b3 ff2 fs3 fc0 sc0 ls5 ws0">68<span class="ff1 ls0"> </span></div></div><div class="c x12f y6db w9b h7e"><div class="t m0 x7d hf y6b3 ff2 fs3 fc0 sc0 ls0 ws0">3 680<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6dc ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9UAAAXgCAIAAADQT/1sAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebQfV3Un+u/e55yq+g130mTNlgfZ8oDxKDwP2MbYTAYCYXBIQkaSrJC8pFc6yXuvu1ev9Tor6aRf0p2BTkMCyQMcAtgJg40xYBsPYIMHCcuWbVnWbE13+g1Vdc7Z+/1RvyvJhg5pArHeW+ez7rq696p0b/3q1h/fOtpnb1JVAAD+dhtehujlX1k49n96zPc94Hse8zJOkTX/VoUAhkDiy445nOWksAoGjIIVABQIigioAQAJ81SM9QOQIxIkgAKMR0eR1+hYrGgjzzE70MPzFRX5UNV1eK5Wb4gzRELlsSKirDQCZEkZEWAGK1jBAAEREAIAqyDACgzBqJCCF8522vGP4kr+ABQ4bQwblyBJkiRJkiR5RdCR/L3kbf/xuwIffVdq1H/6mO97wPc8hplfek6RVACwCkEJQtAj36aJtUMagypDGMIaCaKqCla2EQbMABV2qCabGYpHZqzTKOO5mWhn4fDu3M9fefEFv/7+W7KcH370yY9+4tZnd+013clhkH7k9tTifh2me/2Vq1YPd+8QMIw1rlC2McbmxFiDQWQVTy5wRqqMSBAWsQRSEOTIKypN/qO4bj8AZr7lta/6ww+8Kd36SZIkSZIkrwh75KMBd/4Zcf1ffMA/45jILlKzAq4EJeh3//tW6ANQUgUpsYKjKpEBGxBUSaD1cNKHOiuskRJV1bLVIhPWTHRveMOVV553+rpVi6ZcX0FLr1p75SW//fjTO+5+6Dubn965/cX+oVkod9t26vA+g/ZKUYhCQKoMBpOSqtFgEEklkPPsjr4s5dGJw4CaL5PVuX+F6/bPIrGmPN33SZIkSZIkr3z+ruzYK3USL1vZVcrAOQAQHzkCAI4WdMCpFzKRbIQVMiA7+luN0ACNADjY8e4YwhzV/dXLx99w7aVvuPq8k1d2WxjG6kDXzpvhDFrdMVt0bWfivFM3nnfatMfm5wb/9S8/v/mp54t2Z1jGaTNGzEoMJYQIIDIBAihUGKJong8Y1BSkGMAADDIAN2cVRf/pl4wfaEX8B/l9M0XbSvd9kiRJkiTJK5+/hewrdhb8smTJQAQAlWb9GADYHHuE5zzCCFmwBRyak9cAEagCyqRZPjx8aMcpyyfe/Kbrr7nk1RecnncAo8hAJl8EqZBPQVn6nltqmXyJRS1ctKH9P/7wHc/uxZ9/+PMPfuNbCMtUAOtgHaBQwpELRSIAS82oVRUKIQZkVKmtTUwngL7HtWX6PnmcfyT1JwEc1KT7PkmSJEmS5JXP39D/9e2W330M/UDf5KXLw0YHVmoFhFhhlFgXai8WalHUUw4wYKFmIa8rwsDEQUFl18ERrrh83VWvufb8U088aXGeAy5qzkQCjRkoU+1QqGAs56zCrJjMUUd0DYaCc1bo//1bN+3ce9Ht397/wMNPbd+xa6Zfiy08ZSEGJQMygAExobRSqbISG2UFizb130oAqQJaf48l5+8bpvVH8fsWxB9Kjk+SJEmSJEn+xfn7mP2CC0H5nxEK6X/1gO9/jBWfaanEoixkRJmYoyhJKPKMIL4sy/FF2uuDIwwgNVnVan7C1G3MnbV26U++800bz187lsEBObQFb5tlaWHAEjMAYRguRj+fYQHLyCBAGGMPRHGycq1dt/Ls37z57H2z+PTnv37bl+7dfbhfcrvmXPLJEAnKMIhqQhTnLJhZlWJkRKeeoFYiUTxMxXHy+2YR+u5fdJIkSZIkSfKvn79Jw3FyTgoK7BQcYZSMgBTsHJOE+X7fkI6PdYZz09xqtdqtuuz73mxHg9VyddvcfM0Vt7z5ipWTWV0jByxgES0CVKAEMlBW5kgIdHRpngisC01LSJonBAMFsMJiWMf14+ZX3nH5xrNO/oevPHTfY08f6A0GtRjTFpsLm8Btyp1XRQioauS5kUAgoyESGHT8XFujwpLyd5IkSZIkyXGQv43G4+ScAjlPhRIDZmEXI2oVILqWg/j5MhbOc92TXr9N8qpTVr/mVaeed/ryc9efeNKSFsdo/bCQYOIYownSBAqgCIpgUZgIViBQ07mbDEgJ1NSMRAd1UG2W6Snub4GIWxnMdeesuHDD257Zc+ipF3Z/9eFt335y2/T89Ay60UyoiDW5uFy5o0AkiepZhTQQ5Pi5tqzKSPUnSZIkSZIkx0H+lh9Of7sfAiWjnI+ah9DCZkHxAJRhiH05nMKBbpFddcV5119xyeWvXtZhmIjCCMdKYzCZhcvgMeoAyE2ttgcJIIRgR2vfTSwmAhMcYI9tsQICFMgKAgNgRoa4JLfFmsWnrV5889Xn7B/iq/ds+uSdD2w91Jvt+3JoYAvuLtJKQAZkRAUqIGWZP17yN6V7PkmSJEmS5PjI30p8vORvKKQCMWAXqtIFUqPuEUdLseBwztql73jrG2+6cn0bMFHbEtkoNIIh5KJaAZw9JkkDgGu+FUEMmraBvPDXC70CadS/+2gIlxZUwAwixFj7ut1qF0AlWJrjPa9/1RWvOeszdz3yic98bt+wdvmSXt9X3FJaaMlCTdOU4+baKhSc7vskSZIkSZLjIX/b4+WcpLJSgSjCCDEAhjqEqUl75kknnn3a8ksu2HDFaZOZIhc4iMWAfQVDIAvOAowHR4XlwwojyHS0tt1Mqm+GZh6Ty2n0pgwBIqFpYShNnYZx0Kant1pjcpamBwsDLSYA68f1d37s/PffcPYDm5791pa9X3/i+S27D1bU9pw3U+qVoHy8XFuBpvydJEmSJElyXORv+mHsylPQMUNzBEenQh6pblFhA9ZMK+dLF0sLraLa7qJeZG/HwEXQVvARWqMVMb+zE+dO7MbXnnfq+95241mnLEGEJWQSmv5+IAZ14brNT4EgU2Sjn5XTqOIigmJTzaIEZW5Wv20Tw3W04ZJGORtHUzkRpL/w4hgAiJsVckujjo3KHMksnbBvufTsN19yVi381W9u+eg/3Hf3pt1lNuXzJeCOzRaFwSzMEDoP6cMKM1shBMshI9jo2rXNgAitgBpSMSIjKKAEAYNAsfMv/wUR1cox3fdJkiRJkiSvfP7+oSBIE7sXwvaRvt3HMIQodSSP3JiMVY2hMkCZMi3rWDqaFfLQak2eXXru6RedteqKs9eddMJ416iVqCpMBKL/eb36aH+hcHE0dh5N1c1M+6MPBUSmGdnzktdBpKOP3NHm4y9ZMB99VwM1iNAIBKg6sje8ZsMF527YvOPgphde/NIDzz21bdf8cNdQhKgAWeEJwy7WtScCCWcR8MA8Rx49QKgoqRAJstEDBgipbjtJkiRJkiTl7++Rv1X5mPbSTfUFgJdUVYuHEGxH2QVyUAUChjNsKpQHOlQvcfVrTl97xaWX33jlOcu7ZAHf67VCz4BhDAzgfcjaRxN/sz8SshBTR2G6gm1+OC+8N6NngmbBWyPcKE1/r9Huzctgzr7fI0ckeCACAgZrtBRWODu2evyK9ct+5tpX7dw7+PDXvvToE1uffWZfpGWBl/jSehQKD1vGVoSTrCqzKihRhInkwpHx9XTM/ycgrVsnSZIkSZKk/P3yMKpHxrsomKDNGrNioRUJYGIVKQMZkAMcJMBwq5u7WLswf8baJe+89qKbr9q4bDLX2uugyossb1tAR2EbhKwdwTj6uSyMej+m4gUIx3QzodHa8pGvHF3w1n9y1GT8Hq/xZZ8SNY1TqFn71zg3Z8cmJjsGCF2YqZX5//G+m7+19YXP3v71e7+xfWYwnedTbHjAJrochhErRCVAlYVNJKNkFx4WBBqBCNUf+i8rSZIkSZIk+f98/laQgpvG2QrSURUHjcJ3U7ARo7USpIyhIpjMsZPBhuXts0/e8LoLr71ww0krOrbDRBrVKNkMKhqF2ES2kViYgi6sbIMZQhA+kvBBuvBB89r46AbLl208JIY2x+Pl1SdH3qs/Wrty7NePfhBhPEzzEokAFem2iZQlKEUgsuqE4qqT11z66+99bt/8vY8899SOF+97bOueXpgrndgWcRZhBqwKEm4apxAg0EgaMi2dVEbDnF2W7tckSZIkSZKUv19CiOXIDkZ8d1xVAFaqTEW1r76eaLnlk+3f/KWfuOzsdgtgkTYHCwiMRmU2RFBADQIwDFADBoSaymgwhAE6NjzrwhZJQgsvmzrJGK12j7ZZkvrRwwExRo8NzfnKkU2Zhhxeuo6OIwU2KgAUHIhlYX0dxMZiGNCyxgAQJUN5GJXGn7O6c/rqc+cQpnuv/dRdj/zDXY9t2zUj1KpcqzIMWJAZ5W/1ILCok5BJbeHTzZokSZIkSZLy93chCyGIwBlYQllmnXbtK8SAKIC0ul0zLDPxLfgTlrR//A3XvOct57YZmcIATJ4QFK5JvkcqQ5ol7cKOakVkoV834bvLR3iUlhXQwULTEgMlVSLjAPYiPmiWGTcaC89QDdFbl4cQCGIMAwpfwlpDL32cUNEQyFqNQUIweW6gUoMMjIEu1KtYi9icFxMDJjQ/pmKJc4PZxd2pouN+8a2XXHPRuR/95D2PPfH09tlBkCKKUjGm0cA4eA9EYettRyMHpKHxSZIkSZIkKX9/rwAOtmAlVROCsMpwtkAwBopaY2jV5avPWH3xuadefva6DWtXrOqqGc7ZnEAKMNgIMsCM5uKoLCx/j9qqqAJQIgblC8lbjuZvNQpudkQCsIgQAQHMKiJkJESBEBuXcVDYakguA5OoGpf5qGwsJEoMTApmqUvOzdGXdjSFKxljjAFAoRozBEBqESVymQ9qM6NKUZWI6xitkxi9hpiZYtwtopLGLMC4YGVxwW/eMN27/oHHn/raozue3Prs9n27Dlfk3XgZHXXGlVw19JWbAkDHzRDNJEmSJEmS5LjJ3yKwBGYt50McLOoWvZkDGYujarzj3nDTtW99y5UrxjBl0AJMhJHKFgbBgwhEtWaeDas4Dc0YnNFuTo3QAAIZRvQggsmhutA3UKEEYhgGwQO9GlWN5d3xqDGKWJOxbXqkgIAoqhHGgIoxACKkxkZADKqI3Bge7X30TBZ6ZNOmNt0A1RgFytJnWUaGBMFpBVVmZQB1z7gCYgDr2AWArCkxJGudbUuEZQeF1iALY4e9/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/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u7tR7KjPuD4r86lu2fWu/ba5hbHgMEaTIgxBIwjE+wkxCg3RbJQlChKwmve8m8kInmMFJSbRIK4JpIjIAQTLsYGy8aBYGw8s/Ya8CVhjfc6npnuc05VHnp2dokMMsE77dn5fF7mqPfh9FaXNN8pVZ8CQH//JP1dSmqaqpTp1laklFIa9U/W46XZUIYSpZ4cn/anUvv0o5tffeK+f7jzmzfe8HO/dtM1N65cdfnBmDTtUslNqqtqFlEihhRdHXWK+VNZynagpvO/A7l91OOudessYiu2vxrZpiblaZQuIiINdWrq1JRIxyK+9/SZrzywdu8Dj39z7b+PndqaNQc2qsO5H+XT06jrdOiKWTfdWu9S3dTLh4acTU0AAP39/5FTilKGiFRtL04fzseHrVFTjbtqPC11tAeGlIYSW2U4caJb++LD//y5r7z28vYdb73+j997y/WvHLUR42gmqc9dl0qXRlG6vrRL85PVI3Lk+ULzuQS/oP+jYRgioq7rvu9LKVXTjFJq58vtuY+Ifqurx8ulGvcpTm50q4899RefvO/b3z564mSX64OzvBSjS6epHqpUIkdb5g+hKfVk/pfEkOf/BQkOAKC/XwwlNUOqStT57AHw50kRVYwOPfrMqaP/ds/Da4//9rveesuNb77hNaNcmknbpMh91zV1M4voZkObYtQ2UZcY8tkEv+BSSimliGiaJiLakqMM3dZm3bZRN5FGcWC8EXF8Fkef2vyXT3/uk//+H2cuvebUqVy1l0a13PVt3Yz6PP/jYYg8RORIKX7o8YI7i/gqHABAf/90TtZXlKiHqi5RlVRHGSKXKrpUclNmbem7Mu7GVzYpP/T05pEPffYf7/jiDddedcvbrr317de9+sqDTT1OOW90MW7rlCLn3EZVVeXshpSczj4K8IL88VBKSqmUknOePzq9HtZT1bVt2w+py82ZSF979JnPP/DYl/5z7cln159Zn9ZL13WbqYyXm3Z5mA0lylCliD5FX5WuLl2KMqRmqM4v73z+807K2R02AADo75/YrLns3KbtMkQZ6jLU0dUlV6VPkUuJklNXoiuTjTSe9c2JR05++cEvvP9v7njPO9/23t/59Z9fWZo0MY3YmMWkruo6Sj80TTo/Uy9QgA/D0DTNfP277/ucc1Sjph7nND4Z1dePPPtnH/jw17/z7EZ7OJYvnw6HohqGpYOxuRF933d9pIhxRN1FPzt7sE5UJeVzDzWfD0uJKDsnGZVUnStzAAD0908mDxEllRyRU9l+st4QbZ9SVEsRqSrDKPKQ6lyPSmqfG8pGmZS0dFl76BN3r33qK4+84XVX3fqWV77zHW980+uuLnX0JcbNKLZPmi8RuYr6Au3baJom5zzfAt40TdM0jx8fvrr21J33fOveh7/z/dOzjVjK7av6ehzTPoY+pTyedkNucxWlzlGXPMxi2kfTlEglUsltLlFS2t68XuZ7TkoqP/QM87JrTzMHAOAi6++mTOfH1J89NKcaos5pFFUdMY7UNMOZcXmur+utoUSqox6Xuo5uc318yfLkkpPrx79x9JmnjtzziY+XN1376nff8ou3v+dd1aQd19U8YVNEiVxdmG9h5pwjom3bnPORI0fuuuuuD9599GsnLsnjg7P2cOmmMTkY40nMNmLjRDtOh+r+9Iln0vg1VZ37vit1qZeaNGn7aRdRl9KUqCOqsrPyPT9tqMzPHIpS5ocLpQu2oA8AwK5K5ew+49Hv/vUeet/tsNU2dRpmudu48frX/9Ht73nbdVe+5pI4mE/FcDzSRmxtbB24MecY1dFPuyqVth3lFCVifnLmLMdl1XyVPMc8dVMdUQ0Rm0PkFFFFjriseyKaSaR2KMvTNHouYivi2DQ+fMcjH//Xz546vdm3y7Oq3SvjNsrd+267/q/+5JdNfQCAhTi3/j3s0nk1L46+fdnGbLOaXFqNyxdXj9///g++6vLld1x31W03veHm669++YEqXZJHQ2mrVJWhGZUoJfJGHSlSqqJqS0xS2ow2Iuqo6ogq5VTy0M3qplrOJeqmlJQjTesruz7qunmuVKvfe+aebzx674NPPvL4U08f3yztJXl8aFb20tANKWdL6QAAL4X+zlWzl974eDnSKKeUS4lm6fSkPv3U94+ePnbHA08eHsftv3XbL9187W9cGVWKremwNEoRQ5Q+hlnUVRUROUdEN7ry7Ck+kSKlVEq3GfWkqiKm67kf2uUDT9ZLqYqHHp/+3T995P4Hj5yapq08qcYH+6VXzHKTUxVRzm493wPyMORUmfcAAIvv79hbWXb6WIxGUY+jH6IfItdLP3vN5rP/022l02dmH/joZz7yqYN/+q6X/cHv/ebh8Wh9iKY049SkiOiHaKqoqyhlHBGx/RDyFBFRN8sHh1mXc2knl1YRQy53H9346MfufGh17cTp6TQv981SXy11sxypTZOD0efoN6PeM0NXUhTr3wAAL4n+3lNZdsXSdGO6PpulqhmVdjLkvjt+LPVDaidNjLtu9uzJzb/85IN/+4Ujb3/zde++8XXXvf61V13eHh63TUSVc5tKihjnkxERUUdqS4y6VJ2eVmncbJT47pNbX77/W/fe9193fz/OrG+WWEr1oWjqnEZ9rtK4KtGWrkRqommjDHumv6N4kCEAwEuiv1Oe7aH3/eyZ0wcOHV5qRl2fu0hVO+q3ZtVkKUqZ9V2qRlWkH4wu/0HXP3bfUx/70kOHl5tfvemGP7z91je+OiZVNYmIiJf36xEpqnGkpk/VesR0Eh+683t//4nPPHHs9DA6ENV42ucyjJrxOEcaclQ5UpWadjT0fd7aiIioc6r2TH+3sVXvnd0yAAAXc39PYmsPve/ZoVdsRspDitREVJFTjMZ5KBGRUp0iSspRqigpoqnGB57ruzvv+uo3HrjvrW+89n2/f9tbrrmkioiuinY0zKpYWjq2Ptz5tUc//ukvfuuJk89Mm5hcOstN7tKo6qKJGLYiop6fGjREDBtNie1vXaZ++9Hde+Lz7jdHaTDvAQAW399XlJN76H2fri+PKDs7ZlIpVeQUpSolxZCipBKb+bmIoS5DE7Mm+nE9q86sP3zfE3/+0D2vv/qVt978C79y801NHj32nSc+f8/nHnjo6HePncr1uPTpsmaU84k+V3U7qoZpRFTbB1KWFCWV+X3nD+qOEpH30OddbyyXDfMeAGBRzj3/+/5n99QbLxEpqvkZkfMvUJZIUarIUXJKOSI2qvH2v5aoIpoUbenaKtroZusnczfb+pnXVlWkKp7bjM3NGI0icrRVNCnyEDFE28RG2RmpH7rjXFViSJHTHvq84xUH4uolMx8AAAAAuNidW/8GAAAuNEexAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsA3yV5KAAAFmtJREFUANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACwVzQ7VyklwwEAwEWvlPKS6O/V1dWd65WVFR8MAIu1trZmEICLj/0nAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAwMWvMQQA7C0OqeB8P+Y58aYKL3Cq7DLr3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA2B2plLJ9lZLhAADgorcTwAvubwAA4EKz/wQAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAABar2blKKRkOAAAueqWUBd49Lfb2AACwr9h/AgAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAwH7T7FyllAwHAAAXvVLKAu+eFnt7AADYV86tf6+trRkOAAAueisrKwu8u/3fAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA7EXN87662DOBACB+9MHMfknxQuaJqcILnyq7zPo3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAAXGya+Y+UkrEAAGA/KKUs8O5psbcHAIB9xf4TAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/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/gYAAPQ3AADobwAA4Mdrdq5SSoYDAID9oJSy+P5eXV31SQDw0reysmIQON/a2pqpwk8zVXaZ/ScAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADY+5rnfXVlZcXQALBYa2trBgG4+Fj/BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgCARUillO2rlAwHAAD7wU4DL7K/AQCAC83+EwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgCA3dXsXKWUDAcAAPtBKWXx/b26uuqTAACAC8r+EwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAAL57meV9dWVkxNAAs1traml9SmCrswlTZZda/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEA4GLTzH+klIwFAAD7RCllUbdOC7w3AADsN/afAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgCAl6Zm5yqlZDgAANgPSimL7+/V1VWfBAAA7FJ/n29lZcXQALBYa2trBgG4+Nj/DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAFz8GkMAwN7ikAr+jx/1qHhThRc4VXaZ9W8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOyOVErZvkrJcAAAsB/sNPAi+xsAALjQ7D8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgCA/aXZuUopGQ4AAPaDUsri+3t1ddUnAQAAF5T9JwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAAXjzN8766srJiaABYrLW1Nb+kMFXYhamyy6x/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABgdzTzHyklYwEAwD5RSlnUrdMC7w0AAPuN/ScAAKC/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/AwD8b7t1LAAAAAAwyN969xyKIsC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAAAAAAuACx1zKnoq60ugAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">49<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">21.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Lea<span class="_ _0"></span>se liabilitie<span class="_ _0"></span>s </span></span></div><div class="t m0 x6 h9 y185 ff1 fs2 fc0 sc0 ls0 ws0">The Group <span class="_ _1"></span>has th<span class="_ _1"></span>e right of perpetu<span class="_ _1"></span>al usufruct <span class="_ _1"></span>of land and <span class="_ _1"></span>uses <span class="_ _1"></span>warehous<span class="_ _1"></span>es, offices, serv<span class="_ _1"></span>ers, passenger cars<span class="_ _1"></span> and forklifts </div><div class="t m0 x6 h9 y194 ff1 fs2 fc0 sc0 ls0 ws0">on <span class="_ _1"></span>the <span class="_ _1"></span>basis <span class="_ _1"></span>of <span class="_ _1"></span>rental <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>leasing <span class="_ _1"></span>contracts. <span class="_ _1"></span>The <span class="_ _1"></span>change <span class="_ _1"></span>in <span class="_ _1"></span>liab<span class="_ _1"></span>ilities <span class="_ _1"></span>resulting <span class="_ _1"></span>from <span class="_ _1"></span>these <span class="_ _1"></span>contra<span class="_ _1"></span>cts, <span class="_ _1"></span>taking <span class="_ _1"></span>into <span class="_ _1"></span>account </div><div class="t m0 x6 h9 y6dd ff1 fs2 fc0 sc0 ls0 ws0">the impact of adoptio<span class="_ _1"></span>n of IFRS 16, is presented below.<span class="_ _1"></span> </div></div><div class="c x6 y9a w82 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y9a wb2 h66"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x130 y9a wb3 h66"><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c x6 y6de w82 h59"><div class="t m0 x15 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y6de wb2 h59"><div class="t m0 x15 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y6de wb3 h59"><div class="t m0 x15 h5a y50b ff1 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y265 w82 h10"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Lease liabili<span class="_ _0"></span>ty as at January 1 </div></div><div class="c xf y265 wb2 h10"><div class="t m0 xa hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 937 </div></div><div class="c x130 y265 wb3 h10"><div class="t m0 x56 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">25 934 </div></div><div class="c x6 y6df w82 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">New lease c<span class="_ _0"></span>ontracts </div></div><div class="c xf y6df wb2 h11"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">5 861 </span></div></div><div class="c x130 y6df wb3 h11"><div class="t m0 x1a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">-<span class="_ _1"></span> </span></div></div><div class="c x6 y4c1 w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of the ter<span class="_ _0"></span>ms of the contract </div></div><div class="c xf y4c1 wb2 h10"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                     <span class="ls5">586<span class="ls0"> </span></span></div></div><div class="c x130 y4c1 wb3 h10"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">16 310 </span></div></div><div class="c x6 y6e0 w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Accrued i<span class="_ _0"></span>nterest </div></div><div class="c xf y6e0 wb2 h10"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">2 045 </span></div></div><div class="c x130 y6e0 wb3 h10"><div class="t m0 x2e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">1 491 </span></div></div><div class="c x6 y5c5 w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Lease payment<span class="_ _0"></span>s (*) </div></div><div class="c xf y5c5 wb2 h10"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(11 570) </span></div></div><div class="c x130 y5c5 wb3 h10"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                       <span class="ls0">(10 249) </span></div></div><div class="c x6 y6e1 w82 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Valuation <span class="_ _0"></span>of contracts i<span class="_ _0"></span>n foreign currencie<span class="_ _0"></span>s and currenc<span class="_ _0"></span>y translation dif<span class="_ _0"></span>ferences </div></div><div class="c xf y6e1 wb2 h11"><div class="t m0 x28 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">1 052 </span></div></div><div class="c x130 y6e1 wb3 h11"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls0">(1 549) </span></div></div><div class="c x6 y6e2 w82 h4c"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Lease liabili<span class="_ _0"></span>ty as at December 31 </div></div><div class="c xf y6e2 wb2 h4c"><div class="t m0 xa hf y66 ff2 fs3 fc0 sc0 ls0 ws0">29 911 </div></div><div class="c x130 y6e2 wb3 h4c"><div class="t m0 x56 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 937 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x9a h7 y6e3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h7 y6e4 ff1 fs3 fc0 sc0 lsa ws0">(*) <span class="ls0">lease payments i<span class="_ _0"></span>nclude net a<span class="_ _0"></span>mounts paid, accor<span class="_ _0"></span>ding to invoices, i<span class="_ _0"></span>ncluding both capi<span class="_ _0"></span>tal instalment<span class="_ _0"></span>s and interest. </span></div><div class="t m0 x9a h9 y6e5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y6e6 ff1 fs2 fc0 sc0 ls0 ws0">In 2024, the Group mod<span class="_ _1"></span>ified lease agreements, described i<span class="_ _1"></span>n note 10.<span class="_ _1"></span> </div><div class="t m0 x9a h9 y6e7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y16d ff1 fs2 fc0 sc0 ls0 ws0">Undiscounted futu<span class="_ _1"></span>re cash flows are presented b<span class="_ _1"></span>elow. </div></div><div class="c x6 y6e8 w82 h34"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y6e8 wb4 h34"><div class="t m0 x6d hf y188 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x130 y6e8 wb3 h34"><div class="t m0 x5b hf y188 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y6e9 w82 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">up to 1 ye<span class="_ _0"></span>ar  </div></div><div class="c xf y6e9 wb4 h11"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">12 449 </div></div><div class="c x130 y6e9 wb3 h11"><div class="t m0 xf3 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">9 131 </div></div><div class="c x6 y6ea w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">1<span class="ff5">–</span>3 years </div></div><div class="c xf y6ea wb4 h10"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">12 432 </div></div><div class="c x130 y6ea wb3 h10"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">19 243 </div></div><div class="c x6 y6eb w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">3<span class="ff5">–</span>5 years </div></div><div class="c xf y6eb wb4 h10"><div class="t m0 x3e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">4 959 </div></div><div class="c x130 y6eb wb3 h10"><div class="t m0 xf3 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5 366 </div></div><div class="c x6 y6ec w82 h10"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">more than 5 y<span class="_ _0"></span>ears </div></div><div class="c xf y6ec wb4 h10"><div class="t m0 x3e h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">4 511 </div></div><div class="c x130 y6ec wb3 h10"><div class="t m0 xf3 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">6 505 </div></div><div class="c x6 y6ed w82 h14"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xf y6ed wb4 h14"><div class="t m0 x56 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">34 351 </div></div><div class="c x130 y6ed wb3 h14"><div class="t m0 x56 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">40 245 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h9 y627 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y29e ff1 fs2 fc0 sc0 ls0 ws0">The costs recognized in t<span class="_ _1"></span>he result for the period<span class="_ _1"></span> in relation to concluded lease agreemen<span class="_ _1"></span>ts are <span class="_ _1"></span>presented b<span class="_ _1"></span>elow. </div></div><div class="c x6 y6ee w82 h10"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y6ee wb4 h10"><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4<span class="ls6">    </span> </span></div></div><div class="c x130 y6ee wb3 h10"><div class="t m0 x6c hf y62 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3<span class="ls6">    </span> </span></div></div><div class="c x6 y64e w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>and deprec<span class="_ _0"></span>iation  </div></div><div class="c xf y64e wb4 h10"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">8 861 </span></div></div><div class="c x130 y64e wb3 h10"><div class="t m0 x98 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">8 682 </span></div></div><div class="c x6 y6ef w82 h10"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Interest </div></div><div class="c xf y6ef wb4 h10"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                 <span class="ls0">2 046 </span></div></div><div class="c x130 y6ef wb3 h10"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1 632 </span></div></div><div class="c x6 y1de w82 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Exchange rate d<span class="_ _0"></span>ifference<span class="_ _0"></span>s </div></div><div class="c xf y1de wb4 h11"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="ls0">(233) </span></div></div><div class="c x130 y1de wb3 h11"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">(575) </span></div></div><div class="c x6 y62c w82 h11"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xf y62c wb4 h11"><div class="t m0 x28 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                               <span class="ls0">10 674</span>     <span class="ls0"> </span></div></div><div class="c x130 y62c wb3 h11"><div class="t m0 x1d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">9 739      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h9 y17c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y545 ff1 fs2 fc0 sc0 ls0 ws0">During the year ended 31 <span class="_ _5"></span>Dec<span class="_ _1"></span>ember 2024, the Group incurred costs in <span class="_ _0"></span>connection with the short-term lease agreements </div><div class="t m0 x6 h9 y6f0 ff1 fs2 fc0 sc0 ls0 ws0">in <span class="_ _0"></span>the <span class="_ _5"></span>amou<span class="_ _1"></span>nt <span class="_ _5"></span>of PLN <span class="_ _5"></span>1<span class="_ _1"></span>7 <span class="_ _5"></span>th<span class="_ _1"></span>ousand and <span class="_ _5"></span>low<span class="_ _1"></span>-value <span class="_ _5"></span>lease agreements <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _5"></span>amou<span class="_ _1"></span>nt <span class="_ _5"></span>of<span class="_ _1"></span> <span class="_ _5"></span>PLN <span class="ls29">24</span> <span class="_ _5"></span>th<span class="_ _1"></span>ousand. Total <span class="_ _5"></span>cash outflow </div><div class="t m0 x6 h9 ybc ff1 fs2 fc0 sc0 ls0 ws0">from <span class="_ _c"></span>leases <span class="_ _c"></span>in <span class="_ _19"></span>2024 <span class="_ _c"></span>amounte<span class="_ _1"></span>d <span class="_ _c"></span>to <span class="_ _c"></span>PLN <span class="_ _19"></span><span class="ls2">10</span> <span class="_ _c"></span><span class="ls2">021</span> <span class="_ _c"></span>tho<span class="_ _1"></span>usand, <span class="_ _c"></span>excluding <span class="_ _c"></span>VAT <span class="_ _c"></span>(of <span class="_ _c"></span>which <span class="_ _19"></span>PLN <span class="_ _19"></span>9 <span class="_ _c"></span>980 <span class="_ _19"></span>thousan<span class="_ _1"></span>d <span class="_ _c"></span>relates <span class="_ _c"></span>to <span class="_ _19"></span>lease </div><div class="t m0 x6 h9 y6f1 ff1 fs2 fc0 sc0 ls0 ws0">agreements recognized a<span class="_ _1"></span>s right-<span class="ls13">of</span>-use ass<span class="_ _1"></span>ets and PLN 4<span class="_ _1"></span>1 thousand to short-term lease a<span class="_ _1"></span>greements). </div><div class="t m0 x6 h9 y6f2 ff1 fs2 fc0 sc0 ls0 ws0">Information on leased a<span class="_ _1"></span>ssets is presented in n<span class="_ _1"></span>ote 1<span class="ls2">0.</span> </div><div class="t m0 x6 h9 y155 ff1 fs2 fc0 sc0 ls0 ws0">The maturity analys<span class="_ _1"></span>is of lease liabilities is presented in<span class="_ _1"></span> note 6.3.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y6dc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y6f3 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">50<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">22.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Provis<span class="_ _0"></span>ions </span></span></div></div><div class="c x6 y609 w82 h17"><div class="t m0 x15 h9 y0 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y609 wb2 h17"><div class="t m0 x42 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x130 y609 w57 h17"><div class="t m0 x6c hf y66 ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y6f4 w82 h82"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c xf y6f4 wb2 h82"><div class="t m0 x1c hf y46d ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">1 593      </span></div></div><div class="c x130 y6f4 w57 h82"><div class="t m0 x106 hf y46d ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1 728      </span></div></div><div class="c x6 y6f5 w82 h82"><div class="t m0 x15 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>created </div></div><div class="c xf y6f5 wb2 h82"><div class="t m0 x1c h7 y46d ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">1 591      </span></div></div><div class="c x130 y6f5 w57 h82"><div class="t m0 x106 h7 y46d ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1 196      </span></div></div><div class="c x6 y6f6 w82 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>utilised </div></div><div class="c xf y6f6 wb2 h47"><div class="t m0 x2e h7 y46f ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">(1 162)     </span></div></div><div class="c x130 y6f6 w57 h47"><div class="t m0 xae h7 y46f ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(1 268)     </span></div></div><div class="c x6 y6f7 w82 h82"><div class="t m0 x15 hf y46f ff1 fs3 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 xf y6f7 wb2 h82"><div class="t m0 x25 h7 y46f ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(23)     </span></div></div><div class="c x130 y6f7 w57 h82"><div class="t m0 x7a hf y46f ff1 fs3 fc0 sc0 ls6 ws0">                                <span class="_ _1"></span><span class="ls0">(63)    <span class="ff2"> </span></span></div></div><div class="c x6 y68a w82 h82"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er<span class="ff1"> </span></div></div><div class="c xf y68a wb2 h82"><div class="t m0 x1c hf y46d ff2 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">1 999      </span></div></div><div class="c x130 y68a w57 h82"><div class="t m0 x106 hf y46d ff2 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1 593     <span class="ff1"> </span></span></div></div><div class="c x6 y6f8 w82 h82"><div class="t m0 x15 hf y46d ff1 fs3 fc0 sc0 ls0 ws0">including s<span class="_ _0"></span>hort-<span class="ls25">term</span><span class="ff2"> </span></div></div><div class="c xf y6f8 wb2 h82"><div class="t m0 x1c h7 y46d ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">1 999      </span></div></div><div class="c x130 y6f8 w57 h82"><div class="t m0 x106 hf y46d ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1 593     <span class="ff2"> </span></span></div></div><div class="c x6 y6f9 w82 h29"><div class="t m0 x131 h7 y618 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y6f9 wb2 h29"><div class="t m0 x15 h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y6f9 w57 h29"><div class="t m0 x15 h9 y618 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y6fa ff1 fs2 fc0 sc0 ls0 ws0">The provision for <span class="_ _1"></span>guarantee repairs is created in accordance with the policy <span class="_ _1"></span>described in note 3.22. The o<span class="_ _1"></span>bligation of the </div><div class="t m0 x6 h9 y6fb ff1 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _19"></span>to <span class="_ _19"></span>incur <span class="_ _e"></span>the <span class="_ _c"></span>costs<span class="_ _1"></span> <span class="_ _c"></span>o<span class="_ _1"></span>f <span class="_ _c"></span>guaran<span class="_ _1"></span>tee <span class="_ _c"></span>repairs <span class="_ _19"></span>resu<span class="_ _1"></span>lts <span class="_ _19"></span>from <span class="_ _19"></span>general <span class="_ _19"></span>prov<span class="_ _1"></span>isions <span class="_ _19"></span>on <span class="_ _19"></span>surety <span class="_ _19"></span>and <span class="_ _e"></span>guarantee <span class="_ _c"></span>granted<span class="_ _1"></span> <span class="_ _c"></span>to </div><div class="t m0 x6 h9 y6fc ff1 fs2 fc0 sc0 ls0 ws0">certain product groups. <span class="_ _0"></span>It i<span class="_ _0"></span>s to<span class="_ _0"></span> be <span class="_ _5"></span>us<span class="_ _1"></span>ed <span class="_ _0"></span>within le<span class="_ _0"></span>ss than <span class="_ _0"></span>12 m<span class="_ _0"></span>onths, and<span class="_ _1"></span> the amount <span class="_ _5"></span>is estimated <span class="_ _0"></span>based on historical <span class="_ _0"></span>costs </div><div class="t m0 x6 h9 y6fd ff1 fs2 fc0 sc0 ls0 ws0">of guarantee repairs bo<span class="_ _1"></span>rne; thus, th<span class="_ _1"></span>e <span class="ff5">uncertainty<span class="_ _1"></span> towards its value should no<span class="_ _1"></span>t have a material impact on the Compan<span class="_ _1"></span>y’s </span></div><div class="t m0 x6 h9 y4c4 ff5 fs2 fc0 sc0 ls0 ws0">future results. Prov<span class="_ _1"></span>isions are recognised in the finan<span class="_ _1"></span>cial result und<span class="_ _1"></span>er “costs of goods and materials sold”.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x6 ha y384 ff2 fs0 fc3 sc0 lsb ws0">23.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Operat<span class="_ _5"></span>ing segments </span></span></div><div class="t m0 x6 hd y192 ff2 fs2 fc0 sc0 ls0 ws0">Identification of oper<span class="_ _1"></span>ating and reporting segments<span class="_ _1"></span> </div><div class="t m0 x6 hd y16b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y5ca ff5 fs2 fc0 sc0 ls0 ws0">The  Management <span class="_ _18"> </span>Board  of <span class="_ _18"> </span>the  Parent  Co<span class="_ _1"></span>mpany  makes <span class="_ _18"> </span>decisions  related  to<span class="_ _1"></span>  the  Compan<span class="_ _1"></span>y’s  operations<span class="_ _1"></span>  from  the </div><div class="t m0 x6 h9 y6fe ff1 fs2 fc0 sc0 ls0 ws0">perspective of distrib<span class="_ _1"></span>ution channels and geograp<span class="_ _1"></span>hical coverage. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y6ff ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y700 ff1 fs2 fc0 sc0 ls0 ws0">The Group specifies fou<span class="_ _1"></span>r operating and r<span class="_ _1"></span>eporting segments for its activ<span class="_ _1"></span>ities: </div><div class="t m0 x42 h9 y6e9 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">sales on local markets<span class="_ _1"></span> (Poland, Romania) to retail networks;<span class="_ _1"></span> </span></span></div><div class="t m0 x42 h9 y701 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">sales on local markets<span class="_ _1"></span> (Poland, Romania and Chin<span class="_ _1"></span>a) <span class="ff5">–</span> wholes<span class="_ _1"></span>ale market; </span></span></div><div class="t m0 x42 h9 y4a8 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">export sales; </span></span></div><div class="t m0 x42 h9 y702 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">retail sales. </span></span></div><div class="t m0 x6 h9 y703 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y704 ff1 fs2 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>part <span class="_ _0"></span>of <span class="_ _5"></span>the retail <span class="_ _5"></span>networks segment, <span class="_ _5"></span>the Group <span class="_ _5"></span>cooperates with <span class="_ _5"></span>large retail <span class="_ _5"></span>networks thr<span class="_ _0"></span>oughout Poland <span class="_ _5"></span>and Romania. </div><div class="t m0 x6 h9 y29e ff1 fs2 fc0 sc0 ls0 ws0">Wholesale <span class="_ _1"></span>on <span class="_ _1"></span>all markets <span class="_ _1"></span>where <span class="_ _1"></span>the Grou<span class="_ _1"></span>p ho<span class="_ _1"></span>lds its<span class="_ _1"></span> entities <span class="_ _1"></span>is <span class="_ _1"></span>conducted <span class="_ _1"></span>through <span class="_ _1"></span>a network <span class="_ _1"></span>of <span class="_ _1"></span>wholesalers <span class="_ _1"></span>and <span class="_ _1"></span>stores. </div><div class="t m0 x6 h9 y705 ff1 fs2 fc0 sc0 ls0 ws0">Foreign markets <span class="_ _0"></span>are supported <span class="_ _0"></span>using <span class="_ _0"></span>sales<span class="_ _1"></span> <span class="_ _0"></span>department of <span class="_ _5"></span>the Parent <span class="_ _0"></span>Company and subsidiaries <span class="_ _5"></span>Yato Tools (Shanghai) <span class="_ _0"></span>Co. </div><div class="t m0 x6 h9 y62a ff1 fs2 fc0 sc0 ls0 ws0">Ltd. and Yato Too<span class="_ _1"></span>ls (Jiaxing) C<span class="_ _1"></span>o. Ltd. As part <span class="_ _1"></span>of retail sales, s<span class="_ _1"></span>ales are mainly real<span class="_ _1"></span>ized through<span class="_ _1"></span> an online store and<span class="_ _1"></span> popular<span class="_ _c"></span> </div><div class="t m0 x6 h9 y706 ff1 fs2 fc0 sc0 ls0 ws0">online platforms. </div><div class="t m0 x6 h9 y707 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y708 ff1 fs2 fc0 sc0 ls0 ws0">Data <span class="_ _c"></span>an<span class="_ _1"></span>alysed <span class="_ _c"></span>by <span class="_ _19"></span>the <span class="_ _19"></span>Management <span class="_ _19"></span>Board <span class="_ _19"></span>of <span class="_ _c"></span>the <span class="_ _19"></span>Parent <span class="_ _19"></span>Company <span class="_ _19"></span>for <span class="_ _c"></span>s<span class="_ _1"></span>egment <span class="_ _c"></span>description <span class="_ _19"></span>is <span class="_ _19"></span>consistent <span class="_ _19"></span>with <span class="_ _c"></span>the <span class="_ _19"></span>data </div><div class="t m0 x6 h9 y34c ff1 fs2 fc0 sc0 ls0 ws0">disclosed in th<span class="_ _1"></span>e statement of comprehensive income.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y709 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y70a ff1 fs2 fc0 sc0 ls0 ws0">The Group did not <span class="_ _1"></span>record revenue from sale to a single ext<span class="_ _1"></span>ernal customer exceeding 10<span class="_ _1"></span>% of total sales revenue.<span class="_ _c"></span> </div><div class="t m0 x6 h9 y36f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y70b ff5 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2024, <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Group’s <span class="_ _1"></span>as<span class="_ _1"></span>sets <span class="_ _1"></span>amounted <span class="_ _1"></span>to <span class="_ _1"></span>PLN <span class="_ _1"></span>787 <span class="_ _1"></span>155 <span class="_ _1"></span>thousan<span class="_ _1"></span>d, <span class="_ _1"></span>and <span class="_ _1"></span>the <span class="_ _1"></span>Group’s <span class="_ _1"></span>liabilities <span class="_ _1"></span>amoun<span class="_ _1"></span>ted </div><div class="t m0 x6 h9 y70c ff1 fs2 fc0 sc0 ls0 ws0">to <span class="_ _c"></span>PLN <span class="_ _c"></span>297 <span class="_ _c"></span>264 <span class="_ _c"></span>tho<span class="_ _1"></span>usand <span class="_ _c"></span>and<span class="_ _1"></span> <span class="_ _c"></span>were <span class="_ _c"></span>related <span class="_ _c"></span>only <span class="_ _c"></span>to <span class="_ _c"></span>tra<span class="_ _1"></span>ding <span class="_ _c"></span>activities. <span class="_ _c"></span>The <span class="_ _c"></span>Ma<span class="_ _1"></span>nagement <span class="_ _c"></span>Board <span class="_ _19"></span>of <span class="_ _c"></span>the <span class="_ _c"></span>Parent <span class="_ _19"></span>Company </div><div class="t m0 x6 h9 y70d ff1 fs2 fc0 sc0 ls0 ws0">does not examine the as<span class="_ _1"></span>sets of the Group for <span class="_ _1"></span>each segment s<span class="_ _1"></span>eparately. </div><div class="t m0 x6 h9 y70e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3b6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y4dd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y70f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y710 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">51<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y15b ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Parent Company <span class="_ _5"></span>has <span class="_ _0"></span>no <span class="_ _5"></span>non<span class="_ _1"></span>-current <span class="_ _5"></span>assets located <span class="_ _5"></span>abroad. <span class="_ _0"></span>Non-current assets <span class="_ _5"></span>of <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>subsidiaries are <span class="_ _5"></span>located <span class="_ _5"></span>outside </div><div class="t m0 x6 h9 y711 ff1 fs2 fc0 sc0 ls0 ws0">of <span class="_ _c"></span>Poland<span class="_ _1"></span>. <span class="_ _c"></span>The <span class="_ _c"></span>net <span class="_ _19"></span>value <span class="_ _19"></span>of <span class="_ _c"></span>p<span class="_ _1"></span>roperty, <span class="_ _19"></span>plant <span class="_ _19"></span>and <span class="_ _19"></span>equipment <span class="_ _19"></span>located <span class="_ _c"></span>in<span class="_ _1"></span> <span class="_ _c"></span>Romania <span class="_ _19"></span>as <span class="_ _19"></span>at <span class="_ _c"></span>31<span class="_ _1"></span> <span class="_ _c"></span>December <span class="_ _19"></span>2024 <span class="_ _c"></span>is<span class="_ _1"></span> <span class="_ _c"></span>PLN <span class="_ _19"></span>4 <span class="_ _c"></span>1<span class="_ _1"></span>67 </div><div class="t m0 x6 h9 y712 ff1 fs2 fc0 sc0 ls0 ws0">thousand <span class="_ _1"></span>and <span class="_ _1"></span>located <span class="_ _1"></span>in <span class="_ _1"></span>China is<span class="_ _1"></span> PLN<span class="_ _1"></span> 45 421 <span class="_ _1"></span>thousand <span class="_ _1"></span>(as at <span class="_ _1"></span>31 <span class="_ _1"></span>December 2023<span class="_ _1"></span>: Roman<span class="_ _1"></span>ia <span class="_ _1"></span><span class="ff5">–</span> <span class="_ _1"></span>PLN <span class="_ _1"></span>4 098 <span class="_ _1"></span>thousand, <span class="_ _1"></span>China </div><div class="t m0 x6 h9 y6f4 ff5 fs2 fc0 sc0 ls0 ws0">–<span class="ff1"> PLN 41 350 thous<span class="_ _1"></span>and). </span></div><div class="t m0 x6 h9 y713 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y714 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y715 w79 h84"><div class="t m0 x15 hf y716 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended  </div><div class="t m0 x15 hf y5d4 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x12d y715 wb5 h84"><div class="t m0 x10 h2d y717 ff6 fs3 fc0 sc0 ls0 ws0">EXPORT SALES </div></div><div class="c x75 y715 wb6 h84"><div class="t m0 x33 h2d y716 ff6 fs3 fc0 sc0 ls0 ws0">WHOLESALE </div><div class="t m0 x19 h2d y5d4 ff6 fs3 fc0 sc0 ls0 ws0">MARKET </div></div><div class="c x35 y715 w1e h84"><div class="t m0 x7f h2d y716 ff6 fs3 fc0 sc0 ls0 ws0">RETAIL </div><div class="t m0 x33 h2d y5d4 ff6 fs3 fc0 sc0 ls0 ws0">NETWORKS </div></div><div class="c x132 y715 w7f h84"><div class="t m0 x1f h2d y717 ff6 fs3 fc0 sc0 ls0 ws0">RETAIL SALES </div></div><div class="c x133 y715 wb7 h84"><div class="t m0 x25 hf y717 ff6 fs3 fc0 sc0 ls0 ws0">TOTAL<span class="ff2"> </span></div></div><div class="c x6 y718 w79 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x12d y718 wb5 h11"><div class="t m0 x2c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y718 wb6 h11"><div class="t m0 xb4 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y718 w1e h11"><div class="t m0 xe2 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y718 w7f h11"><div class="t m0 xe2 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y718 wb7 h11"><div class="t m0 xd6 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y719 w79 h11"><div class="t m0 x15 hf y5e ff1 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customer<span class="_ _0"></span>s by geographi<span class="_ _0"></span>cal area:<span class="ff2"> </span></div></div><div class="c x12d y719 wb5 h11"><div class="t m0 xa h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y719 wb6 h11"><div class="t m0 x27 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 y719 w1e h11"><div class="t m0 x52 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y719 w7f h11"><div class="t m0 x52 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y719 wb7 h11"><div class="t m0 x5c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y71a w79 h10"><div class="t m0 xae hf y5e ff1 fs3 fc0 sc0 ls0 ws0">Poland<span class="ff2"> </span></div></div><div class="c x12d y71a wb5 h10"><div class="t m0 x5a h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y71a wb6 h10"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">265 347      </span></div></div><div class="c x35 y71a w1e h10"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">84 995      </span></div></div><div class="c x132 y71a w7f h10"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">80 961      </span></div></div><div class="c x133 y71a wb7 h10"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">431 303      </span></div></div><div class="c x6 y71b w79 h10"><div class="t m0 xae hf y5e ff1 fs3 fc0 sc0 ls0 ws0">Romania<span class="ff2"> </span></div></div><div class="c x12d y71b wb5 h10"><div class="t m0 x5a h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y71b wb6 h10"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">66 013      </span></div></div><div class="c x35 y71b w1e h10"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">11 901      </span></div></div><div class="c x132 y71b w7f h10"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 149      </span></div></div><div class="c x133 y71b wb7 h10"><div class="t m0 x28 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">79 063      </span></div></div><div class="c x6 y71c w79 h10"><div class="t m0 xae hf y8b ff1 fs3 fc0 sc0 ls0 ws0">China<span class="ff2"> </span></div></div><div class="c x12d y71c wb5 h10"><div class="t m0 x5a h3a yfc ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y71c wb6 h10"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls5">27<span class="ls0"> 625      </span></span></div></div><div class="c x35 y71c w1e h10"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x132 y71c w7f h10"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">2 987      </span></div></div><div class="c x133 y71c wb7 h10"><div class="t m0 x28 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">30 612      </span></div></div><div class="c x6 y5eb w79 h51"><div class="t m0 xae h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>ountries </div></div><div class="c x12d y5eb wb5 h51"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">280 030 </span></div></div><div class="c x75 y5eb wb6 h51"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x35 y5eb w1e h51"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x132 y5eb w7f h51"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x133 y5eb wb7 h51"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">280 030      </span></div></div><div class="c x6 y71d w79 h12"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total segment rev<span class="_ _0"></span>enue </div></div><div class="c x12d y71d wb5 h12"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">280 030      </span></div></div><div class="c x75 y71d wb6 h12"><div class="t m0 x1b hf y62 ff2 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">358 985      </span></div></div><div class="c x35 y71d w1e h12"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">96 896      </span></div></div><div class="c x132 y71d w7f h12"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">85 097      </span></div></div><div class="c x133 y71d wb7 h12"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">821 008      </span></div></div><div class="c x6 y71e w79 h17"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y71e wb5 h17"><div class="t m0 x2c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y71e wb6 h17"><div class="t m0 xb4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y71e w1e h17"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y71e w7f h17"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y71e wb7 h17"><div class="t m0 xd6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y71f w79 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Cost of goods sol<span class="_ _0"></span>d </div></div><div class="c x12d y71f wb5 h11"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y71f wb6 h11"><div class="t m0 xb4 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y71f w1e h11"><div class="t m0 xe2 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y71f w7f h11"><div class="t m0 xe2 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y71f wb7 h11"><div class="t m0 xd6 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y720 w79 h17"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customer<span class="_ _0"></span>s </div></div><div class="c x12d y720 wb5 h17"><div class="t m0 xc1 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(201 381)     </span></div></div><div class="c x75 y720 wb6 h17"><div class="t m0 xf2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(228 562)     </span></div></div><div class="c x35 y720 w1e h17"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(66 820)     </span></div></div><div class="c x132 y720 w7f h17"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(45 863)     </span></div></div><div class="c x133 y720 wb7 h17"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(542 626)     </span></div></div><div class="c x6 y721 w79 h85"><div class="t m0 x15 hf y722 ff2 fs3 fc0 sc0 ls0 ws0">Total costs of good<span class="_ _0"></span>s sold </div></div><div class="c x12d y721 wb5 h85"><div class="t m0 xae hf y62 ff2 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">(201 381)     </span></div></div><div class="c x75 y721 wb6 h85"><div class="t m0 x32 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">(228 562)     </span></div></div><div class="c x35 y721 w1e h85"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(66 820)     </span></div></div><div class="c x132 y721 w7f h85"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(45 863)     </span></div></div><div class="c x133 y721 wb7 h85"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(542 626)     </span></div></div><div class="c x6 y723 w79 h48"><div class="t m0 x15 hf ydd ff2 fs3 fc0 sc0 ls0 ws0">Gross profit </div></div><div class="c x12d y723 wb5 h48"><div class="t m0 xae hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">78 649      </span></div></div><div class="c x75 y723 wb6 h48"><div class="t m0 x1e hf y66 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">130 423      </span></div></div><div class="c x35 y723 w1e h48"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">30 076      </span></div></div><div class="c x132 y723 w7f h48"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">39 234      </span></div></div><div class="c x133 y723 wb7 h48"><div class="t m0 x2d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">278 382      </span></div></div><div class="c x6 y724 w79 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Gross profit margin<span class="_ _0"></span> </div></div><div class="c x12d y724 wb5 h10"><div class="t m0 x2 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">28%<span class="ls0"> </span></div></div><div class="c x75 y724 wb6 h10"><div class="t m0 x84 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">36%<span class="ls0"> </span></div></div><div class="c x35 y724 w1e h10"><div class="t m0 x6d hf y5e ff2 fs3 fc0 sc0 ls5 ws0">31%<span class="ls0"> </span></div></div><div class="c x132 y724 w7f h10"><div class="t m0 x6d hf y5e ff2 fs3 fc0 sc0 ls5 ws0">46%<span class="ls0"> </span></div></div><div class="c x133 y724 wb7 h10"><div class="t m0 x88 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">34%<span class="ls0"> </span></div></div><div class="c x6 y725 w79 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y725 wb5 h13"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y725 wb6 h13"><div class="t m0 xb4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y725 w1e h13"><div class="t m0 xe2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y725 w7f h13"><div class="t m0 xe2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y725 wb7 h13"><div class="t m0 xd6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h83 y726 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y727 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y728 w79 h86"><div class="t m0 x15 hf y716 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended  </div><div class="t m0 x15 hf y533 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x12d y728 wb5 h86"><div class="t m0 x10 h2d y729 ff6 fs3 fc0 sc0 ls0 ws0">EXPORT SALES </div></div><div class="c x75 y728 wb6 h86"><div class="t m0 x33 h2d y716 ff6 fs3 fc0 sc0 ls0 ws0">WHOLESALE </div><div class="t m0 x19 h2d y533 ff6 fs3 fc0 sc0 ls0 ws0">MARKET </div></div><div class="c x35 y728 w1e h86"><div class="t m0 x7f h2d y716 ff6 fs3 fc0 sc0 ls0 ws0">RETAIL </div><div class="t m0 x33 h2d y533 ff6 fs3 fc0 sc0 ls0 ws0">NETWORKS </div></div><div class="c x132 y728 w7f h86"><div class="t m0 x1f h2d y729 ff6 fs3 fc0 sc0 ls0 ws0">RETAIL SALES </div></div><div class="c x133 y728 wb7 h86"><div class="t m0 x25 hf y729 ff6 fs3 fc0 sc0 ls0 ws0">TOTAL<span class="ff2"> </span></div></div><div class="c x6 y72a w79 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x12d y72a wb5 h10"><div class="t m0 x2c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y72a wb6 h10"><div class="t m0 xb4 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y72a w1e h10"><div class="t m0 xe2 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y72a w7f h10"><div class="t m0 xe2 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y72a wb7 h10"><div class="t m0 xd6 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y72b w79 h10"><div class="t m0 x15 hf y5e ff1 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customer<span class="_ _0"></span>s by geographi<span class="_ _0"></span>cal area:<span class="ff2"> </span></div></div><div class="c x12d y72b wb5 h10"><div class="t m0 xa h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y72b wb6 h10"><div class="t m0 x27 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x35 y72b w1e h10"><div class="t m0 x52 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y72b w7f h10"><div class="t m0 x52 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y72b wb7 h10"><div class="t m0 x5c h7 y5e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y2dd w79 h87"><div class="t m0 xae hf y72c ff1 fs3 fc0 sc0 ls0 ws0">Poland<span class="ff2"> </span></div></div><div class="c x12d y2dd wb5 h87"><div class="t m0 x5a h3a y7b ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y2dd wb6 h87"><div class="t m0 x1e h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">253 196      </span></div></div><div class="c x35 y2dd w1e h87"><div class="t m0 xf2 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">65 208      </span></div></div><div class="c x132 y2dd w7f h87"><div class="t m0 xf2 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">48 538      </span></div></div><div class="c x133 y2dd wb7 h87"><div class="t m0 x2d h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">366 942      </span></div></div><div class="c x6 y72d w79 h16"><div class="t m0 xae hf y82 ff1 fs3 fc0 sc0 ls0 ws0">Romania<span class="ff2"> </span></div></div><div class="c x12d y72d wb5 h16"><div class="t m0 x5a h3a y8b ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y72d wb6 h16"><div class="t m0 x37 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">75 296      </span></div></div><div class="c x35 y72d w1e h16"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">10 521      </span></div></div><div class="c x132 y72d w7f h16"><div class="t m0 x32 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">915      </span></div></div><div class="c x133 y72d wb7 h16"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">86 732      </span></div></div><div class="c x6 y72e w79 h88"><div class="t m0 xae hf y82 ff1 fs3 fc0 sc0 ls0 ws0">China<span class="ff2"> </span></div></div><div class="c x12d y72e wb5 h88"><div class="t m0 x5a h3a y5e ff1 fs7 fc0 sc0 ls0 ws0">- <span class="fs3"> </span></div></div><div class="c x75 y72e wb6 h88"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">30 414      </span></div></div><div class="c x35 y72e w1e h88"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x132 y72e w7f h88"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">2 933      </span></div></div><div class="c x133 y72e wb7 h88"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">33 347      </span></div></div><div class="c x6 y46a w79 h16"><div class="t m0 xae h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>ountries </div></div><div class="c x12d y46a wb5 h16"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">245 375      </span></div></div><div class="c x75 y46a wb6 h16"><div class="t m0 x16 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x35 y46a w1e h16"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x132 y46a w7f h16"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x133 y46a wb7 h16"><div class="t m0 x2d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">245 375      </span></div></div><div class="c x6 y72f w79 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Total segment rev<span class="_ _0"></span>enue </div></div><div class="c x12d y72f wb5 h10"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">245 375      </span></div></div><div class="c x75 y72f wb6 h10"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">358 906      </span></div></div><div class="c x35 y72f w1e h10"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">75 729      </span></div></div><div class="c x132 y72f w7f h10"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">52 386      </span></div></div><div class="c x133 y72f wb7 h10"><div class="t m0 x2d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">732 396      </span></div></div><div class="c x6 y730 w79 h17"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y730 wb5 h17"><div class="t m0 x2c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y730 wb6 h17"><div class="t m0 xb4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y730 w1e h17"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y730 w7f h17"><div class="t m0 xe2 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y730 wb7 h17"><div class="t m0 xd6 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y2a1 w79 h11"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Cost of goods sol<span class="_ _0"></span>d </div></div><div class="c x12d y2a1 wb5 h11"><div class="t m0 x2c hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y2a1 wb6 h11"><div class="t m0 xb4 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y2a1 w1e h11"><div class="t m0 xe2 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y2a1 w7f h11"><div class="t m0 xe2 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y2a1 wb7 h11"><div class="t m0 xd6 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y731 w79 h17"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customer<span class="_ _0"></span>s </div></div><div class="c x12d y731 wb5 h17"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">(173 198)     </span></div></div><div class="c x75 y731 wb6 h17"><div class="t m0 x37 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">(233 374)  </span></div></div><div class="c x35 y731 w1e h17"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(54 163)     </span></div></div><div class="c x132 y731 w7f h17"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(27 610)     </span></div></div><div class="c x133 y731 wb7 h17"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(488 345)     </span></div></div><div class="c x6 y732 w79 h85"><div class="t m0 x15 hf y722 ff2 fs3 fc0 sc0 ls0 ws0">Total costs of good<span class="_ _0"></span>s sold </div></div><div class="c x12d y732 wb5 h85"><div class="t m0 x10 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">(173 198)     </span></div></div><div class="c x75 y732 wb6 h85"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(233 374) </span></div></div><div class="c x35 y732 w1e h85"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(54 163)     </span></div></div><div class="c x132 y732 w7f h85"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(27 610)     </span></div></div><div class="c x133 y732 wb7 h85"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(488 345)     </span></div></div><div class="c x6 y86 w79 h1e"><div class="t m0 x15 hf ydd ff2 fs3 fc0 sc0 ls0 ws0">Gross profit </div></div><div class="c x12d y86 wb5 h1e"><div class="t m0 x23 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">72 177      </span></div></div><div class="c x75 y86 wb6 h1e"><div class="t m0 x2d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">125 532      </span></div></div><div class="c x35 y86 w1e h1e"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">21 566      </span></div></div><div class="c x132 y86 w7f h1e"><div class="t m0 xf2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">24 776      </span></div></div><div class="c x133 y86 wb7 h1e"><div class="t m0 x2d hf y66 ff2 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">244 051      </span></div></div><div class="c x6 y87 w79 h10"><div class="t m0 x15 hf y5e ff2 fs3 fc0 sc0 ls0 ws0">Gross profit margin<span class="_ _0"></span> </div></div><div class="c x12d y87 wb5 h10"><div class="t m0 x2 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">29%<span class="ls0"> </span></div></div><div class="c x75 y87 wb6 h10"><div class="t m0 x84 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">35%<span class="ls0"> </span></div></div><div class="c x35 y87 w1e h10"><div class="t m0 x6d hf y5e ff2 fs3 fc0 sc0 ls5 ws0">28%<span class="ls0"> </span></div></div><div class="c x132 y87 w7f h10"><div class="t m0 x6d hf y5e ff2 fs3 fc0 sc0 ls5 ws0">47%<span class="ls0"> </span></div></div><div class="c x133 y87 wb7 h10"><div class="t m0 x88 hf y5e ff2 fs3 fc0 sc0 ls5 ws0">33%<span class="ls0"> </span></div></div><div class="c x6 y733 w79 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y733 wb5 h13"><div class="t m0 x2c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x75 y733 wb6 h13"><div class="t m0 xb4 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x35 y733 w1e h13"><div class="t m0 xe2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x132 y733 w7f h13"><div class="t m0 xe2 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x133 y733 wb7 h13"><div class="t m0 xd6 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h83 y734 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y101 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y735 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y736 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y27f ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y737 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y738 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y3d7 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y739 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y73a ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y73b ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y73c ff1 fsa fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x2 y2 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/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u72N7LrPuz479yHGZKrWWllJXai+llg5KaK4zqyC6e22yY2krQoYARFi6Bt3vZd/40WaV8WaNAnIE2QBzsBXDhpGrmJ41i2IVuJE1uOOZIlx5KcehXt06z4MHPvOX0xu1wZoLnLXXJIDj+fNxpQlESdc+7Fd84ezgVAfx+kv0tJTVOVsrO9HSmllAbdS/VwddqXvkSpVy7tdFdT+53ntr7w4lP/44m/ePzdf/un3//2x9cffnAUK027WnKT6qqaRpSIPsWsjjrF/FNZyo1ATa//Hcgbj3pcWLdOI7bjxq9GtqlJeSfKLCIi9XVq6tSUSBcjvv2dyeefHn/x6Rf+YvzXF69uT5tzm9WF3A3ytZ2o63T+DdPZzvb1Waqbeu18n7OlCQCgv+9GTilK6SNSdWNz+kK+1G8Pmmo4q4Y7pY72XJ9SX2K79Jcvz8af+fpvf/rzb3uwfd97HvvXP/+hx940aCOG0aykLs9mqczSIMqsK+3q/MnqETnyfKP5VoIf6f9R3/cRUdd113WllKppBim18+323EVEtz2rh2ulGnYprmzONr758n/41FN/+ZfPX74yy/VomldjcP9OqvsqlcjRlvmH0JR6Zf5Oos/z/wUJDgCgvw9DSU2fqhJ1vvkA+NdJEVUMzj/3ytXn//eTXx+/8E8++J4PPf5j737rIJdmpW1S5G42a+pmGjGb9m2KQdtEXaLPNxP8yKWUUkoR0TRNRLQlR+ln21t120bdRBrEueFmxKVpPP/y1u/83qc/9X/+7+T+t1+9mqv2/qjWZl1bN4Muz9889JH7iBwpxfd8vODuJr4KBwDQ3/fmSv2GEnVf1SWqkuoofeRSxSyV3JRpW7pZGc6GDzUpP/OdrWd/7Q/+5yc/8+5HHv7Qex/58E88+paHRk09TDlvzmLY1ilFzrmNqqrKzQMpOd38KMAjefNQSkqplJJznn90et1fT9WsbduuT7PcTCJ9+blX/vDpb/7xn45fevX6K9d36tVHZ1upDNeadq2f9iVKX6WILkVXlVldZilKn5q+en1559d/3km5ecIGAAD9fWDT5oFbh7ZLH6WvS1/HrC65Kl2KXEqUnGYlZmVlMw2nXXP5G1f+5Kt/9Ev/5ZMf/cn3/vw//Zm/s7660sROxOY0VuqqrqN0fdOk12fqEQV43/dN08z3v7uuyzlHNWjqYU7DK1H92bOv/rtf/vU/+9arm+2FWHtwpz8fVd+vjmJrM7qum3WRIoYR9Sy66c0H60RVUr71oebzYSkRZfdJRiVVt8ocAAD9fTC5jyip5Iicyo1P1uuj7VKKajUiVaUfRO5TnetBSe1rfdksKyWtPtCe/8Tnxr/7+W/8yDse/vCPv+kn3/euH33Hm0sdXYlhM4gbT5ovEbmK+ojObTRNk3OeHwFvmqZpmhcu9V8Yv/zEk1/74te/9d1r081Yze0PdfUwdrrou5TycGfW5zZXUeocdcn9NHa6aJoSqUQquc0lSko3Dq+X+ZmTksr3fIZ5WdinmQMAsGT93ZSd+WPqbz40p+qjzmkQVR0xjNQ0/WRYXuvqersvkeqoh6WuY7Z1fXjf2sp9V65f+srzr7z87JOf+Hj50Ufe8lMf+nsf++gHq5V2WFfzhE0RJXJ1NL+FmXOOiLZtc87PPvvsZz/72V/53PNfvnxfHo6m7YUy24mVUQxXYroZm5fbYTpfd9cuv5KGb63q3HWzUpd6tUkrbbczi6hLaUrUEVXZ3fmeP22ozJ85FKXMHy6UjmxDHwCAhUrl5jnjwT/7z6fo52777bapUz/Ns83HH3vnv/rYR9/76ENvvS9G+Wr0lyJtxvbm9rnHc45BHd3OrEqlbQc5RYmYPzlzmuOBar5LnmOeuqmOqPqIrT5yiqgiRzwwezGalUhtX9Z20uC1iO2Iizvx65/8xsf/1x9cvbbVtWvTqj0t4zbIs1/8yGP/6d/8A0sfAOBY3Nr/7hf0vJrD0bU/sDndqlbur4blMxuXvvRLv/JDD66979GHP/L+H/nAY2/+wXNVui8P+tJWqSp9MyhRSuTNOlKkVEXVllhJaSvaiKijqiOqlFPJ/WxaN9VaLlE3paQcaad+aNZFXTevlWrj2688+ZXnvvjVl77xwsvfubRV2vvy8Py0nKah61POttIBAE5Cf+eqOU0/+HAt0iCnlEuJZvXaSn3t5e8+f+3iJ59+6cIwPvaPP/L3P/DIzz4UVYrtnX51kCL6KF3006irKiJyjojZ4KGbT/GJFCmlUmZbUa9UVcTO9dz17dq5l+rVVMUzL+z8t1/9jS999dmrO2k7r1TDUbf6xmlucqoiys2j56dA7vucKuseAOD4+ztOV5ZduxiDQdTD6Pro+sj16t96+9ar/2+2na5Npr/8m7//G787+rcf/IFf+Oc/d2E4uN5HU5phalJEdH00VdRVlDKMiLjxIeQpIqJu1kb9dJZzaVfuryL6XD73/OZv/tYTz2yML1/b2clrXbPaVauzaY7UppVRdDm6rahPzdCVFMX+NwDAiejvU5Vlb1jd2dy5Pp2mqhmUdqXP3ezSxdT1qV1pYjibTV+9svUfP/XV//pHz/7Ejz36U4+/49F3vu3hB9sLw7aJqHJuU0kRw3wlIiLqSG2JwSxV13aqNGw2S/zVS9t/8qWvffGpP//cd2NyfavEaqrPR1PnNOhylYZVibbMSqQmmjZKf2r6O4oPMgQAOBH9nfL0FP3cr06unTt/YbUZzLo8i1S1g257Wq2sRinTbpaqQRXpbwYP/s2s++ZTL//WHz9zYa35R+9/97/82Iff9ZZYqaqViIj4we56RIpqGKnpUnU9Ymclfu2Jb//3T/z+ixev9YNzUQ13ulz6QTMc5kh9jipHqlLTDvquy9ubERF1TtWp6e82tuvTc1oGAGCZ+3sltk/Rzz09/8atSLlPkZqIKnKKwTD3JSJSqlNESTlKFSVFNNXw3Gvd7InPfuErTz/1nnc98ov/4iM//vb7qoiYVdEO+mkVq6sXr/dPfPm5j//eZ7724pVXdppYuX+amzxLg2oWTUS/HRH1/KlBfUS/2ZS48VuXqbvx0d2nYr67rUHqrXsAgOPv7zeUK6fo575WPxhRdk/MpFKqyClKVUqKPkVJJbbyaxF9Xfompk10w3paTa5//akX//0zT77zzW/68Af+7j/8wPubPPjmt178wyc//fQzz//Vxau5HpYuPdAMcr7c5apuB1W/ExHVjQdSlhQllfl/d/5B3VEi8ima73pzrWxa9wAAx+XW539/6dVT9YOXiBTV/BmR81+gLJGiVJGj5JRyRGxWwxt/t0QV0aRoy6ytoo3Z9PqVPJtu//DbqipSFa9txdZWDAYROdoqmhS5j+ijbWKz7I7U9/wX56oSfYqcTtF8xxvPxZtXrXwAAAAAYNnd2v8GAACOmkexAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAATrNm91VKyXAAAMCuUsoR9vfGxoYhBuC4rK+vGwTuwng8tqhY2KI6FM6fAADA4uhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAAAsRrPnV9fX1w0NAEdhPB4bBOAss/8NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAflV3RQAAGW9JREFUoL8BAIDFSKWUG69SMhwAALBrN5WPpL8BAICj5vwJAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwDAadLsvkopGQ4AANhVSjnC/t7Y2DDEAABwpJo9v7q+vm5oADgK4/HYIAD6GwCOma0fDv0dnUXFoS+qQ+H3LwEAYHH0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAMDZ1uz51fF4bGgAAOCo+julZCwAAOD1SimH/u9MR/EvBQAA9uT8NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEA4DRrdl+llAwHAADctVLKAfp7Y2PDkAEAwJFy/gQAAPQ3AAAso8YQAHAg6+vrBmE5jMdjg+CSZPGXkv1vAABYHP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAODw7P38Sw9SglPh+z1wyyXM0a0uzgL3EFclR8r+NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAAFqPZ86vj8djQwOnlEgbcQ+DEsv8NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwDAadQYAgAOxMMRwSXJvbD/DQAA+hsAAPQ3AABwL1Ip5carlAwHAADctd203set37/c2NgwZAAAcKScPwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACcNc2eX11fXzc0cPKNx2OXMAteXRaYewjmizu/Ye7J/jcAACyO/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAwGKkUsr81Xg8NhwAAHDX1tfXb/s99r8BAGBx9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAHAypFLKjVcpGQ4AALhru2l9R/0NAAAcNedPAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAHBLs/tqMpkYDgAAuGuj0ei232P/GwAAFqcxBHA233zD/vb5Q1ELbOln2RSbLw7rhnmA/jaRsJQXPABw7Jw/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AADjbGkMAy2cymRgELDBMsfniZEqlFKMAAACL0XjzBAAAh2I0Gh2gv4EzdfHD/vbZlLHAln6WTbH54rBumAfobxMJS3nBAwDHzuefAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABgMRpDAMtnMpkYBCwwTLH54jT1t4kEAICj4PwJAAAsjvMnsIRGo5FB4B7t8wehFtjSz7IpNl8c1g3zAP1tImEpL3gA4Ng5fwIAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAABwtjWGAJbPZDIxCFhgmGLzxclk/xsAABan8UYKAACOub+BU200GhkE7tE+GzEW2NLPsik2XxzWDXNPzp8AAMDiNN5Iwdl5ww0AHDv73wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAgJOoMQSwfCaTiUHAAsMUmy9OJvvfAACwOI03UgAAsDD2vwEAYHGc/4YlNBqNDAL3aJ8/CLXAln6WTbH54rBumAfobxMJS3nBAwDHzvkTAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAgLOtMQSwfCaTiUHAAsMUmy9OplRKMQoAALAYjTdPAABwKEaj0QH6GzhTFz/sb59NGQts6WfZFJsvDuuGeYD+NpGwlBc8AHDsfP4JAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAAWozEEsHwmk4lBwALDFJsvTlN/m0gAADgKzp8AAMDiOH8CS2g0GhkE7tE+fxBqgS39LJti88Vh3TAP0N8mEpbyggcAjp3zJwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAABnW2MIYPlMJhODgAWGKTZfnEz2vwEAYHEab6QAAOCY+xs41UajkUHgHu2zEWOBLf0sm2LzxWHdMPfk/AkAACxO440UnJ033ADAsbP/DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAAOIkaQwDLZzKZGAQsMEyx+eJksv8NAACL03gjBQAAC2P/GwAAFsf5b1hCo9HIIHCP9vmDUAts6WfZFJsvDuuGeYD+NpGwlBc8AHDsnD8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAAONsaQwDLZzKZGAQsMEyx+eJkSqUUowAAAIvRePMEAACHYjQaHaC/gTN18cP+9tmUscCWfpZNsfnisG6YB+hvEwlLecEDAMfO558AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAGAxGkMAy2cymRgELDBMsfniZEqlFKMAAACL4fwJAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAG5pdl9NJhPDAQAAd200Gh2gvw/6TwLH7vu9bXYJc3SrywJzD8F8cec3zD05fwIAAIujvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADOtlRKmb+aTCaGAwAA7tpoNLrt99j/BgCAxbm1/w0AABw1+98AAKC/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/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQCA22t2X6WUDAcAANy1UsptvyfdyTcBAACHwvkTAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAAA4Ds3uq5SS4QAAgLtWSjlAf1+7ds2QAQDAkXL+BAAAFqfZ86uj0cjQwMk3mUxcwix4dVlg7iGYL+78hrkn+98AALA4+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQDgbEullPmryWRiOAAA4K6NRqPbfo/9bwAAWBz9DQAA+hsAAJZRs+dX7+TkCnDsvt+vbbiEObrVZYG5h2C+uPMb5p7sfwMAwOLobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAALEYqpcxfTSYTwwEAAHdtNBrd9nvsfwMAwOLobwAAWJxmz6/eyc45cOy+37ExlzBHt7osMPcQzBd3fsPck/1vAABYHP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAIDFSKWU+avJZGI4AADgro1Go9t+j/1vAABYnFv73yklwwEAAHdtN6330ey+2tjYMGQAAHCknD8BAIDFafb86vr6uqGBk288HruEWfDqssDcQzBf3PkNc0/2vwEAYHH0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAAFiOVUuavxuOx4QAAgLu2vr5+2++x/w0AAIvTzP+SUjIWAABwL3aPluwj3ck3AQAAh8L5EwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAf///dutYAAAAAGCQv/WOaRRFAADg3wAAgH8DAIB/AwAA/g0AAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAODfAACAfwMAgH8DAAD+DQAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAAgH8DAIB/AwCAfwMAAP4NAAD+DQAA+DcAAPg3AAD4NwAA4N8AAODfAACAfwMAgH8DAIB/AwAA/g0AAP4NAAD4NwAA+DcAAODfAADg3wAA4N8AAIB/AwCAfwMAAP4NAAD+DQAA/g0AAPg3AAD4NwAA4N8AAODfAADg3wAAgH8DAIB/AwAA/g0AAP4NAAD+DQAA+DcAAPg3AADg3wAA4N8AAIB/AwCAfwMAgH8DAAD+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/AwCAfwMAAP4NAAAAAAALl/zWFNmJsI8AAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">52<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">24.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Sales r<span class="_ _0"></span>evenue </span></span></div></div><div class="c x6 y73d wb8 h1c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x134 y73d wb9 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y73d w69 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls5">20</span>23<span class="_ _0"></span> </div></div><div class="c x6 y73e wb8 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x134 y73e wb9 h3c"><div class="t m0 xf4 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y73e w69 h3c"><div class="t m0 xf4 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y73f wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Sales of goo<span class="_ _0"></span>ds for resal<span class="_ _0"></span>e </div></div><div class="c x134 y73f wb9 h3c"><div class="t m0 x85 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c x130 y73f w69 h3c"><div class="t m0 xb5 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c x6 y740 wb8 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Total sales reven<span class="_ _0"></span>ue </div></div><div class="c x134 y740 wb9 h3c"><div class="t m0 x85 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c x130 y740 w69 h3c"><div class="t m0 xb5 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h9 y4e6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y741 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>geog<span class="_ _1"></span>raphical <span class="_ _c"></span>structure <span class="_ _c"></span>of <span class="_ _1"></span>revenu<span class="_ _1"></span>es <span class="_ _1"></span>from <span class="_ _c"></span>sales <span class="_ _c"></span>has <span class="_ _c"></span>been <span class="_ _c"></span>presented <span class="_ _c"></span>below. <span class="_ _c"></span>Moreover, <span class="_ _c"></span>in <span class="_ _c"></span>the <span class="_ _1"></span>report <span class="_ _c"></span>on <span class="_ _c"></span>the <span class="_ _c"></span>Group&apos;s </div><div class="t m0 x6 h9 y742 ff1 fs2 fc0 sc0 ls0 ws0">activities, the Group a<span class="_ _1"></span>lso presented information by b<span class="_ _1"></span>rand. </div><div class="t m0 x42 h7 y267 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y743 wba h89"><div class="t m0 x15 hf y744 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x135 y743 wbb h89"><div class="t m0 x5f hf y744 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended<span class="_ _0"></span> </span></div></div><div class="c x136 y743 wbc h89"><div class="t m0 x98 hf y745 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x5a hf y18e ff2 fs3 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x36 y743 wbd h89"><div class="t m0 x28 hf y744 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended </span></div></div><div class="c xed y743 wbe h89"><div class="t m0 xae hf y745 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span></div><div class="t m0 xd6 hf y18e ff2 fs3 fc0 sc0 ls0 ws0">2023 </div></div><div class="c x6 y613 wba he"><div class="t m0 x15 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y613 wbb he"><div class="t m0 x55 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x136 y613 wbc he"><div class="t m0 x52 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">Share </div></div><div class="c x36 y613 wbd he"><div class="t m0 x106 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c xed y613 wbe he"><div class="t m0 x80 hf y5a ff2 fs3 fc0 sc0 ls0 ws0">Share </div></div><div class="c x6 y746 wba h55"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Europe, incl.:<span class="ff1"> </span></div></div><div class="c x135 y746 wbb h55"><div class="t m0 xf3 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">200 793<span class="ff1"> </span></div></div><div class="c x136 y746 wbc h55"><div class="t m0 x8f hf y456 ff2 fs3 fc0 sc0 ls5 ws0">24<span class="ls0">.</span>5%<span class="ff1 ls0"> </span></div></div><div class="c x36 y746 wbd h55"><div class="t m0 xeb hf y456 ff2 fs3 fc0 sc0 ls0 ws0">183 765<span class="ff1"> </span></div></div><div class="c xed y746 wbe h55"><div class="t m0 x6d hf y456 ff2 fs3 fc0 sc0 ls5 ws0">25<span class="ls0">.</span>1%<span class="ff1 ls0"> </span></div></div><div class="c x6 y747 wba h27"><div class="t m0 x137 h25 y62 ff4 fs3 fc0 sc0 ls0 ws0">Ukraine </div></div><div class="c x135 y747 wbb h27"><div class="t m0 x8e h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">49 796 </div></div><div class="c x136 y747 wbc h27"><div class="t m0 x27 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">6.<span class="ls5">1%</span> </div></div><div class="c x36 y747 wbd h27"><div class="t m0 x82 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">43 081 </div></div><div class="c xed y747 wbe h27"><div class="t m0 xd6 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">5.<span class="ls5">9%</span> </div></div><div class="c x6 y748 wba h27"><div class="t m0 x138 h25 y66 ff4 fs3 fc0 sc0 ls0 ws0">Hungary </div></div><div class="c x135 y748 wbb h27"><div class="t m0 x8e h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">28 516 </div></div><div class="c x136 y748 wbc h27"><div class="t m0 x27 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">5%</span> </div></div><div class="c x36 y748 wbd h27"><div class="t m0 x82 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">23 905 </div></div><div class="c xed y748 wbe h27"><div class="t m0 xd6 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">3%</span> </div></div><div class="c x6 y749 wba h27"><div class="t m0 x139 h25 y66 ff4 fs3 fc0 sc0 ls0 ws0">Belarus </div></div><div class="c x135 y749 wbb h27"><div class="t m0 x8e h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">20 458 </div></div><div class="c x136 y749 wbc h27"><div class="t m0 x27 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">2.<span class="ls5">5%</span> </div></div><div class="c x36 y749 wbd h27"><div class="t m0 x82 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">23 224 </div></div><div class="c xed y749 wbe h27"><div class="t m0 xd6 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">2%</span> </div></div><div class="c x6 y45e wba h41"><div class="t m0 x13a h25 y62 ff4 fs3 fc0 sc0 ls0 ws0">Russia </div></div><div class="c x135 y45e wbb h41"><div class="t m0 x8e h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">14 148 </div></div><div class="c x136 y45e wbc h41"><div class="t m0 x27 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">7%</span> </div></div><div class="c x36 y45e wbd h41"><div class="t m0 x82 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">13 968 </div></div><div class="c xed y45e wbe h41"><div class="t m0 xd6 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">9%</span> </div></div><div class="c x6 y74a wba h27"><div class="t m0 x13b h25 y62 ff4 fs3 fc0 sc0 ls0 ws0">Czech Republ<span class="_ _0"></span>ic </div></div><div class="c x135 y74a wbb h27"><div class="t m0 x8e h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">16 459 </div></div><div class="c x136 y74a wbc h27"><div class="t m0 x27 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">2.<span class="ls5">0%</span> </div></div><div class="c x36 y74a wbd h27"><div class="t m0 x82 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">11 786 </div></div><div class="c xed y74a wbe h27"><div class="t m0 xd6 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">6%</span> </div></div><div class="c x6 y5f0 wba h27"><div class="t m0 x13c h25 y66 ff4 fs3 fc0 sc0 ls0 ws0">Lithuani<span class="_ _0"></span>a </div></div><div class="c x135 y5f0 wbb h27"><div class="t m0 x8e h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">13 685 </div></div><div class="c x136 y5f0 wbc h27"><div class="t m0 x27 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">7%</span> </div></div><div class="c x36 y5f0 wbd h27"><div class="t m0 x82 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">13 819 </div></div><div class="c xed y5f0 wbe h27"><div class="t m0 xd6 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">9%</span> </div></div><div class="c x6 y74b wba h27"><div class="t m0 x13d h25 y66 ff4 fs3 fc0 sc0 ls2a ws0">Mo<span class="ls0">ldova </span></div></div><div class="c x135 y74b wbb h27"><div class="t m0 x8e h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">12 160 </div></div><div class="c x136 y74b wbc h27"><div class="t m0 x27 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">5%</span> </div></div><div class="c x36 y74b wbd h27"><div class="t m0 x5c h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">8 708 </div></div><div class="c xed y74b wbe h27"><div class="t m0 xd6 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">2%</span> </div></div><div class="c x6 y5cb wba h41"><div class="t m0 x138 h25 y62 ff4 fs3 fc0 sc0 ls2b ws0">Bu<span class="ls0">lgaria </span></div></div><div class="c x135 y5cb wbb h41"><div class="t m0 x8e h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">10 098 </div></div><div class="c x136 y5cb wbc h41"><div class="t m0 x27 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">2%</span> </div></div><div class="c x36 y5cb wbd h41"><div class="t m0 x82 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">10 057 </div></div><div class="c xed y5cb wbe h41"><div class="t m0 xd6 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">4%</span> </div></div><div class="c x6 y74c wba h27"><div class="t m0 x117 h25 y62 ff4 fs3 fc0 sc0 ls0 ws0">Greece </div></div><div class="c x135 y74c wbb h27"><div class="t m0 x79 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">5 980 </div></div><div class="c x136 y74c wbc h27"><div class="t m0 x27 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">7%</span> </div></div><div class="c x36 y74c wbd h27"><div class="t m0 x5c h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">6 969 </div></div><div class="c xed y74c wbe h27"><div class="t m0 xd6 h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">0%</span> </div></div><div class="c x6 y644 wba h27"><div class="t m0 x13e h25 y66 ff4 fs3 fc0 sc0 ls0 ws0">La<span class="ls25">tv</span>ia </div></div><div class="c x135 y644 wbb h27"><div class="t m0 x79 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">5 225 </div></div><div class="c x136 y644 wbc h27"><div class="t m0 x27 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">6%</span> </div></div><div class="c x36 y644 wbd h27"><div class="t m0 x5c h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">5 189 </div></div><div class="c xed y644 wbe h27"><div class="t m0 xd6 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">7%</span> </div></div><div class="c x6 y74d wba h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">Asia, incl.: </div></div><div class="c x135 y74d wbb h27"><div class="t m0 x8e hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">31 922 </div></div><div class="c x136 y74d wbc h27"><div class="t m0 x5a hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">9%</span> </div></div><div class="c x36 y74d wbd h27"><div class="t m0 x82 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">29 503 </div></div><div class="c xed y74d wbe h27"><div class="t m0 xd6 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls5">0%</span> </div></div><div class="c x6 y74e wba h41"><div class="t m0 x7e h25 y456 ff4 fs3 fc0 sc0 ls0 ws0">United Ara<span class="_ _0"></span>b Emirates </div></div><div class="c x135 y74e wbb h41"><div class="t m0 x79 h7 y456 ff4 fs3 fc0 sc0 ls0 ws0">6 442<span class="ff1"> </span></div></div><div class="c x136 y74e wbc h41"><div class="t m0 x27 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">8%</span> </div></div><div class="c x36 y74e wbd h41"><div class="t m0 x5c h7 y456 ff4 fs3 fc0 sc0 ls0 ws0">2 941<span class="ff1"> </span></div></div><div class="c xed y74e wbe h41"><div class="t m0 xd6 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">4%</span> </div></div><div class="c x6 y74f wba h27"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Africa, incl.: </div></div><div class="c x135 y74f wbb h27"><div class="t m0 x8e hf y456 ff2 fs3 fc0 sc0 ls0 ws0">23 390 </div></div><div class="c x136 y74f wbc h27"><div class="t m0 x5a hf y456 ff2 fs3 fc0 sc0 ls0 ws0">2.<span class="ls5">8%</span> </div></div><div class="c x36 y74f wbd h27"><div class="t m0 x82 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">17 122 </div></div><div class="c xed y74f wbe h27"><div class="t m0 xd6 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">2.<span class="ls5">3%</span> </div></div><div class="c x6 y3f5 wba h27"><div class="t m0 x84 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">Democratic R<span class="_ _0"></span>epublic of th<span class="_ _0"></span>e Congo </div></div><div class="c x135 y3f5 wbb h27"><div class="t m0 x79 h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">5 414 </div></div><div class="c x136 y3f5 wbc h27"><div class="t m0 x3a h25 y46f ff4 fs8 fc0 sc0 ls0 ws0">0.<span class="ls2c">7%</span><span class="fs3"> </span></div></div><div class="c x36 y3f5 wbd h27"><div class="t m0 x5c h25 yf0 ff4 fs3 fc0 sc0 ls0 ws0">4 254 </div></div><div class="c xed y3f5 wbe h27"><div class="t m0 x55 h25 y46f ff4 fs8 fc0 sc0 ls0 ws0">0.<span class="ls2c">6%</span><span class="fs3"> </span></div></div><div class="c x6 y418 wba h27"><div class="t m0 x15 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">South America, i<span class="_ _0"></span>ncl.:<span class="ff6"> </span></div></div><div class="c x135 y418 wbb h27"><div class="t m0 x8e hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">14 862<span class="ff6 fs8"> </span></div></div><div class="c x136 y418 wbc h27"><div class="t m0 x5a hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">8%</span><span class="ff6 fs8"> </span></div></div><div class="c x36 y418 wbd h27"><div class="t m0 x5c hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">9 702<span class="ff6 fs8"> </span></div></div><div class="c xed y418 wbe h27"><div class="t m0 xd6 hf yf0 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">3%</span><span class="ff6 fs8"> </span></div></div><div class="c x6 y750 wba h41"><div class="t m0 x13f hf y456 ff4 fs3 fc0 sc0 ls0 ws0">Chile<span class="ff2"> </span></div></div><div class="c x135 y750 wbb h41"><div class="t m0 x79 hf y456 ff4 fs3 fc0 sc0 ls0 ws0">9 602<span class="ff2"> </span></div></div><div class="c x136 y750 wbc h41"><div class="t m0 x3a hf y46d ff4 fs8 fc0 sc0 ls0 ws0">1.<span class="ls2c">2%</span><span class="ff2 fs3"> </span></div></div><div class="c x36 y750 wbd h41"><div class="t m0 x5c hf y456 ff4 fs3 fc0 sc0 ls0 ws0">6 754<span class="ff2"> </span></div></div><div class="c xed y750 wbe h41"><div class="t m0 x55 hf y46d ff4 fs8 fc0 sc0 ls0 ws0">0.<span class="ls2c">9%</span><span class="ff2 fs3"> </span></div></div><div class="c x6 y751 wba h23"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Central America<span class="ls2d">, </span>incl.: </div></div><div class="c x135 y751 wbb h23"><div class="t m0 x79 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">8 271 </div></div><div class="c x136 y751 wbc h23"><div class="t m0 x5a hf y456 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls5">0%</span> </div></div><div class="c x36 y751 wbd h23"><div class="t m0 x5c hf y456 ff2 fs3 fc0 sc0 ls0 ws0">4 846 </div></div><div class="c xed y751 wbe h23"><div class="t m0 xd6 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">7%</span> </div></div><div class="c x6 y752 wba h17"><div class="t m0 x140 hf y66 ff4 fs3 fc0 sc0 ls0 ws0">Guatema<span class="_ _0"></span>la<span class="ff2"> </span></div></div><div class="c x135 y752 wbb h17"><div class="t m0 x79 hf y66 ff4 fs3 fc0 sc0 ls0 ws0">5 355<span class="ff2"> </span></div></div><div class="c x136 y752 wbc h17"><div class="t m0 x3a hf y107 ff4 fs8 fc0 sc0 ls0 ws0">0.<span class="ls2c">7%</span><span class="ff2 fs3"> </span></div></div><div class="c x36 y752 wbd h17"><div class="t m0 x5c hf y66 ff4 fs3 fc0 sc0 ls0 ws0">3 068<span class="ff2"> </span></div></div><div class="c xed y752 wbe h17"><div class="t m0 x55 hf y107 ff4 fs8 fc0 sc0 ls0 ws0">0.<span class="ls2c">4%</span><span class="ff2 fs3"> </span></div></div><div class="c x6 y753 wba h41"><div class="t m0 x15 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">Australia and Oc<span class="_ _0"></span>eania<span class="ff4"> </span></div></div><div class="c x135 y753 wbb h41"><div class="t m0 x141 hf y456 ff2 fs3 fc0 sc0 ls5 ws0">740<span class="ff4 ls0"> </span></div></div><div class="c x136 y753 wbc h41"><div class="t m0 x5a hf y456 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">1%</span><span class="ff4 fs8"> </span></div></div><div class="c x36 y753 wbd h41"><div class="t m0 xe2 hf y456 ff2 fs3 fc0 sc0 ls5 ws0">437<span class="ff4 ls0"> </span></div></div><div class="c xed y753 wbe h41"><div class="t m0 xd6 hf y456 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">1%</span><span class="ff4 fs8"> </span></div></div><div class="c x6 y4f5 wba h47"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">North America </div></div><div class="c x135 y4f5 wbb h47"><div class="t m0 x9e hf y46d ff2 fs3 fc0 sc0 ls5 ws0">52<span class="ls0"> </span></div></div><div class="c x136 y4f5 wbc h47"><div class="t m0 x5a hf y46d ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">0%</span> </div></div><div class="c x36 y4f5 wbd h47"><div class="t m0 x2c hf y46d ff2 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y4f5 wbe h47"><div class="t m0 xd6 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">0%</span> </div></div><div class="c x6 y754 wba h47"><div class="t m0 x15 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">Total export </div></div><div class="c x135 y754 wbb h47"><div class="t m0 xf3 hf y46d ff2 fs3 fc0 sc0 ls0 ws0">280 030 </div></div><div class="c x136 y754 wbc h47"><div class="t m0 x8f hf y46d ff2 fs3 fc0 sc0 ls5 ws0">34<span class="ls0">.</span>1%<span class="ls0"> </span></div></div><div class="c x36 y754 wbd h47"><div class="t m0 xeb hf y46d ff2 fs3 fc0 sc0 ls0 ws0">245 375 </div></div><div class="c xed y754 wbe h47"><div class="t m0 x6d hf y46d ff2 fs3 fc0 sc0 ls5 ws0">33<span class="ls0">.</span>5%<span class="ls0"> </span></div></div><div class="c x6 y14b wba h47"><div class="t m0 x117 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Pol<span class="ls15">and</span> </div></div><div class="c x135 y14b wbb h47"><div class="t m0 xf3 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">431 303 </div></div><div class="c x136 y14b wbc h47"><div class="t m0 x8f h7 y46f ff1 fs3 fc0 sc0 ls5 ws0">52<span class="ls0">.</span>5%<span class="ls0"> </span></div></div><div class="c x36 y14b wbd h47"><div class="t m0 xeb h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">366 942 </div></div><div class="c xed y14b wbe h47"><div class="t m0 x5b h7 y46f ff1 fs3 fc0 sc0 ls5 ws0">50<span class="ls0">.</span>1%<span class="ls0"> </span></div></div><div class="c x6 y755 wba h41"><div class="t m0 x13d h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Romania </div></div><div class="c x135 y755 wbb h41"><div class="t m0 x8e h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">79 063 </div></div><div class="c x136 y755 wbc h41"><div class="t m0 x27 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">9.7% </div></div><div class="c x36 y755 wbd h41"><div class="t m0 x82 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">86 732 </div></div><div class="c xed y755 wbe h41"><div class="t m0 x5b h7 y456 ff1 fs3 fc0 sc0 ls5 ws0">11<span class="ls0">.</span>8%<span class="ls0"> </span></div></div><div class="c x6 y756 wba h47"><div class="t m0 xe h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c x135 y756 wbb h47"><div class="t m0 x8e h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">30 612 </div></div><div class="c x136 y756 wbc h47"><div class="t m0 x27 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">3.<span class="ls5">7%</span> </div></div><div class="c x36 y756 wbd h47"><div class="t m0 x82 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">33 347 </div></div><div class="c xed y756 wbe h47"><div class="t m0 xd6 h7 y46d ff1 fs3 fc0 sc0 ls0 ws0">4.<span class="ls5">6%</span> </div></div><div class="c x6 y757 wba h47"><div class="t m0 x15 hf y46f ff2 fs3 fc0 sc0 ls0 ws0">Total sales reven<span class="_ _0"></span>ue </div></div><div class="c x135 y757 wbb h47"><div class="t m0 xf3 hf y46f ff2 fs3 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c x136 y757 wbc h47"><div class="t m0 x2 hf y46f ff2 fs3 fc0 sc0 ls5 ws0">100<span class="ls0">.</span>0%<span class="ls0"> </span></div></div><div class="c x36 y757 wbd h47"><div class="t m0 xeb hf y46f ff2 fs3 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c xed y757 wbe h47"><div class="t m0 x86 hf y46f ff2 fs3 fc0 sc0 ls5 ws0">100<span class="ls0">.</span>0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h83 y758 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y514 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y759 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _0"></span>has <span class="_ _5"></span>b<span class="_ _1"></span>een <span class="_ _5"></span>present <span class="_ _5"></span>on <span class="_ _5"></span>th<span class="_ _1"></span>e <span class="_ _5"></span>markets <span class="_ _5"></span>of <span class="_ _0"></span>Eastern <span class="_ _5"></span>Eu<span class="_ _1"></span>rope <span class="_ _5"></span>for <span class="_ _5"></span>a <span class="_ _5"></span>long time<span class="_ _0"></span>. <span class="_ _5"></span>Despite <span class="_ _5"></span>its<span class="_ _1"></span> <span class="_ _5"></span>long <span class="_ _5"></span>p<span class="_ _1"></span>resence <span class="_ _5"></span>on <span class="_ _5"></span>th<span class="_ _1"></span>ese markets, </div><div class="t m0 x6 h9 y75a ff1 fs2 fc0 sc0 ls0 ws0">the <span class="_ _0"></span>Group <span class="_ _0"></span>did <span class="_ _0"></span>not <span class="_ _0"></span>have any <span class="_ _5"></span>ass<span class="_ _1"></span>ets <span class="_ _5"></span>there, and <span class="_ _5"></span>tran<span class="_ _1"></span>sactions with <span class="_ _5"></span>local <span class="_ _0"></span>customers were <span class="_ _5"></span>of a <span class="_ _5"></span>sh<span class="_ _1"></span>ort<span class="_ _1"></span>-term <span class="_ _5"></span>natu<span class="_ _1"></span>re. <span class="_ _5"></span>Th<span class="_ _1"></span>e <span class="_ _5"></span>Russ<span class="_ _1"></span>ian-</div><div class="t m0 x6 h9 y75b ff1 fs2 fc0 sc0 ls0 ws0">Ukrainian <span class="_ _1"></span>conflict <span class="_ _1"></span>that <span class="_ _1"></span>started <span class="_ _1"></span>with ho<span class="_ _1"></span>stilities o<span class="_ _1"></span>n 24 <span class="_ _1"></span>February <span class="_ _1"></span>2022 <span class="_ _1"></span>disrupted <span class="_ _1"></span>trade <span class="_ _1"></span>relations <span class="_ _1"></span>in <span class="_ _1"></span>these markets<span class="_ _1"></span>, resultin<span class="_ _1"></span>g </div><div class="t m0 x6 h9 y75c ff1 fs2 fc0 sc0 ls0 ws0">in <span class="_ _c"></span>a <span class="_ _c"></span>temporary <span class="_ _c"></span>freezing <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>rel<span class="_ _1"></span>ations <span class="_ _c"></span>with <span class="_ _c"></span>some <span class="_ _1"></span>clients <span class="_ _c"></span>or <span class="_ _c"></span>s<span class="_ _1"></span>uspension <span class="_ _c"></span>of <span class="_ _c"></span>cooperation. <span class="_ _c"></span>It <span class="_ _c"></span>should <span class="_ _c"></span>be <span class="_ _c"></span>emphasized <span class="_ _c"></span>that <span class="_ _c"></span>the </div><div class="t m0 x6 h9 y75d ff1 fs2 fc0 sc0 ls0 ws0">Group complied with all <span class="_ _0"></span>sanctions<span class="_ _1"></span> im<span class="_ _0"></span>posed by the Polish governme<span class="_ _0"></span>nt, European Union structures, governments of other </div><div class="t m0 x6 h9 y75e ff1 fs2 fc0 sc0 ls0 ws0">countries and<span class="_ _1"></span> international instit<span class="_ _1"></span>utions on entities, perso<span class="_ _1"></span>ns and goods indicated in the relevant <span class="_ _1"></span>legal acts. TOYA S.A. has </div><div class="t m0 x6 h9 ybe ff1 fs2 fc0 sc0 ls0 ws0">implemented <span class="_ _1"></span>appropriate <span class="_ _1"></span>procedures <span class="_ _1"></span>in <span class="_ _1"></span>this <span class="_ _1"></span>regard. H<span class="_ _1"></span>owever, the <span class="_ _1"></span>implemented <span class="_ _1"></span>procedures <span class="_ _1"></span>and <span class="_ _1"></span>the <span class="_ _1"></span>need <span class="_ _1"></span>to verify <span class="_ _1"></span>and </div><div class="t m0 x6 h9 y2e9 ff1 fs2 fc0 sc0 ls0 ws0">comply <span class="_ _1c"> </span>with <span class="_ _1c"> </span>all <span class="_ _e"> </span>econo<span class="_ _1"></span>mic <span class="_ _e"></span>sa<span class="_ _1"></span>nctions <span class="_ _1c"> </span>resulted <span class="_ _24"> </span>in <span class="_ _e"></span>a <span class="_ _1c"> </span>slowdown <span class="_ _1c"> </span>in <span class="_ _1c"> </span>trade <span class="_ _1c"> </span>with <span class="_ _1c"> </span>customers <span class="_ _e"> </span>from <span class="_ _1c"> </span>these <span class="_ _1c"> </span>markets, <span class="_ _1c"> </span>which <span class="_ _1c"> </span>i<span class="_ _1"></span>s, </div><div class="t m0 x6 h9 y75f ff5 fs2 fc0 sc0 ls0 ws0">however, beyond <span class="_ _0"></span>the <span class="_ _0"></span>Group’s <span class="_ _5"></span>con<span class="_ _1"></span>trol. T<span class="_ _0"></span>his may <span class="_ _5"></span>impact trade <span class="_ _0"></span>with customers <span class="_ _5"></span>p<span class="_ _1"></span>resent i<span class="_ _5"></span>n these <span class="_ _5"></span>markets in future <span class="_ _5"></span>quarters.<span class="_ _c"></span><span class="ff1"> </span></div><div class="t m0 x6 h83 y156 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h83 y760 ff1 fsa fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">53<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">25.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Cos<span class="_ _0"></span>ts by type and co<span class="_ _5"></span>st<span class="_ _1"></span> of good<span class="_ _5"></span>s for<span class="_ _1"></span> resa<span class="_ _0"></span>le sold </span></span></div></div><div class="c x6 y73d wb8 h1c"><div class="t m0 x142 h18 y62 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="ff2 fs3"> </span></div></div><div class="c x134 y73d wb9 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y73d w69 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y761 wb8 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Amortisati<span class="_ _0"></span>on and depr<span class="_ _0"></span>eciation </div></div><div class="c x134 y761 wb9 h27"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">19 432 </div></div><div class="c x130 y761 w69 h27"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">16 355 </div></div><div class="c x6 y762 wb8 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Material<span class="_ _0"></span> and energy cons<span class="_ _0"></span>umption </div></div><div class="c x134 y762 wb9 h27"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">10 798 </div></div><div class="c x130 y762 w69 h27"><div class="t m0 xb h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">8 341 </div></div><div class="c x6 y3df wb8 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Third-party se<span class="_ _0"></span>rvices: </div></div><div class="c x134 y3df wb9 h41"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">56 600 </div></div><div class="c x130 y3df w69 h41"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">38 893 </div></div><div class="c x6 y763 wb8 h41"><div class="t m0 x143 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">costs of transporta<span class="_ _1"></span>tion </div></div><div class="c x134 y763 wbf h41"><div class="t m0 x17 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">20 935 </div></div><div class="c x130 y763 wc0 h41"><div class="t m0 xd9 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">14 226 </div></div><div class="c x6 y315 wb8 h27"><div class="t m0 x144 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">warehouse <span class="_ _1"></span>services (costs of serv<span class="_ _1"></span>icing of external warehouses)<span class="_ _1"></span> </div></div><div class="c x134 y315 wbf h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">1 677 </div></div><div class="c x130 y315 wc0 h27"><div class="t m0 x69 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">201 </div></div><div class="c x6 y764 wb8 h27"><div class="t m0 xf2 h5b y46f ff4 fs8 fc0 sc0 ls0 ws0">space rental costs no<span class="_ _1"></span>t included in the lease liabilities and s<span class="_ _1"></span>ervice charges for lease agr<span class="_ _1"></span>eements<span class="_ _1"></span> </div></div><div class="c x134 y764 wbf h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">2 995 </div></div><div class="c x130 y764 wc0 h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">2 477 </div></div><div class="c x6 y765 wb8 h27"><div class="t m0 xca h5b y46f ff4 fs8 fc0 sc0 ls0 ws0">IT and telecommunica<span class="_ _1"></span>tions costs </div></div><div class="c x134 y765 wbf h27"><div class="t m0 x79 h5b y509 ff4 fs8 fc0 sc0 ls0 ws0">3 633 </div></div><div class="c x130 y765 wc0 h27"><div class="t m0 x79 h5b y509 ff4 fs8 fc0 sc0 ls0 ws0">3 320 </div></div><div class="c x6 y766 wb8 h41"><div class="t m0 x145 h5b y46d ff4 fs8 fc0 sc0 ls0 ws0">costs of accessing online sales<span class="_ _1"></span> platforms<span class="_ _1"></span> </div></div><div class="c x134 y766 wbf h41"><div class="t m0 x17 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">10 196 </div></div><div class="c x130 y766 wc0 h41"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">6 849 </div></div><div class="c x6 y767 wb8 h27"><div class="t m0 x146 h5b y46d ff4 fs8 fc0 sc0 ls0 ws0">legal, audit and consulting cos<span class="_ _1"></span>ts </div></div><div class="c x134 y767 wbf h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">5 938 </div></div><div class="c x130 y767 wc0 h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">3 827 </div></div><div class="c x6 y658 wb8 h27"><div class="t m0 x147 h5b y46f ff4 fs8 fc0 sc0 ls0 ws0">other external services<span class="_ _1"></span> </div></div><div class="c x134 y658 wbf h27"><div class="t m0 x17 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">11 226 </div></div><div class="c x130 y658 wc0 h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">7 993 </div></div><div class="c x6 y768 wb8 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Taxes and fee<span class="_ _0"></span>s </div></div><div class="c x134 y768 wb9 h27"><div class="t m0 xc9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">3 670 </div></div><div class="c x130 y768 w69 h27"><div class="t m0 xb h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">2 817 </div></div><div class="c x6 y769 wb8 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Costs of e<span class="_ _0"></span>mployee benef<span class="_ _0"></span>its </div></div><div class="c x134 y769 wb9 h27"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">90 941 </div></div><div class="c x130 y769 w69 h27"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">75 895 </div></div><div class="c x6 y65d wb8 h55"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>osts by type </div></div><div class="c x134 y65d wb9 h55"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">13 834 </div></div><div class="c x130 y65d w69 h55"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">14 947 </div></div><div class="c x6 y76a wb8 h27"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Value of goo<span class="_ _0"></span>ds for resale a<span class="_ _0"></span>nd materials sol<span class="_ _0"></span>d  </div></div><div class="c x134 y76a wb9 h27"><div class="t m0 x85 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">542 626 </div></div><div class="c x130 y76a w69 h27"><div class="t m0 xb5 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">488 345 </div></div><div class="c x6 y76b wb8 h7f"><div class="t m0 x15 hf y6b3 ff2 fs3 fc0 sc0 ls0 ws0">Total costs by type an<span class="_ _5"></span>d value of goods for resale s<span class="_ _0"></span>old </div></div><div class="c x134 y76b wb9 h7f"><div class="t m0 x85 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">737 901 </div></div><div class="c x130 y76b w69 h7f"><div class="t m0 xb5 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">645 593 </div></div><div class="c x6 y76c wb8 h1e"><div class="t m0 x148 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x134 y76c wb9 h1e"><div class="t m0 x15 h9 y0 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y76c w69 h1e"><div class="t m0 x15 h9 y0 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y76d wb8 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Selling cost<span class="_ _0"></span>s, including: </div></div><div class="c x134 y76d wb9 h41"><div class="t m0 x85 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">144 091 </div></div><div class="c x130 y76d w69 h41"><div class="t m0 xb5 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">114 314 </div></div><div class="c x6 y76e wb8 h27"><div class="t m0 x149 h5b y46d ff4 fs8 fc0 sc0 ls0 ws0">amortisation and deprecia<span class="_ _1"></span>tion </div></div><div class="c x134 y76e wbf h27"><div class="t m0 x17 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">13 890 </div></div><div class="c x130 y76e wc0 h27"><div class="t m0 xd9 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">11 404 </div></div><div class="c x6 y76f wb8 h27"><div class="t m0 x45 h5b y46d ff4 fs8 fc0 sc0 ls0 ws0">costs of employee be<span class="_ _1"></span>nefits </div></div><div class="c x134 y76f wbf h27"><div class="t m0 x17 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">62 559 </div></div><div class="c x130 y76f wc0 h27"><div class="t m0 xd9 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">51 332 </div></div><div class="c x6 y770 wb8 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Administrat<span class="_ _0"></span>ive expe<span class="_ _0"></span>nses, including: </div></div><div class="c x134 y770 wb9 h27"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">51 184 </div></div><div class="c x130 y770 w69 h27"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">42 934 </div></div><div class="c x6 y3f0 wb8 h27"><div class="t m0 x149 h5b y46f ff4 fs8 fc0 sc0 ls0 ws0">amortisation and deprecia<span class="_ _1"></span>tion </div></div><div class="c x134 y3f0 wbf h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">5 542 </div></div><div class="c x130 y3f0 wc0 h27"><div class="t m0 x79 h5b y50b ff4 fs8 fc0 sc0 ls0 ws0">4 951 </div></div><div class="c x6 y2b9 wb8 h27"><div class="t m0 x45 h5b y46f ff4 fs8 fc0 sc0 ls0 ws0">costs of employee bene<span class="_ _1"></span>fits </div></div><div class="c x134 y2b9 wbf h27"><div class="t m0 x17 h5b y509 ff4 fs8 fc0 sc0 ls0 ws0">28 382 </div></div><div class="c x130 y2b9 wc0 h27"><div class="t m0 xd9 h5b y509 ff4 fs8 fc0 sc0 ls0 ws0">24 563 </div></div><div class="c x6 y771 wb8 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Cost of goo<span class="_ _0"></span>ds for resal<span class="_ _0"></span>e sold </div></div><div class="c x134 y771 wb9 h41"><div class="t m0 x85 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">542 626 </div></div><div class="c x130 y771 w69 h41"><div class="t m0 xb5 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">488 345 </div></div><div class="c x6 y772 wb8 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x134 y772 wb9 h41"><div class="t m0 x85 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">737 901 </div></div><div class="c x130 y772 w69 h41"><div class="t m0 xb5 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">645 593 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y773 ff1 fs2 fc0 sc0 ls0 ws0">The Group does not <span class="_ _1"></span>conduct important R&amp;<span class="_ _1"></span>D activities. </div><div class="t m0 x6 ha y774 ff2 fs0 fc3 sc0 lsb ws0">26.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Cos<span class="_ _0"></span>t of employee be<span class="_ _0"></span>nefits </span></span></div></div><div class="c x6 y775 wb8 h1c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x134 y775 wb9 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y775 wc1 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y776 wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Salaries f<span class="_ _0"></span>or employment c<span class="_ _0"></span>ontracts and appoi<span class="_ _0"></span>ntment contr<span class="_ _0"></span>acts </div></div><div class="c x134 y776 wb9 h47"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">69 465 </div></div><div class="c x130 y776 wc1 h47"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">60 581 </div></div><div class="c x6 y777 wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Wages of tempor<span class="_ _0"></span>ary worke<span class="_ _0"></span>rs </div></div><div class="c x134 y777 wb9 h47"><div class="t m0 xc9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">5 929 </div></div><div class="c x130 y777 wc1 h47"><div class="t m0 xb h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">1 946 </div></div><div class="c x6 y778 wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Cost of soc<span class="_ _0"></span>ial insurance </div></div><div class="c x134 y778 wb9 h47"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">11 768 </div></div><div class="c x130 y778 wc1 h47"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">10 308 </div></div><div class="c x6 y779 wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Cost of pr<span class="_ _0"></span>ovision for unu<span class="_ _0"></span>sed leaves </div></div><div class="c x134 y779 wb9 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">288<span class="ls0"> </span></div></div><div class="c x130 y779 wc1 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">143<span class="ls0"> </span></div></div><div class="c x6 y77a wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Cost of pr<span class="_ _0"></span>ovision for r<span class="_ _0"></span>etirement benefit<span class="_ _0"></span>s </div></div><div class="c x134 y77a wb9 h47"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">90<span class="ls0"> </span></div></div><div class="c x130 y77a wc1 h47"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">58<span class="ls0"> </span></div></div><div class="c x6 y27a wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Pension bene<span class="_ _0"></span>fits paid </div></div><div class="c x134 y27a wb9 h47"><div class="t m0 x58 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x130 y27a wc1 h47"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">38<span class="ls0"> </span></div></div><div class="c x6 y77b wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Cost of o<span class="_ _0"></span>ther employe<span class="_ _0"></span>e benefits </div></div><div class="c x134 y77b wb9 h47"><div class="t m0 xc9 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">3 393 </div></div><div class="c x130 y77b wc1 h47"><div class="t m0 xb h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">2 821 </div></div><div class="c x6 y77c wb8 h3c"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Total cost of empl<span class="_ _0"></span>oyee benefits<span class="_ _0"></span> </div></div><div class="c x134 y77c wb9 h3c"><div class="t m0 x89 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">90 941 </div></div><div class="c x130 y77c wc1 h3c"><div class="t m0 x89 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">75 895 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h9 y4d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y3d4 ff1 fs2 fc0 sc0 ls0 ws0">Below is the average an<span class="_ _1"></span>nual number of employees in terms <span class="_ _1"></span>of one FTE:<span class="_ _1"></span> </div></div><div class="c x6 y77d wb8 h34"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x134 y77d wb9 h34"><div class="t m0 x99 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x130 y77d w28 h34"><div class="t m0 x77 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x97 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6 y77e wb8 h8a"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Total employ<span class="_ _0"></span>ees <span class="ff5">–</span> the ave<span class="_ _0"></span>rage number of<span class="_ _0"></span> employees pe<span class="_ _0"></span>r year per FTE </div></div><div class="c x134 y77e wb9 h8a"><div class="t m0 x81 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">559<span class="ls0"> </span></div></div><div class="c x130 y77e w28 h8a"><div class="t m0 x83 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">530<span class="ls0"> </span></div></div><div class="c x6 y77f wb8 h3d"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Total employ<span class="_ _0"></span>ees <span class="ff5">–</span> at the e<span class="_ _0"></span>nd of the period </div></div><div class="c x134 y77f wb9 h3d"><div class="t m0 x81 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">594<span class="ls0"> </span></div></div><div class="c x130 y77f w28 h3d"><div class="t m0 x83 h7 y497 ff1 fs3 fc0 sc0 ls5 ws0">550<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h8b y780 ff9 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h8b y3d9 ff9 fs9 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9UAAAXgCAIAAADQT/1sAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebQfV3Un+u/e55yq+g130mTNlgfZ8oDxKDwP2MbYTAYCYXBIQkaSrJC8pFc6yXuvu1ev9Tor6aRf0p2BTkMCyQMcAtgJg40xYBsPYIMHCcuWbVnWbE13+g1Vdc7Z+/1RvyvJhg5pArHeW+ez7rq696p0b/3q1h/fOtpnb1JVAAD+dhtehujlX1k49n96zPc94Hse8zJOkTX/VoUAhkDiy445nOWksAoGjIIVABQIigioAQAJ81SM9QOQIxIkgAKMR0eR1+hYrGgjzzE70MPzFRX5UNV1eK5Wb4gzRELlsSKirDQCZEkZEWAGK1jBAAEREAIAqyDACgzBqJCCF8522vGP4kr+ABQ4bQwblyBJkiRJkiR5RdCR/L3kbf/xuwIffVdq1H/6mO97wPc8hplfek6RVACwCkEJQtAj36aJtUMagypDGMIaCaKqCla2EQbMABV2qCabGYpHZqzTKOO5mWhn4fDu3M9fefEFv/7+W7KcH370yY9+4tZnd+013clhkH7k9tTifh2me/2Vq1YPd+8QMIw1rlC2McbmxFiDQWQVTy5wRqqMSBAWsQRSEOTIKypN/qO4bj8AZr7lta/6ww+8Kd36SZIkSZIkrwh75KMBd/4Zcf1ffMA/45jILlKzAq4EJeh3//tW6ANQUgUpsYKjKpEBGxBUSaD1cNKHOiuskRJV1bLVIhPWTHRveMOVV553+rpVi6ZcX0FLr1p75SW//fjTO+5+6Dubn965/cX+oVkod9t26vA+g/ZKUYhCQKoMBpOSqtFgEEklkPPsjr4s5dGJw4CaL5PVuX+F6/bPIrGmPN33SZIkSZIkr3z+ruzYK3USL1vZVcrAOQAQHzkCAI4WdMCpFzKRbIQVMiA7+luN0ACNADjY8e4YwhzV/dXLx99w7aVvuPq8k1d2WxjG6kDXzpvhDFrdMVt0bWfivFM3nnfatMfm5wb/9S8/v/mp54t2Z1jGaTNGzEoMJYQIIDIBAihUGKJong8Y1BSkGMAADDIAN2cVRf/pl4wfaEX8B/l9M0XbSvd9kiRJkiTJK5+/hewrdhb8smTJQAQAlWb9GADYHHuE5zzCCFmwBRyak9cAEagCyqRZPjx8aMcpyyfe/Kbrr7nk1RecnncAo8hAJl8EqZBPQVn6nltqmXyJRS1ctKH9P/7wHc/uxZ9/+PMPfuNbCMtUAOtgHaBQwpELRSIAS82oVRUKIQZkVKmtTUwngL7HtWX6PnmcfyT1JwEc1KT7PkmSJEmS5JXP39D/9e2W330M/UDf5KXLw0YHVmoFhFhhlFgXai8WalHUUw4wYKFmIa8rwsDEQUFl18ERrrh83VWvufb8U088aXGeAy5qzkQCjRkoU+1QqGAs56zCrJjMUUd0DYaCc1bo//1bN+3ce9Ht397/wMNPbd+xa6Zfiy08ZSEGJQMygAExobRSqbISG2UFizb130oAqQJaf48l5+8bpvVH8fsWxB9Kjk+SJEmSJEn+xfn7mP2CC0H5nxEK6X/1gO9/jBWfaanEoixkRJmYoyhJKPKMIL4sy/FF2uuDIwwgNVnVan7C1G3MnbV26U++800bz187lsEBObQFb5tlaWHAEjMAYRguRj+fYQHLyCBAGGMPRHGycq1dt/Ls37z57H2z+PTnv37bl+7dfbhfcrvmXPLJEAnKMIhqQhTnLJhZlWJkRKeeoFYiUTxMxXHy+2YR+u5fdJIkSZIkSfKvn79Jw3FyTgoK7BQcYZSMgBTsHJOE+X7fkI6PdYZz09xqtdqtuuz73mxHg9VyddvcfM0Vt7z5ipWTWV0jByxgES0CVKAEMlBW5kgIdHRpngisC01LSJonBAMFsMJiWMf14+ZX3nH5xrNO/oevPHTfY08f6A0GtRjTFpsLm8Btyp1XRQioauS5kUAgoyESGHT8XFujwpLyd5IkSZIkyXGQv43G4+ScAjlPhRIDZmEXI2oVILqWg/j5MhbOc92TXr9N8qpTVr/mVaeed/ryc9efeNKSFsdo/bCQYOIYownSBAqgCIpgUZgIViBQ07mbDEgJ1NSMRAd1UG2W6Snub4GIWxnMdeesuHDD257Zc+ipF3Z/9eFt335y2/T89Ay60UyoiDW5uFy5o0AkiepZhTQQ5Pi5tqzKSPUnSZIkSZIkx0H+lh9Of7sfAiWjnI+ah9DCZkHxAJRhiH05nMKBbpFddcV5119xyeWvXtZhmIjCCMdKYzCZhcvgMeoAyE2ttgcJIIRgR2vfTSwmAhMcYI9tsQICFMgKAgNgRoa4JLfFmsWnrV5889Xn7B/iq/ds+uSdD2w91Jvt+3JoYAvuLtJKQAZkRAUqIGWZP17yN6V7PkmSJEmS5PjI30p8vORvKKQCMWAXqtIFUqPuEUdLseBwztql73jrG2+6cn0bMFHbEtkoNIIh5KJaAZw9JkkDgGu+FUEMmraBvPDXC70CadS/+2gIlxZUwAwixFj7ut1qF0AlWJrjPa9/1RWvOeszdz3yic98bt+wdvmSXt9X3FJaaMlCTdOU4+baKhSc7vskSZIkSZLjIX/b4+WcpLJSgSjCCDEAhjqEqUl75kknnn3a8ksu2HDFaZOZIhc4iMWAfQVDIAvOAowHR4XlwwojyHS0tt1Mqm+GZh6Ty2n0pgwBIqFpYShNnYZx0Kant1pjcpamBwsDLSYA68f1d37s/PffcPYDm5791pa9X3/i+S27D1bU9pw3U+qVoHy8XFuBpvydJEmSJElyXORv+mHsylPQMUNzBEenQh6pblFhA9ZMK+dLF0sLraLa7qJeZG/HwEXQVvARWqMVMb+zE+dO7MbXnnfq+95241mnLEGEJWQSmv5+IAZ14brNT4EgU2Sjn5XTqOIigmJTzaIEZW5Wv20Tw3W04ZJGORtHUzkRpL/w4hgAiJsVckujjo3KHMksnbBvufTsN19yVi381W9u+eg/3Hf3pt1lNuXzJeCOzRaFwSzMEDoP6cMKM1shBMshI9jo2rXNgAitgBpSMSIjKKAEAYNAsfMv/wUR1cox3fdJkiRJkiSvfP7+oSBIE7sXwvaRvt3HMIQodSSP3JiMVY2hMkCZMi3rWDqaFfLQak2eXXru6RedteqKs9eddMJ416iVqCpMBKL/eb36aH+hcHE0dh5N1c1M+6MPBUSmGdnzktdBpKOP3NHm4y9ZMB99VwM1iNAIBKg6sje8ZsMF527YvOPgphde/NIDzz21bdf8cNdQhKgAWeEJwy7WtScCCWcR8MA8Rx49QKgoqRAJstEDBgipbjtJkiRJkiTl7++Rv1X5mPbSTfUFgJdUVYuHEGxH2QVyUAUChjNsKpQHOlQvcfVrTl97xaWX33jlOcu7ZAHf67VCz4BhDAzgfcjaRxN/sz8SshBTR2G6gm1+OC+8N6NngmbBWyPcKE1/r9Huzctgzr7fI0ckeCACAgZrtBRWODu2evyK9ct+5tpX7dw7+PDXvvToE1uffWZfpGWBl/jSehQKD1vGVoSTrCqzKihRhInkwpHx9XTM/ycgrVsnSZIkSZKk/P3yMKpHxrsomKDNGrNioRUJYGIVKQMZkAMcJMBwq5u7WLswf8baJe+89qKbr9q4bDLX2uugyossb1tAR2EbhKwdwTj6uSyMej+m4gUIx3QzodHa8pGvHF3w1n9y1GT8Hq/xZZ8SNY1TqFn71zg3Z8cmJjsGCF2YqZX5//G+m7+19YXP3v71e7+xfWYwnedTbHjAJrochhErRCVAlYVNJKNkFx4WBBqBCNUf+i8rSZIkSZIk+f98/laQgpvG2QrSURUHjcJ3U7ARo7USpIyhIpjMsZPBhuXts0/e8LoLr71ww0krOrbDRBrVKNkMKhqF2ES2kViYgi6sbIMZQhA+kvBBuvBB89r46AbLl208JIY2x+Pl1SdH3qs/Wrty7NePfhBhPEzzEokAFem2iZQlKEUgsuqE4qqT11z66+99bt/8vY8899SOF+97bOueXpgrndgWcRZhBqwKEm4apxAg0EgaMi2dVEbDnF2W7tckSZIkSZKUv19CiOXIDkZ8d1xVAFaqTEW1r76eaLnlk+3f/KWfuOzsdgtgkTYHCwiMRmU2RFBADQIwDFADBoSaymgwhAE6NjzrwhZJQgsvmzrJGK12j7ZZkvrRwwExRo8NzfnKkU2Zhhxeuo6OIwU2KgAUHIhlYX0dxMZiGNCyxgAQJUN5GJXGn7O6c/rqc+cQpnuv/dRdj/zDXY9t2zUj1KpcqzIMWJAZ5W/1ILCok5BJbeHTzZokSZIkSZLy93chCyGIwBlYQllmnXbtK8SAKIC0ul0zLDPxLfgTlrR//A3XvOct57YZmcIATJ4QFK5JvkcqQ5ol7cKOakVkoV834bvLR3iUlhXQwULTEgMlVSLjAPYiPmiWGTcaC89QDdFbl4cQCGIMAwpfwlpDL32cUNEQyFqNQUIweW6gUoMMjIEu1KtYi9icFxMDJjQ/pmKJc4PZxd2pouN+8a2XXHPRuR/95D2PPfH09tlBkCKKUjGm0cA4eA9EYettRyMHpKHxSZIkSZIkKX9/rwAOtmAlVROCsMpwtkAwBopaY2jV5avPWH3xuadefva6DWtXrOqqGc7ZnEAKMNgIMsCM5uKoLCx/j9qqqAJQIgblC8lbjuZvNQpudkQCsIgQAQHMKiJkJESBEBuXcVDYakguA5OoGpf5qGwsJEoMTApmqUvOzdGXdjSFKxljjAFAoRozBEBqESVymQ9qM6NKUZWI6xitkxi9hpiZYtwtopLGLMC4YGVxwW/eMN27/oHHn/raozue3Prs9n27Dlfk3XgZHXXGlVw19JWbAkDHzRDNJEmSJEmS5LjJ3yKwBGYt50McLOoWvZkDGYujarzj3nDTtW99y5UrxjBl0AJMhJHKFgbBgwhEtWaeDas4Dc0YnNFuTo3QAAIZRvQggsmhutA3UKEEYhgGwQO9GlWN5d3xqDGKWJOxbXqkgIAoqhHGgIoxACKkxkZADKqI3Bge7X30TBZ6ZNOmNt0A1RgFytJnWUaGBMFpBVVmZQB1z7gCYgDr2AWArCkxJGudbUuEZQeF1iALY4e9/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/2bv9s5PYztZVx0emXZn5spCttdvHxYy2BQUZEdGVCU7tEkSf5f9u7tx66rPuD4b+3LOWfGsRMn4dY0QCAyoTQECiFVKElbGtSbKkWoalW15bVv/Tda0T5WKupNokVcWykVUEoohJBAlJBCCQmZ48QBcmlx8H0yM+fsvdfqw4zHjmQhEeaMPcnn8+KtY+n4eM1++M5P6+wFgP7+afq7lNQ0VSmzjY1IKaU06p+px0vzoQwlSj05PutPpfa5J9a/8fSD/3T3d26+6Rd+45brbj50zZX7Y9K0SyU3qa6qeUSJGFJ0ddQpNp/KUrYCNZ3/Hcitox53rVvnERux9dXINjUpz6J0ERFpqFNTp6ZEOhrxw+fOfP3h6QMPP/Wd6f8ePbUxb/atVQdzP8qnZ1HX6cBV8262sdqluqmXDww5uzUBAPT3S5FTilKGiFRtDacP5uPDxqipxl01npU62n1DSkOJjTKcONFN73nsX7/09Tde2b7nnTf+6Qdvu/G1ozZiHM0k9bnrUunSKErXl3Zp82T1iBx5c9B8LsEX+j8ahiEi6rru+76UUjXNKKV2c9ye+4joN7p6vFyqcZ/i5Fq38uSzf/XZB7/3vSMnTna53j/PSzG6fJbqoUolcrRl8yE0pZ5s/iYx5M3/ggQHANDfO6GkZkhViTqfPQD+PCmiitGBJ54/deQ/7n9s+tTvvu+dt9389pveMMqlmbRNitx3XVM384huPrQpRm0TdYkhn03whUsppZQiommaiGhLjjJ0G+t120bdRBrFvvFaxPF5HHl2/d8+/6XP/ud/nbn8ulOnctVeHtVy17d1M+rz5i8PQ+QhIkdK8aLHC24P8VU4AID+/tmcrK8qUQ9VXaIqqY4yRC5VdKnkpszb0ndl3I2vblJ+9Ln1wx/74j/fdc9N119z27uuv/3dN7z+6v1NPU45r3UxbuuUIufcRlVV5eyGlJzOPgpwIb88lJJSKqXknDcfnV4Pq6nq2rbth9Tl5kykbz7x/JcffvKr/z195tjq86uzeumGbj2V8XLTLg/zoUQZqhTRp+ir0tWlS1GG1AzV+eWdz3/eSTm7wwYAAP39U5s3V5zbtF2GKENdhjq6uuSq9ClyKVFy6kp0ZbKWxvO+OfH4ya898pUP/91dH3jvuz74e7/5i4eWJk3MItbmMamruo7SD02Tzs/UBQX4MAxN02zOv/u+zzlHNWrqcU7jk1F96/Cxv/jIx7/1/WNr7cFYvnI2HIhqGJb2x/pa9H3f9ZEixhF1F/387ME6UZWUzz3UfHNZSkTZPsmopOpcmQMAoL9/OnmIKKnkiJzK1pP1hmj7lKJaikhVGUaRh1TnelRS+8JQ1sqkpKUr2gOfuW/6ua8//pY3XXP7O1773ve89W1vurbU0ZcYN6PYOmm+ROQq6gXt22iaJue8uQW8aZqmaZ46Pnxj+uzd93/3gce+/6PT87VYyu3r+nocsz6GPqU8nnVDbnMVpc5RlzzMY9ZH05RIJVLJbS5RUtravF4295yUVF70DPOya08zBwDgZdbfTZltHlN/9tCcaog6p1FUdcQ4UtMMZ8blhb6uN4YSqY56XOo6uvXV8WXLk8tOrh7/9pHnnz18/2c+Xd52/evff9sv3/mB91WTdlxXmwmbIkrkajHfwsw5R0Tbtjnnw4cP33vvvR+978g3T1yWx/vn7cHSzWKyP8aTmK/F2ol2nA7U/ekTz6fxG6o6931X6lIvNWnS9rMuoi6lKVFHVGV78r152lDZPHMoStk8XCgtbKAPAMCuSuXsPuPR7//tHvrc7bDRNnUa5rlbu/nGN//JnR941w1Xv+Gy2J9PxXA80lpsrG3suznnGNXRz7oqlbYd5RQlYvPkzHmOK6rNKXmOzdRNdUQ1RKwPkVNEFTniiu7paCaR2qEsz9LohYiNiKOz+Phdj3/637946vR63y7Pq3avrNsodx+648a/+bNfdesDAFwU5+bfwy6dV7Mz+vZVa/P1anJ5NS73rBx/6MMffd2Vy++54Zo7bnnLrTde++p9Vbosj4bSVqkqQzMqUUrktTpSpFRF1ZaYpLQebUTUUdURVcqp5KGb1021nEvUTSkpR5rVV3d91HXzQqlWfvj8/d9+4oFHnnn8qWefO75e2svy+MC87KWlG1LORukAAJdCf+eq2UsffLwcaZRTyqVEs3R6Up9+9kdHTh+96+FnDo7jzt+541duvf63ro4qxcZsWBqliCFKH8M86qqKiJwjohtdffYUn0iRUiqlW496UlURs9XcD+3yvmfqpVTFo0/N/uFfPvHQI4dPzdJGnlTj/f3Sa+a5yamKKGe3nu8BeRhyqtz3AAAXv79jb2XZ6aMxGkU9jn6IfohcL/38devH/q/bSKfPzD/yyS984nP7//x9r/qjP/jtg+PR6hBNacapSRHRD9FUUVdRyjgiYush5Ckiom6W9w/zLufSTi6vIoZc7juy9slP3f3oyvTE6dksL/fNUl8tdfMcqU2T/dHn6Nej3jNLV1IU828AgEuiv/dUll21NFubrc7nqWpGpZ0Mue+OH039kNpJE+Oumx87uf7Xn33k779y+N1vv+H9N7/phje/8Zor24Pjtomocm5TSRHjfDIiIupIbYlRl6rTsyqNm7USP3hm42sPffeBB//nvh/FmdX1EkupPhBNndOoz1UaVyXa0pVITTRtlGHP9HcUDzIEALgk+jvl+R763MfOnN534OBSM+r63EWq2lG/Ma8mS1HKvO9SNaoi/Xh05Y+7/skHn/3UVx89uNz8+i03/fGdt7/19TGpqklERLy6X41IUY0jNX2qViNmk/jY3T/8x8984emjp4fRvqjGsz6XYdSMxznSkKPKkarUtKOh7/PGWkREnVO1Z/q7jY167+yWAQB4Off3JDb20OeeH3jNeqQ8pEhNRBU5xWichxIRKdUpoqQcpYqSIppqvO+Fvrv73m98++EH3/nW6z/0h3e847rLqojoqmhHw7yKpaWjq8Pd33zi05+/57tPn3x+1sTk8nlucpdGVRdNxLAREfXmqUFDxLDWlNj61mXqtx7dvSd+3v36KA3uewCAi9/fV5WTe+hzn66vjCjbO2ZSKVXkFKUqJcWQoqQS6/mFiKEuQxPzJvpxPa/OrD724NN/+ej9b772tbff+ku/dustTR49+f2nv3z/lx5+9MgPjp7K9bj06YpmlPOJPld1O6qGWURUWwdSlhQllc1/d/NB3VEi8h76eddry2XNfQ8AcLGce/73Q8f21AcvESmqzTMiN79AWSJFqSJHySnliFirxlt/W6KKaFK0pWuraKObr57M3Xzj595YVZGqeGE91tdjNIrI0VbRpMhDxBBtE2tle6Ve9C9uqkoMKXLaQz/veM2+uHbJnQ8AAAAAvNydm38DAACL5igWAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwDAXtZsX6WULAcAAGwrpez4e5p/AwDA7jk3/15ZWbEcAFwshw4dsgi8BNPp1E3Frt1UO8L8GwAAdo/+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACwc5oLvuq8KAAWZNEHywFc4sy/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEA4OWmueCr0+nU0gAAwI4z/wYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAsHNSKWXrKiXLAQAA27ZTeQeZfwMAwO5Ji4h6Vlf04AAAFrRJREFUAADggsy/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+hsAANDfAABwqWq2r1JKlgMAALaVUnb8Pc2/AQBg95ybf6+srFgOAABYKPNvAADQ3wAA8HLUXPDVQ4cOWRoAFmE6nVoE4JXM/BsAAPQ3AADobwAA4GfRWAIALgW+esRL8xO+UeCmYsdvqh1h/g0AALtHfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAGDvay746nQ6tTQAALDjzL8BAEB/AwCA/gYAAH4WW/u/U0rWAgAAzldK2fH3NP8GAIDdkxYR9QAAwAWZfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAAdlKzfZVSshwAALCtlLLj72n+DQAAu+fc/HtlZcVyAHCxHDp0yCLwEkynUzcVu3ZT7QjzbwAA2D36GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAADAzmku+KrzogBYkEUfLAdwiTP/BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAOhvAABAfwMAgP4GAAD0NwAA6G8AANDfAADA7mgu+Op0OrU0AACw48y/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA2ItSKWXrKiXLAQAA27ZTeQeZfwMAwO5Ji4h6AADggsy/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/AQBAfwMAAPobAAD0NwAAvJI021cpJcsBAADbSik7/p7m3wAAsHvOzb9XVlYsBwAALJT5NwAA6G8AANDfAACA/gYAAP0NAAC8WHPBVw8dOmRpAFiE6XRqEYBXMvNvAADQ3wAAoL8BAAD9DQAA+hsAAHixxhIAcCnw6C1emp/wRB03FTt+U+0I828AANg9+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAADwStNc8NXpdGppAABgx5l/AwCA/gYAAP0NAADobwAA0N8AAMCLbT3/JKVkLQAA4HyllB1/T/NvAADYPWkRUQ8AAFyQ+TcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEA4GJotq9SSpYDAAC2lVIW2N8rKyuWGAAAFsr+EwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAwKUtlVK2rlKyHAAAsG07lRfS3wAAwKLZfwIAAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AALCXNNtXKSXLAQAA20opC+zvlZUVSwwAAAtl/wkAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAAzmk2/0gpWQsAADhfKWXH3zMt4k0BAIALsv8EAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAgP4GAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAAuFc32VUrJcgAAwLZSygL7e2VlxRIDAMBC2X8CAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAAP0NAAD6GwAA9DcAAKC/AQBAfwMAAPobAAD0NwAA6G8AAEB/AwCA/gYAAPQ3AADobwAA0N8AAID+BgAA/Q0AAOhvAAC4tKVSytZVSpYDAAC2bafyQvobAABYNPtPAABAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAAPQ3AACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAPobAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAKC/AQBAfwMAgP4GAAD0NwAA6G8AAEB/AwCA/gYAAP0NAADobwAA0N8AAID+BgAA/Q0AAOhvAADQ3wAAoL8BAAD9DQAA+hsAANDfAACgvwEAQH8DAAD6GwAA9DcAAPCTNdtXKSXLAQAA20opC+zvlZUVSwwAAAtl/wkAAOhvAADQ3wAAgP4GAAD9DQAA6G8AANDfAACgvwEAAP0NAAD6GwAA0N8AAKC/AQBAfwMAAPobAAD0NwAAoL8BAEB/AwCA/gYAAPQ3AADobwAAQH8DAID+BgAA9DcAAFwMzeYfKSVrAQAA5yul7Ph7pkW8KQAAcEH2nwAAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AADobwAAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAAD0NwAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAAD6GwAA0N8AAKC/AQAA/Q0AAPobAADQ3wAAoL8BAEB/AwAA+hsAAPQ3AACgvwEAQH8DAID+BgAA9DcAAOhvAABAfwMAgP4GAAD9DQAA6G8AANDfAACA/gYAAP0NAADobwAA0N8AAKC/AQAA/Q38f7t1IAAAAAAgyN96gRGKIgDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAD8GwAA8G8AAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAwL8BAAD/BgAA/wYAAPwbAAD8GwAA/BsAAPBvAADwbwAAwL8BAMC/AQAA/wYAAP8GAAD/BgAA/BsAAPwbAADwbwAA8G8AAPBvAADAvwEAwL8BAAD/BgAA/wYAAP8GAAD8GwAA/BsAAPBvAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/BsAAPwbAAD8GwAA8G8AAPBvAADAvwEAwL8BAMC/AQAA/wYAAP8GAAD8GwAA/BsAAPwbAADwbwAA8G8AAMC/AQDAvwEAAP8GAAD/BgAA/wYAAPwbAAAAAABei/M7inwLQRgAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 xdd h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 xde h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">54<span class="ff3 fs5 ls0"> </span></div></div><div class="c xe0 y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">27.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Othe<span class="_ _0"></span>r operating r<span class="_ _0"></span>evenue and ex<span class="_ _5"></span>penses<span class="_ _1"></span> </span></span></div></div><div class="c x6 y781 wb8 h1c"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">OTHER OPERATING <span class="_ _0"></span>REVENUE </div></div><div class="c x134 y781 wb9 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y781 w69 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y761 wb8 h3f"><div class="t m0 x15 h7 y65f ff1 fs3 fc0 sc0 ls0 ws0">Gain on sal<span class="_ _0"></span>e of property<span class="_ _0"></span>, plant and equipment </div></div><div class="c x134 y761 wb9 h3f"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 344 </div></div><div class="c x130 y761 w69 h3f"><div class="t m0 x14a h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">27<span class="ls0"> </span></div></div><div class="c x6 y782 wb8 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Surplus of<span class="_ _0"></span> FX gains over FX l<span class="_ _0"></span>osses on operat<span class="_ _0"></span>ing activities </div></div><div class="c x134 y782 wb9 h13"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">3 513 </div></div><div class="c x130 y782 w69 h13"><div class="t m0 xb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 954 </div></div><div class="c x6 y4e5 wb8 h77"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Revenue fro<span class="_ _0"></span>m other sales </div></div><div class="c x134 y4e5 wb9 h77"><div class="t m0 x14a h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">19<span class="ls0"> </span></div></div><div class="c x130 y4e5 w69 h77"><div class="t m0 x14a h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x6 y783 wb8 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Compensation <span class="_ _0"></span>receiv<span class="_ _0"></span>ed </div></div><div class="c x134 y783 wb9 h41"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">419<span class="ls0"> </span></div></div><div class="c x130 y783 w69 h41"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x6 y784 wb8 h77"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Donations<span class="_ _0"></span> received </div></div><div class="c x134 y784 wb9 h77"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">336<span class="ls0"> </span></div></div><div class="c x130 y784 w69 h77"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">248<span class="ls0"> </span></div></div><div class="c x6 y785 wb8 h77"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating reve<span class="_ _0"></span>nue </div></div><div class="c x134 y785 wb9 h77"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">260<span class="ls0"> </span></div></div><div class="c x130 y785 w69 h77"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">172<span class="ls0"> </span></div></div><div class="c x6 y786 wb8 h66"><div class="t m0 x15 hf y18e ff2 fs3 fc0 sc0 ls0 ws0">Total other operat<span class="_ _0"></span>ing revenue </div></div><div class="c x134 y786 wb9 h66"><div class="t m0 xc9 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">5 891 </div></div><div class="c x130 y786 w69 h66"><div class="t m0 xb hf y62 ff2 fs3 fc0 sc0 ls0 ws0">3 430 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h62 y787 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h62 y788 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y789 wb8 h34"><div class="t m0 x15 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">OTHER OPERATING <span class="_ _0"></span>REVENUE </div></div><div class="c x134 y789 wb9 h34"><div class="t m0 x99 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December 2024<span class="_ _5"></span> </span></div></div><div class="c x130 y789 w69 h34"><div class="t m0 x99 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y410 wb8 h8c"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Loss on li<span class="_ _0"></span>quidation of proper<span class="_ _0"></span>ty, plant and equipme<span class="_ _0"></span>nt </div></div><div class="c x134 y410 wb9 h8c"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">10 </div></div><div class="c x130 y410 w69 h8c"><div class="t m0 x68 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y78a wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Cost of o<span class="_ _0"></span>ther sales </div></div><div class="c x134 y78a wb9 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">179<span class="ls0"> </span></div></div><div class="c x130 y78a w69 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">179<span class="ls0"> </span></div></div><div class="c x6 y78b wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Penalties <span class="_ _0"></span>and fines pai<span class="_ _0"></span>d </div></div><div class="c x134 y78b wb9 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">506<span class="ls0"> </span></div></div><div class="c x130 y78b w69 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">631<span class="ls0"> </span></div></div><div class="c x6 y78c wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Court and de<span class="_ _0"></span>bt recovery f<span class="_ _0"></span>ees </div></div><div class="c x134 y78c wb9 h47"><div class="t m0 x14a h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">98<span class="ls0"> </span></div></div><div class="c x130 y78c w69 h47"><div class="t m0 x58 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x6 y78d wb8 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Donations<span class="_ _0"></span> given </div></div><div class="c x134 y78d wb9 h13"><div class="t m0 x58 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x130 y78d w69 h13"><div class="t m0 x58 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x6 y78e wb8 h17"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Transport c<span class="_ _0"></span>laims compensat<span class="_ _0"></span>ion losses (net<span class="_ _0"></span>) </div></div><div class="c x134 y78e wb9 h17"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">390<span class="ls0"> </span></div></div><div class="c x130 y78e w69 h17"><div class="t m0 xf4 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y248 wb8 h47"><div class="t m0 x15 h7 y46f ff1 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c x134 y248 wb9 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">137<span class="ls0"> </span></div></div><div class="c x130 y248 w69 h47"><div class="t m0 x81 h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">102<span class="ls0"> </span></div></div><div class="c x6 y73 wb8 h40"><div class="t m0 x15 hf y3ca ff2 fs3 fc0 sc0 ls0 ws0">Total other operat<span class="_ _0"></span>ing revenue </div></div><div class="c x134 y73 wb9 h40"><div class="t m0 xc9 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">1 325 </div></div><div class="c x130 y73 w69 h40"><div class="t m0 x81 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">920<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h8b y78f ff9 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 ha y790 ff2 fs0 fc3 sc0 lsb ws0">28.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Fin<span class="_ _0"></span>ancial revenue an<span class="_ _5"></span>d expenses </span></span></div><div class="t m0 x6 h18 y791 ff3 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y792 wb8 h34"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">FINANCIAL REV<span class="_ _0"></span>ENUE<span class="ff1"> </span></div></div><div class="c x134 y792 wb9 h34"><div class="t m0 x99 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x130 y792 wc1 h34"><div class="t m0 x84 hf y188 ff2 fs3 fc0 sc0 ls0 ws0">months ended  </div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6 y793 wb8 h61"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> on cash in bank ac<span class="_ _0"></span>counts </div></div><div class="c x134 y793 wb9 h61"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 093 </div></div><div class="c x130 y793 wc1 h61"><div class="t m0 x81 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">538<span class="ls0"> </span></div></div><div class="c x6 y794 wb8 h3c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Valuation <span class="_ _0"></span>of granted fi<span class="_ _0"></span>nancial guarantees <span class="_ _0"></span>and sureties </div></div><div class="c x134 y794 wb9 h3c"><div class="t m0 x58 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x130 y794 wc1 h3c"><div class="t m0 x58 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x6 y795 wb8 h8d"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">Total financi<span class="_ _0"></span>al revenue </div></div><div class="c x134 y795 wb9 h8d"><div class="t m0 xc9 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">1 098 </div></div><div class="c x130 y795 wc1 h8d"><div class="t m0 x81 hf y66 ff2 fs3 fc0 sc0 ls5 ws0">543<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x8e h4 y796 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8e h4 y6ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y756 wc2 h1c"><div class="t m0 x15 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> FINANCIAL EXPEN<span class="_ _0"></span>SES<span class="ff1"> </span></div></div><div class="c x14b y756 wc3 h1c"><div class="t m0 x6d hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x86 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x130 y756 wc1 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6 y5fd wc2 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> and commissions o<span class="_ _0"></span>n loans </div></div><div class="c x14b y5fd wc3 h27"><div class="t m0 x6b h7 y66 ff1 fs3 fc0 sc0 ls5 ws0">652<span class="ls0"> </span></div></div><div class="c x130 y5fd wc1 h27"><div class="t m0 xb h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">2 805 </div></div><div class="c x6 y797 wc2 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> on lease liabiliti<span class="_ _0"></span>es </div></div><div class="c x14b y797 wc3 h41"><div class="t m0 x69 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 925 </div></div><div class="c x130 y797 wc1 h41"><div class="t m0 xb h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">1 491 </div></div><div class="c x6 y798 wc2 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Valuation <span class="_ _0"></span>of granted fi<span class="_ _0"></span>nancial guarantees <span class="_ _0"></span>and sureties </div></div><div class="c x14b y798 wc3 h27"><div class="t m0 x7b h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">40<span class="ls0"> </span></div></div><div class="c x130 y798 wc1 h27"><div class="t m0 x68 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y799 wc2 h47"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total financi<span class="_ _0"></span>al expenses </div></div><div class="c x14b y799 wc3 h47"><div class="t m0 x69 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">2 617 </div></div><div class="c x130 y799 wc1 h47"><div class="t m0 xb hf y62 ff2 fs3 fc0 sc0 ls0 ws0">4 296 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xa3 ha y79a ff2 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y79b ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y210 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y79c ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y79d ff3 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">55<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">29.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Income t<span class="_ _5"></span>ax<span class="_ _1"></span> <span class="_ _0"></span> </span></span></div><div class="t m0 x6 h9 y185 ff1 fs2 fc0 sc0 ls0 ws0">The reporting periods p<span class="_ _1"></span>resented in these finan<span class="_ _1"></span>cial statements cov<span class="_ _1"></span>er the following tax periods:<span class="_ _c"></span> </div><div class="t m0 x42 h9 y79e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">from 1 January 2024 t<span class="_ _1"></span>o 31 December 2024,<span class="_ _1"></span> </span></span></div><div class="t m0 x42 h9 y79f ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">from 1 January 2023 to<span class="_ _1"></span> 31 December 2023.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y3d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y7a0 wb8 h1c"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y7a0 wb9 h1c"><div class="t m0 x2e hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">12 months end<span class="_ _0"></span>ed  </span></div><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y7a0 w69 h1c"><div class="t m0 x2e hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">12 months end<span class="_ _0"></span>ed  </span></div><div class="t m0 x12 hf y66 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y7a1 wb8 h7e"><div class="t m0 x15 h7 y6b3 ff1 fs3 fc0 sc0 ls0 ws0">Current t<span class="_ _0"></span>ax </div></div><div class="c x134 y7a1 wb9 h7e"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">18 777 </div></div><div class="c x130 y7a1 w69 h7e"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">16 699 </div></div><div class="c x6 y6a4 wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d tax </div></div><div class="c x134 y6a4 wb9 h3c"><div class="t m0 x116 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">(1 312)     </span></div></div><div class="c x130 y6a4 w69 h3c"><div class="t m0 x1b h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                                       <span class="_ _1"></span><span class="ls0">(5)     </span></div></div><div class="c x6 y7a2 wb8 h10"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total income tax </div></div><div class="c x134 y7a2 wb9 h10"><div class="t m0 x89 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">17 465 </div></div><div class="c x130 y7a2 w69 h10"><div class="t m0 x89 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">16 694 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y7a3 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7a4 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _5"></span>all <span class="_ _0"></span>the <span class="_ _5"></span>years <span class="_ _5"></span>p<span class="_ _1"></span>resented, <span class="_ _5"></span>the <span class="_ _5"></span>applicable corporate <span class="_ _5"></span>income <span class="_ _5"></span>tax <span class="_ _5"></span>rate w<span class="_ _0"></span>as <span class="_ _5"></span>19% <span class="_ _0"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>Pa<span class="_ _1"></span>rent <span class="_ _5"></span>Company, <span class="_ _5"></span>16% <span class="_ _5"></span>in<span class="_ _1"></span> <span class="_ _5"></span>the <span class="_ _5"></span>Romanian<span class="_ _1"></span> </div><div class="t m0 x6 h9 y7a5 ff1 fs2 fc0 sc0 ls0 ws0">subsidiary an<span class="_ _1"></span>d 25% in subsidiaries in China 3.1.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y7a6 ff1 fs2 fc0 sc0 ls0 ws0">Reconciliation <span class="_ _24"> </span>of <span class="_ _1c"> </span>the <span class="_ _24"> </span>theoretical <span class="_ _24"> </span>tax <span class="_ _1c"> </span>on <span class="_ _24"> </span>the <span class="_ _1c"> </span>pre<span class="_ _1"></span>-tax <span class="_ _24"> </span>profit <span class="_ _1c"> </span>and <span class="_ _24"> </span>the <span class="_ _1c"> </span>s<span class="_ _1"></span>tatutory <span class="_ _1c"> </span>tax <span class="_ _24"> </span>rate <span class="_ _1c"> </span>with <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _1c"> </span>income <span class="_ _24"> </span>tax <span class="_ _1c"> </span>expense </div><div class="t m0 x6 h9 y7a7 ff1 fs2 fc0 sc0 ls0 ws0">recognised in profit or los<span class="_ _1"></span>s is presented in the tab<span class="_ _1"></span>le below: <span class="_ _1"></span> </div><div class="t m0 x6 h8 y7a8 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y7a9 wb8 h1c"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y7a9 wb9 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div></div><div class="c x130 y7a9 w69 h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y2b5 wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Profit be<span class="_ _0"></span>fore tax </div></div><div class="c x134 y2b5 wb9 h3c"><div class="t m0 x89 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">85 883 </div></div><div class="c x130 y2b5 w69 h3c"><div class="t m0 x89 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">85 012 </div></div><div class="c x6 y7aa wb8 h7e"><div class="t m0 x15 h7 y6b3 ff1 fs3 fc0 sc0 ls0 ws0">Tax rate appl<span class="_ _0"></span>icable in t<span class="_ _0"></span>he period </div></div><div class="c x134 y7aa wb9 h7e"><div class="t m0 xfc h7 y6b3 ff1 fs3 fc0 sc0 ls5 ws0">19%<span class="ls0"> </span></div></div><div class="c x130 y7aa w69 h7e"><div class="t m0 xa3 h7 y6b3 ff1 fs3 fc0 sc0 ls5 ws0">19%<span class="ls0"> </span></div></div><div class="c x6 y7ab wb8 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">Tax calculated at t<span class="_ _0"></span>he applicabl<span class="_ _0"></span>e tax rate </div></div><div class="c x134 y7ab wb9 h3c"><div class="t m0 x89 hf y497 ff2 fs3 fc0 sc0 ls5 ws0">16 318<span class="ls0"> </span></div></div><div class="c x130 y7ab w69 h3c"><div class="t m0 x89 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">16 152 </div></div><div class="c x6 y140 wb8 h3c"><div class="t m0 x15 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y140 wb9 h3c"><div class="t m0 xab hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y140 w69 h3c"><div class="t m0 xab hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y1cf wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">Tax effect<span class="_ _0"></span> of the follo<span class="_ _0"></span>wing items: </div></div><div class="c x134 y1cf wb9 h3c"><div class="t m0 xab hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x130 y1cf w69 h3c"><div class="t m0 xab hf y497 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y489 wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">- permanent tax <span class="_ _0"></span>differenc<span class="_ _0"></span>es <span class="ff5">–</span> revenues </div></div><div class="c x134 y489 wb9 h3c"><div class="t m0 x2a hf y497 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls5">26<span class="ff2 ls0"> </span></span></div></div><div class="c x130 y489 w69 h3c"><div class="t m0 x68 hf y497 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y7ac wb8 h3c"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">- permanent tax <span class="_ _0"></span>differenc<span class="_ _0"></span>es <span class="ff5">–</span> costs </div></div><div class="c x134 y7ac wb9 h3c"><div class="t m0 x88 h7 y456 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls5">535<span class="ls0"> </span></span></div></div><div class="c x130 y7ac w69 h3c"><div class="t m0 x2e h7 y456 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls5">375<span class="_ _1"></span><span class="ls0"> </span></span></div></div><div class="c x6 y2d9 wb8 h3d"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">- temporary t<span class="_ _0"></span>ax differenc<span class="_ _0"></span>es for which no asset<span class="_ _0"></span> was created </div></div><div class="c x134 y2d9 wb9 h3d"><div class="t m0 x2a h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                            <span class="ls5">41<span class="ls0"> </span></span></div></div><div class="c x130 y2d9 w69 h3d"><div class="t m0 x2e h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls5">104<span class="_ _1"></span><span class="ls0"> </span></span></div></div><div class="c x6 y7ad wb8 h3c"><div class="t m0 x15 h7 y497 ff1 fs3 fc0 sc0 ls0 ws0">- adjustment of<span class="_ _0"></span> tax from pr<span class="_ _0"></span>evious years </div></div><div class="c x134 y7ad wb9 h3c"><div class="t m0 x7f h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls0">(47) </span></div></div><div class="c x130 y7ad w69 h3c"><div class="t m0 xa2 h7 y497 ff1 fs3 fc0 sc0 ls6 ws0">                                   <span class="_ _1"></span><span class="ls0">(1) </span></div></div><div class="c x6 y66f wb8 h8e"><div class="t m0 x15 h7 y7ae ff1 fs3 fc0 sc0 ls0 ws0">Tax credits </div></div><div class="c x134 y66f wb9 h8e"><div class="t m0 x7f h7 y7ae ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">(178) </span></div></div><div class="c x130 y66f w69 h8e"><div class="t m0 x30 h7 y7ae ff1 fs3 fc0 sc0 ls6 ws0">                             <span class="ls0">(234) </span></div></div><div class="c x6 y7af wb8 h8f"><div class="t m0 x15 h7 y7b0 ff1 fs3 fc0 sc0 ls0 ws0">Difference<span class="_ _0"></span> between tax <span class="_ _0"></span>rates applicable<span class="_ _0"></span> in other c<span class="_ _0"></span>ountries  </div></div><div class="c x134 y7af wb9 h8f"><div class="t m0 x88 h7 y7b0 ff1 fs3 fc0 sc0 ls6 ws0">                          <span class="ls5">770<span class="ls0"> </span></span></div></div><div class="c x130 y7af w69 h8f"><div class="t m0 x2e h7 y7b0 ff1 fs3 fc0 sc0 ls6 ws0">                               <span class="ls5">298<span class="_ _1"></span><span class="ls0"> </span></span></div></div><div class="c x6 y569 wb8 h8d"><div class="t m0 x15 hf y6b3 ff2 fs3 fc0 sc0 ls0 ws0">Income tax recogni<span class="_ _0"></span>sed in profit<span class="_ _0"></span> or loss </div></div><div class="c x134 y569 wb9 h8d"><div class="t m0 x99 hf y6b3 ff2 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">17 4<span class="ls5">65</span> </span></div></div><div class="c x130 y569 w69 h8d"><div class="t m0 x24 hf y6b3 ff2 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">16 694  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x14c h9 y7b1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7b2 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>provisions<span class="_ _1"></span> <span class="_ _1"></span>on VAT, <span class="_ _1"></span>CIT, <span class="_ _1"></span>PI<span class="_ _1"></span>T <span class="_ _1"></span>or <span class="_ _1"></span>social <span class="_ _1"></span>security <span class="_ _1"></span>contrib<span class="_ _1"></span>utions <span class="_ _1"></span>frequently <span class="_ _1"></span>change, <span class="_ _1"></span>often <span class="_ _1"></span>resultin<span class="_ _1"></span>g <span class="_ _1"></span>in <span class="_ _1"></span>the<span class="_ _1"></span> <span class="_ _1"></span>absence <span class="_ _1"></span>of <span class="_ _1"></span>any </div><div class="t m0 x6 h9 y7b3 ff1 fs2 fc0 sc0 ls0 ws0">established <span class="_ _c"></span>regulation<span class="_ _1"></span>s <span class="_ _1"></span>o<span class="_ _1"></span>r <span class="_ _c"></span>legal <span class="_ _c"></span>precedents <span class="_ _c"></span>for <span class="_ _c"></span>reference. <span class="_ _c"></span>The <span class="_ _c"></span>regulations <span class="_ _c"></span>in<span class="_ _1"></span> <span class="_ _c"></span>effect <span class="_ _1"></span>tend<span class="_ _1"></span> <span class="_ _c"></span>to <span class="_ _c"></span>be <span class="_ _c"></span>unclear, <span class="_ _c"></span>thus <span class="_ _c"></span>leadin<span class="_ _1"></span>g <span class="_ _c"></span>to<span class="_ _0"></span> </div><div class="t m0 x6 h9 y7b4 ff1 fs2 fc0 sc0 ls0 ws0">differences <span class="_ _19"></span>in <span class="_ _19"></span>opin<span class="_ _1"></span>ions <span class="_ _c"></span>as <span class="_ _19"></span>to <span class="_ _19"></span>legal <span class="_ _19"></span>interpretation <span class="_ _19"></span>of <span class="_ _19"></span>fiscal <span class="_ _19"></span>regulation<span class="_ _1"></span>s, <span class="_ _19"></span>both <span class="_ _19"></span>between <span class="_ _19"></span>state <span class="_ _19"></span>authorities <span class="_ _19"></span>th<span class="_ _1"></span>emselves <span class="_ _c"></span>and </div><div class="t m0 x6 h9 y7b5 ff1 fs2 fc0 sc0 ls0 ws0">between state auth<span class="_ _1"></span>orities and entrepreneurs. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y7b6 ff1 fs2 fc0 sc0 ls0 ws0">Tax <span class="_ _e"></span>declarations <span class="_ _1c"> </span>and <span class="_ _1c"> </span>other <span class="_ _e"> </span>settlements <span class="_ _1c"> </span>(e.g. <span class="_ _e"> </span>customs<span class="_ _1"></span> <span class="_ _e"></span>or <span class="_ _e"> </span>foreign <span class="_ _1c"> </span>exchange) <span class="_ _1c"> </span>can <span class="_ _e"> </span>be <span class="_ _1c"> </span>audited <span class="_ _1c"> </span>by <span class="_ _e"> </span>auth<span class="_ _1"></span>orities <span class="_ _e"></span>which <span class="_ _e"> </span>are </div><div class="t m0 x6 h9 y7b7 ff1 fs2 fc0 sc0 ls0 ws0">authorised <span class="_ _e"></span>to <span class="_ _19"></span>impose <span class="_ _19"></span>high <span class="_ _e"></span>fines, <span class="_ _19"></span>and <span class="_ _19"></span>the <span class="_ _e"></span>additional <span class="_ _19"></span>liabilities <span class="_ _19"></span>aris<span class="_ _1"></span>ing <span class="_ _19"></span>from <span class="_ _19"></span>su<span class="_ _1"></span>ch <span class="_ _c"></span>au<span class="_ _1"></span>dits <span class="_ _c"></span>h<span class="_ _1"></span>ave <span class="_ _19"></span>to <span class="_ _19"></span>b<span class="_ _1"></span>e <span class="_ _c"></span>paid<span class="_ _1"></span> <span class="_ _19"></span>including <span class="_ _19"></span>high </div><div class="t m0 x6 h9 y7b8 ff1 fs2 fc0 sc0 ls0 ws0">interest. <span class="_ _1"></span>In <span class="_ _1"></span>the <span class="_ _1"></span>light<span class="_ _1"></span> <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>above, <span class="_ _1"></span>the <span class="_ _1"></span>tax <span class="_ _c"></span>risk <span class="_ _1"></span>in <span class="_ _1"></span>Poland <span class="_ _1"></span>is <span class="_ _1"></span>higher <span class="_ _1"></span>than <span class="_ _1"></span>u<span class="_ _1"></span>sual <span class="_ _1"></span>tax <span class="_ _1"></span>risk <span class="_ _1"></span>in <span class="_ _1"></span>countries <span class="_ _1"></span>with <span class="_ _1"></span>better<span class="_ _c"></span>-developed </div><div class="t m0 x6 h9 y7b9 ff1 fs2 fc0 sc0 ls0 ws0">tax systems.  </div><div class="t m0 x6 h9 y7ba ff1 fs2 fc0 sc0 ls0 ws0">Therefore, the <span class="_ _0"></span>amounts disclosed in <span class="_ _0"></span>the f<span class="_ _0"></span>inancial statements may change <span class="_ _5"></span>at<span class="_ _1"></span> <span class="_ _0"></span>a later <span class="_ _0"></span>date, following <span class="_ _0"></span>final determination of </div><div class="t m0 x6 h9 y7bb ff1 fs2 fc0 sc0 ls0 ws0">their amount by t<span class="_ _1"></span>he competent tax auth<span class="_ _1"></span>orities. </div><div class="t m0 x6 h9 y394 ff1 fs2 fc0 sc0 ls0 ws0">Effective <span class="_ _c"></span>15 <span class="_ _c"></span>July <span class="_ _19"></span>2016, <span class="_ _c"></span>the <span class="_ _c"></span>Polish <span class="_ _c"></span>Tax <span class="_ _c"></span>Cod<span class="_ _1"></span>e <span class="_ _1"></span>was<span class="_ _1"></span> <span class="_ _c"></span>amended <span class="_ _c"></span>for <span class="_ _c"></span>the <span class="_ _c"></span>General <span class="_ _c"></span>Anti<span class="_ _c"></span>-Abuse <span class="_ _c"></span>Rule <span class="_ _c"></span>(GA<span class="_ _1"></span>AR) <span class="_ _c"></span>provisions. <span class="_ _19"></span>GAAR <span class="_ _c"></span>is </div><div class="t m0 x6 h9 y7bc ff1 fs2 fc0 sc0 ls0 ws0">intended <span class="_ _1"></span>to <span class="_ _1"></span>prevent <span class="_ _1"></span>the creat<span class="_ _1"></span>ion an<span class="_ _1"></span>d u<span class="_ _1"></span>se of <span class="_ _1"></span>artificial <span class="_ _1"></span>legal <span class="_ _1"></span>arrangements <span class="_ _1"></span>to <span class="_ _1"></span>avoid <span class="_ _1"></span>payment <span class="_ _1"></span>of <span class="_ _1"></span>tax <span class="_ _1"></span>in Polan<span class="_ _1"></span>d an<span class="_ _1"></span>d d<span class="_ _1"></span>efines </div><div class="t m0 x6 h9 y3d7 ff1 fs2 fc0 sc0 ls0 ws0">tax avoidance as an <span class="_ _5"></span>a<span class="_ _1"></span>ct carried out <span class="_ _5"></span>p<span class="_ _1"></span>rimarily in<span class="_ _0"></span> order to <span class="_ _0"></span>achieve a <span class="_ _0"></span>tax benefit, contrary in<span class="_ _0"></span> the <span class="_ _0"></span>circumstances to the obje<span class="_ _0"></span>ct </div><div class="t m0 x6 h9 y3d8 ff1 fs2 fc0 sc0 ls0 ws0">and <span class="_ _19"></span>goal <span class="_ _c"></span>of <span class="_ _c"></span>a <span class="_ _19"></span>provision <span class="_ _19"></span>of <span class="_ _c"></span>a <span class="_ _c"></span>tax <span class="_ _19"></span>act, <span class="_ _19"></span>which <span class="_ _c"></span>shall <span class="_ _c"></span>n<span class="_ _1"></span>ot <span class="_ _c"></span>result <span class="_ _c"></span>in <span class="_ _19"></span>a <span class="_ _c"></span>tax <span class="_ _19"></span>benefit, <span class="_ _c"></span>if <span class="_ _19"></span>the <span class="_ _c"></span>mod<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _19"></span>action <span class="_ _19"></span>was <span class="_ _c"></span>not <span class="_ _19"></span>genuine. <span class="_ _19"></span>All </div><div class="t m0 x6 h9 y7bd ff1 fs2 fc0 sc0 ls0 ws0">unjustified (i) split of <span class="_ _0"></span>operations, (ii) involvement of <span class="_ _0"></span>intermediary entities without any economic <span class="_ _0"></span>or business justification, </div><div class="t m0 x6 h9 y7be ff1 fs2 fc0 sc0 ls0 ws0">(iii) <span class="_ _1c"> </span>elements <span class="_ _24"> </span>that <span class="_ _1c"> </span>compensate <span class="_ _24"> </span>or <span class="_ _1c"> </span>exclude <span class="_ _1c"> </span>each <span class="_ _24"> </span>other <span class="_ _1c"> </span>and <span class="_ _1c"> </span>(iv) <span class="_ _24"> </span>other <span class="_ _1c"> </span>actions<span class="_ _1"></span> <span class="_ _e"> </span>with <span class="_ _24"> </span>a <span class="_ _1c"> </span>similar <span class="_ _1c"> </span>effect <span class="_ _1c"> </span>to<span class="_ _1"></span> <span class="_ _1c"> </span>the <span class="_ _1c"> </span>previous<span class="_ _1"></span>ly </div><div class="t m0 x6 h9 y3db ff1 fs2 fc0 sc0 ls0 ws0">mentioned, <span class="_ _c"></span>may <span class="_ _c"></span>be <span class="_ _c"></span>considered <span class="_ _c"></span>as <span class="_ _c"></span>prerequisit<span class="_ _1"></span>es <span class="_ _c"></span>of <span class="_ _c"></span>artificial <span class="_ _c"></span>activ<span class="_ _1"></span>ities <span class="_ _1"></span>su<span class="_ _1"></span>bject <span class="_ _1"></span>to <span class="_ _19"></span>GAAR. <span class="_ _c"></span>The <span class="_ _c"></span>new <span class="_ _c"></span>regulation <span class="_ _c"></span>will <span class="_ _c"></span>require </div><div class="t m0 x6 h9 y5e1 ff1 fs2 fc0 sc0 ls0 ws0">significantly more judge<span class="_ _1"></span>ment in ass<span class="_ _1"></span>essment of the tax consequences of particu<span class="_ _1"></span>lar transactions<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y7bf ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x2 y2 wc4 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">56<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 ya ff1 fs2 fc0 sc0 ls0 ws0">The GAAR claus<span class="_ _1"></span>e is effective with resp<span class="_ _1"></span>ect to transactions<span class="_ _1"></span> performed following its<span class="_ _1"></span> entry into force as w<span class="_ _1"></span>ell as transaction<span class="_ _1"></span>s </div><div class="t m0 x6 h9 y1bc ff1 fs2 fc0 sc0 ls0 ws0">that  were  carried  out <span class="_ _18"> </span>before,  bu<span class="_ _1"></span>t  the  benefits  were  /  are  being  achieved <span class="_ _18"> </span>after  the  date  of  its <span class="_ _18"> </span>entry  into  force. </div><div class="t m0 x6 h9 y262 ff1 fs2 fc0 sc0 ls0 ws0">Implementation <span class="_ _19"></span>of <span class="_ _19"></span>the <span class="_ _19"></span>ab<span class="_ _1"></span>ove <span class="_ _c"></span>provis<span class="_ _1"></span>ions <span class="_ _c"></span>will <span class="_ _19"></span>enable <span class="_ _19"></span>the <span class="_ _19"></span>Polish <span class="_ _19"></span>tax <span class="_ _19"></span>authorities <span class="_ _19"></span>to <span class="_ _19"></span>challenge <span class="_ _19"></span>legal <span class="_ _19"></span>arrangements<span class="_ _1"></span> <span class="_ _c"></span>by <span class="_ _19"></span>the </div><div class="t m0 x6 h9 y310 ff5 fs2 fc0 sc0 ls0 ws0">taxpayers s<span class="_ _1"></span>uch as group’s restructurings an<span class="_ _1"></span>d reo<span class="ff1">rgan<span class="_ _1"></span>izations. </span></div><div class="t m0 x6 h9 y7c0 ff1 fs2 fc0 sc0 ls0 ws0">The Group reco<span class="_ _1"></span>gnizes current an<span class="_ _1"></span>d deferred income tax<span class="_ _1"></span> assets and<span class="_ _1"></span> liabilities using IAS 12<span class="_ _1"></span> Income tax b<span class="_ _1"></span>ased on profit (ta<span class="_ _1"></span>x </div><div class="t m0 x6 h9 y39c ff1 fs2 fc0 sc0 ls0 ws0">loss), tax <span class="_ _5"></span>base, <span class="_ _5"></span>u<span class="_ _1"></span>nsettled <span class="_ _5"></span>ta<span class="_ _1"></span>x <span class="_ _5"></span>losses, <span class="_ _5"></span>u<span class="_ _1"></span>nused <span class="_ _5"></span>tax exemptions <span class="_ _5"></span>and tax <span class="_ _5"></span>rates, taki<span class="_ _0"></span>ng <span class="_ _0"></span>into <span class="_ _5"></span>accoun<span class="_ _1"></span>t <span class="_ _5"></span>assess<span class="_ _1"></span>ment <span class="_ _5"></span>of uncertainties </div><div class="t m0 x6 h9 y39d ff1 fs2 fc0 sc0 ls0 ws0">related to tax s<span class="_ _1"></span>ettlements.  </div><div class="t m0 x6 h9 y7c1 ff1 fs2 fc0 sc0 ls0 ws0">If there is<span class="_ _1"></span> uncertainty <span class="_ _1"></span>over where o<span class="_ _1"></span>r not an<span class="_ _1"></span>d in what <span class="_ _1"></span>scope the <span class="_ _1"></span>tax authority <span class="_ _1"></span>will accept tax <span class="_ _1"></span>accounting <span class="_ _1"></span>for transactions, </div><div class="t m0 x6 h9 y39e ff1 fs2 fc0 sc0 ls0 ws0">the Company recognizes th<span class="_ _1"></span>ese settlements taking in<span class="_ _1"></span>to account an uncertainty<span class="_ _1"></span> assessment.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y39f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hf y7c2 ff2 fs3 fc0 sc0 ls0 ws0">Deferred income ta<span class="_ _5"></span>x </div><div class="t m0 x6 h7 y481 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y2d4 wc5 h90"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2024 </div></div><div class="c x10a y2d4 wb7 h90"><div class="t m0 x25 hf y7c3 ff2 fs3 fc0 sc0 ls0 ws0">Assets </div></div><div class="c x11f y2d4 wc6 h90"><div class="t m0 x3c hf y7c3 ff2 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties </div></div><div class="c x128 y2d4 wc7 h90"><div class="t m0 x77 hf y7c3 ff2 fs3 fc0 sc0 ls0 ws0">Net </div></div><div class="c x49 y2d4 wc8 h90"><div class="t m0 x12 hf y7c4 ff2 fs3 fc0 sc0 ls0 ws0">As at  </div><div class="t m0 x10 hf y7c5 ff2 fs3 fc0 sc0 ls0 ws0">1 January </div><div class="t m0 x12 hf yd1 ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div><div class="t m0 x77 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Net </div></div><div class="c x14d y2d4 w86 h90"><div class="t m0 xae hf y7c6 ff2 fs3 fc0 sc0 ls0 ws0">Recognised in </div><div class="t m0 x87 hf y7c3 ff2 fs3 fc0 sc0 ls0 ws0">profit or </div><div class="t m0 x116 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">loss/equity </div></div><div class="c xd y65e wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Non-current assets<span class="_ _0"></span> </div></div><div class="c x10a y65e wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y65e wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y65e wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y65e wc8 h16"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y65e w86 h16"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7c7 wc5 h46"><div class="t m0 x15 h7 y7c8 ff1 fs3 fc0 sc0 ls0 ws0">Difference<span class="_ _0"></span> between tax <span class="_ _0"></span>and accounting depre<span class="_ _0"></span>ciation </div><div class="t m0 x15 h7 y452 ff1 fs3 fc0 sc0 ls0 ws0">rates of<span class="_ _0"></span> property, plant<span class="_ _0"></span> and equipment and<span class="_ _0"></span> intangible </div><div class="t m0 x15 h7 y6a ff1 fs3 fc0 sc0 ls0 ws0">assets </div></div><div class="c x10a y7c7 wb7 h46"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7c7 wc6 h46"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">971      </span></div></div><div class="c x128 y7c7 wc7 h46"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(971)     </span></div></div><div class="c x49 y7c7 wc8 h46"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(1 019)     </span></div></div><div class="c x14d y7c7 w86 h46"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">48      </span></div></div><div class="c xd y7c9 wc5 h91"><div class="t m0 x15 h7 y65c ff1 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls7">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c x10a y7c9 wb7 h91"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7c9 wc6 h91"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">5 071      </span></div></div><div class="c x128 y7c9 wc7 h91"><div class="t m0 x2d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">(5 071)     </span></div></div><div class="c x49 y7c9 wc8 h91"><div class="t m0 xf2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(5 516)     </span></div></div><div class="c x14d y7c9 w86 h91"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">445      </span></div></div><div class="c xd y7ca wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Current assets<span class="_ _0"></span> </div></div><div class="c x10a y7ca wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7ca wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7ca wc7 h16"><div class="t m0 x5c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7ca wc8 h16"><div class="t m0 x5c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7ca w86 h16"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7cb wc5 h3b"><div class="t m0 x15 h7 y5d2 ff1 fs3 fc0 sc0 ls0 ws0">Write-down of i<span class="_ _0"></span>nventorie<span class="_ _0"></span>s and unrealized margin </div></div><div class="c x10a y7cb wb7 h3b"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">3 830      </span></div></div><div class="c x11f y7cb wc6 h3b"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7cb wc7 h3b"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">3 830      </span></div></div><div class="c x49 y7cb wc8 h3b"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">3 057      </span></div></div><div class="c x14d y7cb w86 h3b"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">773      </span></div></div><div class="c xd y7cc wc5 h24"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected retur<span class="_ _0"></span>ns </div></div><div class="c x10a y7cc wb7 h24"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7cc wc6 h24"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">108      </span></div></div><div class="c x128 y7cc wc7 h24"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(108)     </span></div></div><div class="c x49 y7cc wc8 h24"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(72)     </span></div></div><div class="c x14d y7cc w86 h24"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(36)     </span></div></div><div class="c xd y7cd wc5 h52"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Inventory<span class="_ _0"></span> <span class="ff5">–</span> goods on the<span class="_ _0"></span>ir way to customer<span class="_ _0"></span>s </div></div><div class="c x10a y7cd wb7 h52"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7cd wc6 h52"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">238      </span></div></div><div class="c x128 y7cd wc7 h52"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(238)     </span></div></div><div class="c x49 y7cd wc8 h52"><div class="t m0 x5c h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7cd w86 h52"><div class="t m0 x56 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y389 wc5 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Write-down of r<span class="_ _0"></span>eceivable </div></div><div class="c x10a y389 wb7 h11"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">400      </span></div></div><div class="c x11f y389 wc6 h11"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y389 wc7 h11"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">400      </span></div></div><div class="c x49 y389 wc8 h11"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">374      </span></div></div><div class="c x14d y389 w86 h11"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">26      </span></div></div><div class="c xd y7ce wc5 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les for unfinishe<span class="_ _0"></span>d deliveries of goods </div></div><div class="c x10a y7ce wb7 h11"><div class="t m0 x16 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">341      </span></div></div><div class="c x11f y7ce wc6 h11"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7ce wc7 h11"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">341      </span></div></div><div class="c x49 y7ce wc8 h11"><div class="t m0 x5c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7ce w86 h11"><div class="t m0 x56 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7cf wc5 h69"><div class="t m0 x15 h7 y5f6 ff1 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation <span class="_ _0"></span>of receivables denominat<span class="_ _0"></span>ed in </div><div class="t m0 x15 h7 y5f5 ff1 fs3 fc0 sc0 ls0 ws0">foreign c<span class="_ _0"></span>urrencies an<span class="_ _0"></span>d other adjustments </div></div><div class="c x10a y7cf wb7 h69"><div class="t m0 x32 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7cf wc6 h69"><div class="t m0 xc1 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">807      </span></div></div><div class="c x128 y7cf wc7 h69"><div class="t m0 x2f h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">(807)     </span></div></div><div class="c x49 y7cf wc8 h69"><div class="t m0 xf2 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(736)     </span></div></div><div class="c x14d y7cf w86 h69"><div class="t m0 x26 h7 y5f5 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(71)     </span></div></div><div class="c xd y7d0 wc5 h4f"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation <span class="_ _0"></span>of cash in foreign cur<span class="_ _0"></span>rency </div></div><div class="c x10a y7d0 wb7 h4f"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7d0 wc6 h4f"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d0 wc7 h4f"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x49 y7d0 wc8 h4f"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">1      </span></div></div><div class="c x14d y7d0 w86 h4f"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">(1)     </span></div></div><div class="c xd y7d1 wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Long-term liabi<span class="_ _0"></span>lities </div></div><div class="c x10a y7d1 wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7d1 wc6 h16"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7d1 wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7d1 wc8 h16"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7d1 w86 h16"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7d2 wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance<span class="_ _0"></span> leases </div></div><div class="c x10a y7d2 wb7 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">3 492      </span></div></div><div class="c x11f y7d2 wc6 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d2 wc7 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">3 492      </span></div></div><div class="c x49 y7d2 wc8 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">4 570      </span></div></div><div class="c x14d y7d2 w86 h27"><div class="t m0 x106 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(1 078)     </span></div></div><div class="c xd y7d3 wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>for retirement<span class="_ _0"></span> benefits </div></div><div class="c x10a y7d3 wb7 h27"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">144      </span></div></div><div class="c x11f y7d3 wc6 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d3 wc7 h27"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">144      </span></div></div><div class="c x49 y7d3 wc8 h27"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">129      </span></div></div><div class="c x14d y7d3 w86 h27"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">15      </span></div></div><div class="c xd y7d4 wc5 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Financial guar<span class="_ _0"></span>antees gran<span class="_ _0"></span>ted </div></div><div class="c x10a y7d4 wb7 h41"><div class="t m0 x2d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">12      </span></div></div><div class="c x11f y7d4 wc6 h41"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d4 wc7 h41"><div class="t m0 xc1 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">12      </span></div></div><div class="c x49 y7d4 wc8 h41"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">5      </span></div></div><div class="c x14d y7d4 w86 h41"><div class="t m0 xa2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">7      </span></div></div><div class="c xd y7d5 wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Short-term liabil<span class="_ _0"></span>ities </div></div><div class="c x10a y7d5 wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7d5 wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7d5 wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7d5 wc8 h16"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7d5 w86 h16"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y3d0 wc5 h92"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for liabilitie<span class="_ _0"></span>s </div></div><div class="c x10a y3d0 wb7 h92"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">520      </span></div></div><div class="c x11f y3d0 wc6 h92"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y3d0 wc7 h92"><div class="t m0 x4a h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">520      </span></div></div><div class="c x49 y3d0 wc8 h92"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">442      </span></div></div><div class="c x14d y3d0 w86 h92"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">78      </span></div></div><div class="c xd y7d6 wc5 h92"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Balance s<span class="_ _0"></span>heet valuation <span class="_ _0"></span>of short-term liabilit<span class="_ _0"></span>ies </div></div><div class="c x10a y7d6 wb7 h92"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7d6 wc6 h92"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">39      </span></div></div><div class="c x128 y7d6 wc7 h92"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">(39)     </span></div></div><div class="c x49 y7d6 wc8 h92"><div class="t m0 x2d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">24      </span></div></div><div class="c x14d y7d6 w86 h92"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">(63)     </span></div></div><div class="c xd y7d7 wc5 h27"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for unused <span class="_ _0"></span>vacation and bonuse<span class="_ _0"></span>s </div></div><div class="c x10a y7d7 wb7 h27"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">1 712      </span></div></div><div class="c x11f y7d7 wc6 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d7 wc7 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">1 712      </span></div></div><div class="c x49 y7d7 wc8 h27"><div class="t m0 x2f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">1 468      </span></div></div><div class="c x14d y7d7 w86 h27"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">244      </span></div></div><div class="c xd y7d8 wc5 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance<span class="_ _0"></span> leases </div></div><div class="c x10a y7d8 wb7 h27"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">1 920      </span></div></div><div class="c x11f y7d8 wc6 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d8 wc7 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">1 920      </span></div></div><div class="c x49 y7d8 wc8 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">1 194      </span></div></div><div class="c x14d y7d8 w86 h27"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">726      </span></div></div><div class="c xd y7d9 wc5 h27"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for guarante<span class="_ _0"></span>e repairs </div></div><div class="c x10a y7d9 wb7 h27"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">311      </span></div></div><div class="c x11f y7d9 wc6 h27"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x128 y7d9 wc7 h27"><div class="t m0 x4a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">311      </span></div></div><div class="c x49 y7d9 wc8 h27"><div class="t m0 x48 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">230      </span></div></div><div class="c x14d y7d9 w86 h27"><div class="t m0 x21 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                    <span class="ls0">81      </span></div></div><div class="c xd y7da wc5 h41"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total assets and li<span class="_ _0"></span>abiliti<span class="_ _0"></span>es </div></div><div class="c x10a y7da wb7 h41"><div class="t m0 x48 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 682      </span></div></div><div class="c x11f y7da wc6 h41"><div class="t m0 x4a hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">7 234      </span></div></div><div class="c x128 y7da wc7 h41"><div class="t m0 x2f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">5 448      </span></div></div><div class="c x49 y7da wc8 h41"><div class="t m0 x2f hf y62 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">4 151      </span></div></div><div class="c x14d y7da w86 h41"><div class="t m0 xa2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 194      </span></div></div><div class="c xd y62f wc5 h47"><div class="t m0 x14e hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y62f wb7 h47"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y62f wc6 h47"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y62f wc7 h47"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y62f wc8 h47"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y62f w86 h47"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7db wc5 h93"><div class="t m0 x15 hf y6a ff2 fs3 fc0 sc0 ls0 ws0">Total deferred inco<span class="_ _5"></span>m<span class="_ _1"></span>e tax, of w<span class="_ _0"></span>hich </div></div><div class="c x10a y7db wb7 h93"><div class="t m0 x48 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">12 682      </span></div></div><div class="c x11f y7db wc6 h93"><div class="t m0 x4a hf y66 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">7 234      </span></div></div><div class="c x128 y7db wc7 h93"><div class="t m0 x2f hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">5 448      </span></div></div><div class="c x49 y7db wc8 h93"><div class="t m0 x2f hf y66 ff2 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">4 151      </span></div></div><div class="c x14d y7db w86 h93"><div class="t m0 xa2 hf y66 ff2 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 194      </span></div></div><div class="c xd y7dc wc5 h23"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ff5 ls0">–<span class="ff1"> recognise<span class="_ _0"></span>d in profit or lo<span class="_ _0"></span>ss  </span></span></div></div><div class="c x10a y7dc wb7 h23"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7dc wc6 h23"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7dc wb7 h23"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7dc wc9 h23"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7dc wca h23"><div class="t m0 x20 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1 312      </span></div></div><div class="c xd y7dd wc5 h13"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ff5 ls0">–<span class="ff1"> recognise<span class="_ _0"></span>d in equity (*) </span></span></div></div><div class="c x10a y7dd wb7 h13"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7dd wc6 h13"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7dd wb7 h13"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7dd wc9 h13"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7dd wca h13"><div class="t m0 x26 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">(118)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y7de ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7df ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y202 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7e0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7e1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7e2 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x2 y2 wc4 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">57<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c xd y7e3 wc5 h90"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x10a y7e3 wb7 h90"><div class="t m0 x25 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Assets </div></div><div class="c x11f y7e3 wc6 h90"><div class="t m0 x3c hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties </div></div><div class="c x128 y7e3 wc7 h90"><div class="t m0 x77 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">Net </div></div><div class="c x49 y7e3 wc8 h90"><div class="t m0 x12 hf y189 ff2 fs3 fc0 sc0 ls0 ws0">As at  </div><div class="t m0 x10 hf yeb ff2 fs3 fc0 sc0 ls0 ws0">1 January </div><div class="t m0 x12 hf y188 ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div><div class="t m0 x77 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Net </div></div><div class="c x14d y7e3 w86 h90"><div class="t m0 xae hf y7e4 ff2 fs3 fc0 sc0 ls0 ws0">Recognised in </div><div class="t m0 x87 hf y187 ff2 fs3 fc0 sc0 ls0 ws0">profit or </div><div class="t m0 x116 hf y6c ff2 fs3 fc0 sc0 ls0 ws0">loss/equity </div></div><div class="c xd y7e5 wc5 h16"><div class="t m0 x15 hf y5d4 ff2 fs3 fc0 sc0 ls0 ws0">Non-current assets<span class="_ _0"></span> </div></div><div class="c x10a y7e5 wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7e5 wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7e5 wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7e5 wc8 h16"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7e5 w86 h16"><div class="t m0 x90 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y39d wc5 h46"><div class="t m0 x15 h7 y7e6 ff1 fs3 fc0 sc0 ls0 ws0">Difference<span class="_ _0"></span> between tax <span class="_ _0"></span>and accounting depre<span class="_ _0"></span>ciation </div><div class="t m0 x15 h7 y452 ff1 fs3 fc0 sc0 ls0 ws0">rates of<span class="_ _0"></span> property, plant<span class="_ _0"></span> and equipment and<span class="_ _0"></span> intangibl<span class="_ _0"></span>e </div><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">assets </div></div><div class="c x10a y39d wb7 h46"><div class="t m0 x84 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11f y39d wc6 h46"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">1 019      </span></div></div><div class="c x128 y39d wc7 h46"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(1 019)     </span></div></div><div class="c x49 y39d wc8 h46"><div class="t m0 xae h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(786)     </span></div></div><div class="c x14d y39d w86 h46"><div class="t m0 x14f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(233)     </span></div></div><div class="c xd y4be wc5 h91"><div class="t m0 x15 h7 yb8 ff1 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls7">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c x10a y4be wb7 h91"><div class="t m0 x80 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x11f y4be wc6 h91"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">5 516      </span></div></div><div class="c x128 y4be wc7 h91"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(5 516)     </span></div></div><div class="c x49 y4be wc8 h91"><div class="t m0 xf2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">(4 474)     </span></div></div><div class="c x14d y4be w86 h91"><div class="t m0 x18 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">(1 042)     </span></div></div><div class="c xd y338 wc5 h16"><div class="t m0 x15 hf y5d4 ff2 fs3 fc0 sc0 ls0 ws0">Current assets<span class="_ _0"></span> </div></div><div class="c x10a y338 wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y338 wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y338 wc7 h16"><div class="t m0 x5c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y338 wc8 h16"><div class="t m0 x5c h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y338 w86 h16"><div class="t m0 x56 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7e7 wc5 h1a"><div class="t m0 x15 h7 yf3 ff1 fs3 fc0 sc0 ls0 ws0">Write-down of i<span class="_ _0"></span>nventorie<span class="_ _0"></span>s and unrealized margin </div></div><div class="c x10a y7e7 wb7 h1a"><div class="t m0 x14f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">3 057      </span></div></div><div class="c x11f y7e7 wc6 h1a"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7e7 wc7 h1a"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">3 057      </span></div></div><div class="c x49 y7e7 wc8 h1a"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">3 086      </span></div></div><div class="c x14d y7e7 w86 h1a"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(29)     </span></div></div><div class="c xd y7e8 wc5 h52"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected retur<span class="_ _0"></span>ns </div></div><div class="c x10a y7e8 wb7 h52"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y7e8 wc6 h52"><div class="t m0 x19 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">72      </span></div></div><div class="c x128 y7e8 wc7 h52"><div class="t m0 x30 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">(72)     </span></div></div><div class="c x49 y7e8 wc8 h52"><div class="t m0 x32 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">(17)     </span></div></div><div class="c x14d y7e8 w86 h52"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(55)     </span></div></div><div class="c xd y7e9 wc5 h11"><div class="t m0 x15 h7 y5e ff1 fs3 fc0 sc0 ls0 ws0">Write-down of r<span class="_ _0"></span>eceivable </div></div><div class="c x10a y7e9 wb7 h11"><div class="t m0 x33 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">374      </span></div></div><div class="c x11f y7e9 wc6 h11"><div class="t m0 x1a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7e9 wc7 h11"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">374      </span></div></div><div class="c x49 y7e9 wc8 h11"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">402      </span></div></div><div class="c x14d y7e9 w86 h11"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(28)     </span></div></div><div class="c xd y290 wc5 h34"><div class="t m0 x15 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation <span class="_ _0"></span>of receivables denominat<span class="_ _0"></span>ed in </div><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">foreign c<span class="_ _0"></span>urrencies an<span class="_ _0"></span>d other adjustments </div></div><div class="c x10a y290 wb7 h34"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">6      </span></div></div><div class="c x11f y290 wc6 h34"><div class="t m0 x22 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">742      </span></div></div><div class="c x128 y290 wc7 h34"><div class="t m0 x20 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">     <span class="ls0">(736)     </span></div></div><div class="c x49 y290 wc8 h34"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">(638)     </span></div></div><div class="c x14d y290 w86 h34"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(98)     </span></div></div><div class="c xd y7ea wc5 h94"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation <span class="_ _0"></span>of cash in foreign cur<span class="_ _0"></span>rency </div></div><div class="c x10a y7ea wb7 h94"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">1      </span></div></div><div class="c x11f y7ea wc6 h94"><div class="t m0 x14f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7ea wc7 h94"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">1      </span></div></div><div class="c x49 y7ea wc8 h94"><div class="t m0 x32 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x14d y7ea w86 h94"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                           <span class="ls0">1      </span></div></div><div class="c xd y7eb wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Long-term liabi<span class="_ _0"></span>lities </div></div><div class="c x10a y7eb wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y7eb wc6 h16"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y7eb wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y7eb wc8 h16"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y7eb w86 h16"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y35f wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance<span class="_ _0"></span> leases </div></div><div class="c x10a y35f wb7 h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">4 570      </span></div></div><div class="c x11f y35f wc6 h27"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y35f wc7 h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">4 570      </span></div></div><div class="c x49 y35f wc8 h27"><div class="t m0 x90 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">3 061      </span></div></div><div class="c x14d y35f w86 h27"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">1 509      </span></div></div><div class="c xd y7ec wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>for retirement<span class="_ _0"></span> benefits </div></div><div class="c x10a y7ec wb7 h27"><div class="t m0 x2e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">129      </span></div></div><div class="c x11f y7ec wc6 h27"><div class="t m0 x23 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7ec wc7 h27"><div class="t m0 x60 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">129      </span></div></div><div class="c x49 y7ec wc8 h27"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls0">108      </span></div></div><div class="c x14d y7ec w86 h27"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">21      </span></div></div><div class="c xd y7ed wc5 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Financial guar<span class="_ _0"></span>antees gran<span class="_ _0"></span>ted </div></div><div class="c x10a y7ed wb7 h41"><div class="t m0 x3c h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls0">5      </span></div></div><div class="c x11f y7ed wc6 h41"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7ed wc7 h41"><div class="t m0 xae h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">              <span class="ls0">5      </span></div></div><div class="c x49 y7ed wc8 h41"><div class="t m0 x1e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">6      </span></div></div><div class="c x14d y7ed w86 h41"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(1)     </span></div></div><div class="c xd y2b6 wc5 h16"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Short-term liabil<span class="_ _0"></span>ities </div></div><div class="c x10a y2b6 wb7 h16"><div class="t m0 x15 hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y2b6 wc6 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y2b6 wc7 h16"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y2b6 wc8 h16"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y2b6 w86 h16"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y4cb wc5 h92"><div class="t m0 x15 h7 y5d4 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for liabilitie<span class="_ _0"></span>s </div></div><div class="c x10a y4cb wb7 h92"><div class="t m0 x2e h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">490      </span></div></div><div class="c x11f y4cb wc6 h92"><div class="t m0 x24 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">          <span class="ls0">24      </span></div></div><div class="c x128 y4cb wc7 h92"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">466      </span></div></div><div class="c x49 y4cb wc8 h92"><div class="t m0 x48 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">161      </span></div></div><div class="c x14d y4cb w86 h92"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">305      </span></div></div><div class="c xd y7ee wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for unused <span class="_ _0"></span>vacation and bonuses </div></div><div class="c x10a y7ee wb7 h27"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">1 468      </span></div></div><div class="c x11f y7ee wc6 h27"><div class="t m0 xa2 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7ee wc7 h27"><div class="t m0 x4d h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">1 468      </span></div></div><div class="c x49 y7ee wc8 h27"><div class="t m0 x90 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">1 344      </span></div></div><div class="c x14d y7ee w86 h27"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                     <span class="ls0">124      </span></div></div><div class="c xd y2b9 wc5 h7a"><div class="t m0 x15 h7 y65f ff1 fs3 fc0 sc0 ls0 ws0">Accrued i<span class="_ _0"></span>nterest  </div></div><div class="c x10a y2b9 wb7 h7a"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11f y2b9 wc6 h7a"><div class="t m0 x26 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y2b9 wc7 h7a"><div class="t m0 x1e h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x49 y2b9 wc8 h7a"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">             <span class="ls0">85      </span></div></div><div class="c x14d y2b9 w86 h7a"><div class="t m0 x1f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(85)     </span></div></div><div class="c xd y7ef wc5 h27"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance<span class="_ _0"></span> leases </div></div><div class="c x10a y7ef wb7 h27"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">1 194      </span></div></div><div class="c x11f y7ef wc6 h27"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y7ef wc7 h27"><div class="t m0 x4d h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">1 194      </span></div></div><div class="c x49 y7ef wc8 h27"><div class="t m0 x90 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">1 565      </span></div></div><div class="c x14d y7ef w86 h27"><div class="t m0 x14f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(371)     </span></div></div><div class="c xd y668 wc5 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for guarante<span class="_ _0"></span>e repairs </div></div><div class="c x10a y668 wb7 h41"><div class="t m0 x10 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls0">230      </span></div></div><div class="c x11f y668 wc6 h41"><div class="t m0 x23 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x128 y668 wc7 h41"><div class="t m0 x60 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">230      </span></div></div><div class="c x49 y668 wc8 h41"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">252      </span></div></div><div class="c x14d y668 w86 h41"><div class="t m0 x1f h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                      <span class="ls0">(22)     </span></div></div><div class="c xd y7f0 wc5 h27"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total assets and l<span class="_ _5"></span>iabilities </div></div><div class="c x10a y7f0 wb7 h27"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">11 524      </span></div></div><div class="c x11f y7f0 wc6 h27"><div class="t m0 xf2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                  <span class="ls0">7 373      </span></div></div><div class="c x128 y7f0 wc7 h27"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">4 151      </span></div></div><div class="c x49 y7f0 wc8 h27"><div class="t m0 x90 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">4 155      </span></div></div><div class="c x14d y7f0 w86 h27"><div class="t m0 x67 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(4)     </span></div></div><div class="c xd y536 wc5 h47"><div class="t m0 x14e hf y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y536 wb7 h47"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y536 wc6 h47"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y536 wc7 h47"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y536 wc8 h47"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y536 w86 h47"><div class="t m0 x56 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xd y7f1 wc5 h93"><div class="t m0 x15 hf y4c5 ff2 fs3 fc0 sc0 ls0 ws0">Total deferred inco<span class="_ _5"></span>m<span class="_ _1"></span>e tax, of w<span class="_ _0"></span>hich </div></div><div class="c x10a y7f1 wb7 h93"><div class="t m0 x1e hf y62 ff2 fs3 fc0 sc0 ls6 ws0">       <span class="ls0">11 524      </span></div></div><div class="c x11f y7f1 wc6 h93"><div class="t m0 x60 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">7 373      </span></div></div><div class="c x128 y7f1 wc7 h93"><div class="t m0 x4d hf y62 ff2 fs3 fc0 sc0 ls6 ws0">               <span class="ls0">4 151      </span></div></div><div class="c x49 y7f1 wc8 h93"><div class="t m0 x90 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">4 155      </span></div></div><div class="c x14d y7f1 w86 h93"><div class="t m0 xa2 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">(4)     </span></div></div><div class="c xd y750 wc5 h41"><div class="t m0 x15 h7 y456 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ff5 ls0">–<span class="ff1"> recognise<span class="_ _0"></span>d in profit or lo<span class="_ _0"></span>ss  </span></span></div></div><div class="c x10a y750 wb7 h41"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y750 wc6 h41"><div class="t m0 xe2 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y750 wb7 h41"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y750 wc9 h41"><div class="t m0 x5c h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y750 wca h41"><div class="t m0 x25 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                   <span class="ls0">5     </span></div></div><div class="c xd y751 wc5 h23"><div class="t m0 x15 h7 yf0 ff1 fs3 fc0 sc0 ls6 ws0">    <span class="ff5 ls0">–<span class="ff1"> recognise<span class="_ _0"></span>d in equity (*) </span></span></div></div><div class="c x10a y751 wb7 h23"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y751 wc6 h23"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y751 wb7 h23"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y751 wc9 h23"><div class="t m0 x15 h7 y0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y751 wca h23"><div class="t m0 x67 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                         <span class="ls0">(9)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y752 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7f2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7f3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h95 y7f4 ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h5a y7f5 ff1 fs8 fc0 sc0 ls0 ws0">(*) app<span class="_ _1"></span>lies to deferred tax from actuarial los<span class="_ _1"></span>ses and <span class="_ _1"></span>exchange differences from transla<span class="_ _1"></span>tion of deferred tax assets rec<span class="_ _1"></span>ognised in other co<span class="_ _1"></span>mprehensive income<span class="_ _1"></span> </div><div class="t m0 x6 h5a y7f6 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7f7 ff1 fs2 fc0 sc0 ls0 ws0">Of <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>abov<span class="_ _1"></span>e-reported <span class="_ _e"></span>value <span class="_ _e"></span>of <span class="_ _19"></span>n<span class="_ _1"></span>et <span class="_ _19"></span>deferred <span class="_ _e"></span>tax <span class="_ _e"></span>assets, <span class="_ _e"></span>the <span class="_ _e"></span>amount <span class="_ _e"></span>of <span class="_ _19"></span>PLN <span class="_ _e"></span>181 <span class="_ _e"></span>thousand, <span class="_ _e"></span>as <span class="_ _e"></span>at <span class="_ _e"></span>31 <span class="_ _19"></span>December <span class="_ _e"></span>2024 </div><div class="t m0 x6 h9 y4f9 ff1 fs2 fc0 sc0 ls0 ws0">(provision), concerns items that the Parent Company expects to realise over <span class="_ _0"></span>a period exceeding 12 <span class="_ _5"></span>mon<span class="_ _1"></span>ths. There are<span class="_ _0"></span> no </div><div class="t m0 x6 h9 y53 ff1 fs2 fc0 sc0 ls0 ws0">temporary differences r<span class="_ _1"></span>elated to investments<span class="_ _1"></span> in subsidiaries for which a deferred t<span class="_ _1"></span>ax provision s<span class="_ _1"></span>hould be created.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y7f8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7f9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7fa ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7fb ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y632 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7fc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y4dc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y409 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7fd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7fe ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">58<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">30.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Earn<span class="_ _0"></span>ings per shar<span class="_ _0"></span>e </span></span></div></div><div class="c x6 y73d wb8 h1c"><div class="t m0 x15 h7 y6c ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y73d w4f h1c"><div class="t m0 x6d hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x86 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xcb y73d wcb h1c"><div class="t m0 x99 hf yc8 ff2 fs3 fc0 sc0 ls5 ws0">12 <span class="ls0">months ended <span class="_ _0"></span> </span></div><div class="t m0 x12 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x6 y7ff wb8 h16"><div class="t m0 x15 hf y82 ff2 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c x134 y7ff w4f h16"><div class="t m0 x30 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">68 418 </span></div></div><div class="c xcb y7ff wcb h16"><div class="t m0 xc1 hf y62 ff2 fs3 fc0 sc0 ls6 ws0">                                   <span class="_ _1"></span><span class="ls0">68 318 </span></div></div><div class="c x6 y313 wb8 h96"><div class="t m0 x15 h7 yf2 ff5 fs3 fc0 sc0 ls0 ws0">Weighted aver<span class="_ _0"></span>age number of<span class="_ _0"></span> ordinary shar<span class="_ _0"></span>es (’000)<span class="ff1"> </span></div></div><div class="c x134 y313 w4f h96"><div class="t m0 x30 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042 </span></div></div><div class="c xcb y313 wcb h96"><div class="t m0 x2f h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">75 042 </span></div></div><div class="c x6 y337 wb8 h40"><div class="t m0 x15 hf y3ca ff2 fs3 fc0 sc0 ls0 ws0">Basic earnings per <span class="_ _5"></span>s<span class="_ _1"></span>hare fro<span class="_ _5"></span>m<span class="_ _1"></span> contin<span class="_ _0"></span>uing operations (<span class="_ _5"></span>P<span class="_ _1"></span>LN) </div></div><div class="c x134 y337 w4f h40"><div class="t m0 x7e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">91</span> </div></div><div class="c xcb y337 wcb h40"><div class="t m0 xfc hf y62 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">91</span> </div></div><div class="c x6 y800 wb8 h34"><div class="t m0 x15 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit attributable<span class="_ _0"></span> to ordinary shareho<span class="_ _0"></span>lders used t<span class="_ _0"></span>o calculate di<span class="_ _0"></span>luted earnings </div><div class="t m0 x15 hf y62 ff1 fs3 fc0 sc0 ls0 ws0">per share<span class="ff2"> </span></div></div><div class="c x134 y800 w4f h34"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">68 418 </span></div></div><div class="c xcb y800 wcb h34"><div class="t m0 x89 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">68<span class="ls0"> </span>318<span class="ls0"> </span></div></div><div class="c x6 y801 wb8 h3b"><div class="t m0 x15 h7 yb7 ff1 fs3 fc0 sc0 ls0 ws0">Weighted aver<span class="_ _0"></span>age number of<span class="_ _0"></span> ordinary shar<span class="_ _0"></span>es used for<span class="_ _0"></span> calculating basic e<span class="_ _0"></span>arnings </div><div class="t m0 x15 h7 ydd ff5 fs3 fc0 sc0 ls0 ws0">per share<span class="_ _0"></span> (’000)<span class="ff1"> </span></div></div><div class="c x134 y801 w4f h3b"><div class="t m0 x30 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042 </span></div></div><div class="c xcb y801 wcb h3b"><div class="t m0 x89 h7 y66 ff1 fs3 fc0 sc0 ls0 ws0">75 042 </div></div><div class="c x6 y68 wb8 h16"><div class="t m0 x15 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">Dilutio<span class="_ _0"></span>n impact: </div></div><div class="c x134 y68 w4f h16"><div class="t m0 xdc h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y68 wcb h16"><div class="t m0 x68 h7 y82 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y5c6 wb8 h89"><div class="t m0 x15 h7 y745 ff1 fs3 fc0 sc0 ls0 ws0">Adjusted wei<span class="_ _0"></span>ghted average n<span class="_ _0"></span>umber of or<span class="_ _0"></span>dinary shares <span class="_ _0"></span>used for calcul<span class="_ _0"></span>ating diluted </div><div class="t m0 x15 h7 y18e ff5 fs3 fc0 sc0 ls0 ws0">earnings per<span class="_ _0"></span> share (’000)<span class="ff1"> </span></div></div><div class="c x134 y5c6 w4f h89"><div class="t m0 x31 h7 y744 ff1 fs3 fc0 sc0 ls0 ws0">75 042 </div></div><div class="c xcb y5c6 wcb h89"><div class="t m0 x89 h7 y744 ff1 fs3 fc0 sc0 ls0 ws0">75 042 </div></div><div class="c x6 y802 wb8 h97"><div class="t m0 x15 hf y803 ff2 fs3 fc0 sc0 ls0 ws0">Diluted earning<span class="_ _0"></span>s per share fro<span class="_ _0"></span>m continuing operati<span class="_ _0"></span>ons (PLN) </div></div><div class="c x134 y802 w4f h97"><div class="t m0 x7e hf y62 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">91 </span> </div></div><div class="c xcb y802 wcb h97"><div class="t m0 xfc hf y62 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls5">91 </span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x9a hd y747 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y804 ff1 fs2 fc0 sc0 ls0 ws0">Basic <span class="_ _1"></span>earnings <span class="_ _1"></span>per <span class="_ _1"></span>sh<span class="_ _1"></span>are <span class="_ _1"></span>were <span class="_ _1"></span>calculated <span class="_ _1"></span>by <span class="_ _1"></span>d<span class="_ _1"></span>ividing <span class="_ _1"></span>the <span class="_ _1"></span>net <span class="_ _1"></span>profit <span class="_ _1"></span>by <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>weighted av<span class="_ _1"></span>erage <span class="_ _1"></span>number <span class="_ _1"></span>of <span class="_ _1"></span>ordinary <span class="_ _1"></span>s<span class="_ _1"></span>hares </div><div class="t m0 x6 h9 y805 ff1 fs2 fc0 sc0 ls0 ws0">during the period. <span class="_ _1"></span> </div><div class="t m0 x6 h9 y806 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y807 ff1 fs2 fc0 sc0 ls0 ws0">As at 31 December 2024 a<span class="_ _1"></span>nd 2023, there were no d<span class="_ _1"></span>iluting factors.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y808 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 ha y809 ff2 fs0 fc3 sc0 lsb ws0">31.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Fin<span class="_ _0"></span>ancial guara<span class="_ _0"></span>ntees gran<span class="_ _0"></span>ted and received </span></span></div><div class="t m0 x6 h9 y365 ff1 fs2 fc0 sc0 ls0 ws0">As at <span class="_ _1"></span>31 December <span class="_ _1"></span>2024, the <span class="_ _1"></span>companies <span class="_ _1"></span>belonging to <span class="_ _1"></span>the <span class="_ _1"></span>Group were <span class="_ _1"></span>parties to <span class="_ _1"></span>the follo<span class="_ _1"></span>wing guarantee <span class="_ _1"></span>agreements <span class="_ _1"></span>in </div><div class="t m0 x6 h9 y171 ff1 fs2 fc0 sc0 ls0 ws0">connection with their op<span class="_ _1"></span>erations, granted<span class="_ _1"></span> by the following entities:<span class="_ _1"></span> </div><div class="t m0 x6 h9 y367 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y80a wcc h69"><div class="t m0 x4d hf y11f ff2 fs3 fc0 sc0 ls2e ws0">No<span class="ls0"> </span></div></div><div class="c x7c y80a wcd h69"><div class="t m0 x15 hf y11f ff2 fs3 fc0 sc0 ls0 ws0">Principal </div></div><div class="c xa8 y80a wa5 h69"><div class="t m0 x15 hf y11f ff2 fs3 fc0 sc0 ls0 ws0">Guarantor </div></div><div class="c x150 y80a wce h69"><div class="t m0 x15 hf y11f ff2 fs3 fc0 sc0 ls0 ws0">Subject matter and v<span class="_ _5"></span>alue </div></div><div class="c x151 y80a w1c h69"><div class="t m0 x20 hf y5f6 ff2 fs3 fc0 sc0 ls0 ws0">Guarantee </div><div class="t m0 x98 hf y5f5 ff2 fs3 fc0 sc0 ls0 ws0">amount </div></div><div class="c xe4 y80a wcf h69"><div class="t m0 x99 hf y11f ff2 fs3 fc0 sc0 ls0 ws0">Date of expiry<span class="_ _0"></span> </div></div><div class="c x6 y80b wcc h98"><div class="t m0 x15 h7 y716 ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7c y80b wcd h98"><div class="t m0 x15 h7 y716 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c xa8 y80b wa5 h98"><div class="t m0 x15 h7 y80c ff1 fs3 fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy S.A. w </div><div class="t m0 x15 h7 y729 ff1 fs3 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x150 y80b wce h98"><div class="t m0 x15 h7 y80d ff1 fs3 fc0 sc0 ls0 ws0">Guarantee<span class="_ _0"></span> of proper per<span class="_ _0"></span>formance-timely pay<span class="_ _0"></span>ment </div><div class="t m0 x15 h7 y716 ff1 fs3 fc0 sc0 ls0 ws0">for the<span class="_ _0"></span> lease of warehous<span class="_ _0"></span>es in Nadarzyn by<span class="_ _0"></span> TOYA </div><div class="t m0 x15 h7 y533 ff1 fs3 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x151 y80b w1c h98"><div class="t m0 x2d h7 y716 ff1 fs3 fc0 sc0 ls5 ws0">613<span class="ls0"> </span>352<span class="ls0">.</span>19 <span class="ls0">EUR<span class="_ _0"></span> </span></div></div><div class="c xe4 y80b wcf h98"><div class="t m0 x1b h7 y716 ff1 fs3 fc0 sc0 ls5 ws0">28 <span class="ls0">February </span>2025<span class="ls0"> <span class="_ _0"></span><span class="lsa">(*)<span class="ls0"> </span></span></span></div></div><div class="c x6 y707 wcc h99"><div class="t m0 x15 h7 y80e ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x7c y707 wcd h99"><div class="t m0 x15 h7 y80e ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c xa8 y707 wa5 h99"><div class="t m0 x15 h7 y239 ff1 fs3 fc0 sc0 ls0 ws0">Sopockie<span class="_ _0"></span> <span class="_ _29"> </span>Towarzystwo </div><div class="t m0 x15 h7 y80e ff5 fs3 fc0 sc0 ls0 ws0">Ubezpieczeń <span class="_ _13"> </span>ERGO<span class="_ _5"></span> </div><div class="t m0 x15 h7 y80f ff1 fs3 fc0 sc0 ls0 ws0">Hestia S.A. </div></div><div class="c x150 y707 wce h99"><div class="t m0 x15 h7 y810 ff1 fs3 fc0 sc0 ls0 ws0">Security<span class="_ _0"></span> <span class="_ _1"></span>for <span class="_ _c"></span>amounts <span class="_ _1"></span>due <span class="_ _c"></span>for <span class="_ _1"></span>customs <span class="_ _1"></span>duties, <span class="_ _c"></span>taxes </div><div class="t m0 x15 h7 y811 ff1 fs3 fc0 sc0 ls0 ws0">and <span class="_ _0"></span>other<span class="_ _0"></span> f<span class="_ _0"></span>ees <span class="_ _5"></span>in rel<span class="_ _0"></span>ation <span class="_ _5"></span>to goods <span class="_ _5"></span>subject <span class="_ _5"></span>to rel<span class="_ _0"></span>ease </div><div class="t m0 x15 h7 y812 ff1 fs3 fc0 sc0 ls0 ws0">for circulation on the basis of a <span class="_ _1"></span>customs declarat<span class="_ _0"></span>ion </div><div class="t m0 x15 h7 y813 ff1 fs3 fc0 sc0 ls0 ws0">by TOYA S.A. </div></div><div class="c x151 y707 w1c h99"><div class="t m0 x10 h7 y80e ff1 fs3 fc0 sc0 ls5 ws0">270<span class="ls0"> 000 PLN<span class="_ _0"></span> </span></div></div><div class="c xe4 y707 wcf h99"><div class="t m0 x2d h7 y80e ff1 fs3 fc0 sc0 ls5 ws0">31 <span class="ls0">December </span>2024<span class="ls0"> <span class="lsa">(*</span>*<span class="_ _0"></span>) </span></div></div><div class="c x6 y515 wcc h9a"><div class="t m0 x15 h7 y745 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x7c y515 wcd h9a"><div class="t m0 x15 h7 y814 ff1 fs3 fc0 sc0 ls0 ws0">TOYA </div><div class="t m0 x15 h7 y744 ff1 fs3 fc0 sc0 ls0 ws0">Romania S.A. </div></div><div class="c xa8 y515 wa5 h9a"><div class="t m0 x15 h7 y814 ff1 fs3 fc0 sc0 ls0 ws0">BRD <span class="_ _35"> </span>Groupe <span class="_ _35"> </span>Societe </div><div class="t m0 x15 h7 y744 ff1 fs3 fc0 sc0 ls0 ws0">Generale </div></div><div class="c x150 y515 wce h9a"><div class="t m0 x15 h7 y745 ff1 fs3 fc0 sc0 ls0 ws0">Warehouse r<span class="_ _0"></span>ental pay<span class="_ _0"></span>ment guarantee in <span class="_ _0"></span>Bucharest </div></div><div class="c x151 y515 w1c h9a"><div class="t m0 x7a h7 y745 ff1 fs3 fc0 sc0 ls0 ws0">335 491 EUR<span class="_ _0"></span> </div></div><div class="c xe4 y515 wcf h9a"><div class="t m0 x99 h7 y745 ff1 fs3 fc0 sc0 ls5 ws0">3 <span class="ls0">August </span>2025<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hf y303 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7d9 ff1 fs3 fc0 sc0 lsa ws0">(*) <span class="ls0">af<span class="_ _0"></span>ter <span class="_ _0"></span>the <span class="_ _0"></span>balance <span class="_ _5"></span>sheet date, <span class="_ _5"></span>the guarant<span class="_ _0"></span>ee <span class="_ _5"></span>amount was <span class="_ _5"></span>increased to<span class="_ _0"></span> <span class="_ _0"></span>EUR 638 <span class="_ _5"></span>698.83 and <span class="_ _5"></span>the guaran<span class="_ _0"></span>tee <span class="_ _5"></span>validity <span class="_ _0"></span>period <span class="_ _5"></span>was changed to <span class="_ _5"></span>28 February </span></div><div class="t m0 x6 h7 y7ba ff1 fs3 fc0 sc0 ls5 ws0">2026<span class="ls0"> </span></div><div class="t m0 x6 h7 y815 ff1 fs3 fc0 sc0 ls0 ws0">(**) After t<span class="_ _0"></span>he end of the y<span class="_ _0"></span>ear, the warran<span class="_ _0"></span>ty was exte<span class="_ _0"></span>nded until <span class="ls5">31 </span>December 2025.<span class="_ _5"></span> </div><div class="t m0 x9a hd y816 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y817 ff1 fs2 fc0 sc0 ls0 ws0">On <span class="_ _e"></span>12 <span class="_ _e"></span>June <span class="_ _e"></span>2019, <span class="_ _e"> </span>TOYA<span class="_ _1"></span> <span class="_ _e"></span>S.A. <span class="_ _e"></span>granted <span class="_ _e"></span>a <span class="_ _e"></span>guarantee <span class="_ _e"></span>of <span class="_ _e"> </span>pay<span class="_ _1"></span>ment <span class="_ _e"></span>of <span class="_ _e"></span>liabilities <span class="_ _e"></span>arising <span class="_ _e"> </span>fro<span class="_ _1"></span>m <span class="_ _1c"> </span>wareho<span class="_ _1"></span>use <span class="_ _e"></span>and <span class="_ _e"></span>office <span class="_ _e"></span>rental </div><div class="t m0 x6 h9 y818 ff1 fs2 fc0 sc0 ls0 ws0">agreement <span class="_ _19"></span>b<span class="_ _1"></span>y <span class="_ _19"></span>Toya <span class="_ _e"></span>Romania <span class="_ _19"></span>S.A. <span class="_ _e"></span>to <span class="_ _19"></span>the <span class="_ _e"></span>landlord <span class="_ _19"></span>up<span class="_ _1"></span> <span class="_ _19"></span>to <span class="_ _19"></span>th<span class="_ _1"></span>e <span class="_ _19"></span>amount <span class="_ _e"></span>of <span class="_ _19"></span>EUR <span class="_ _e"></span>115 <span class="_ _19"></span>thousan<span class="_ _1"></span>d. <span class="_ _19"></span>The <span class="_ _19"></span>lease <span class="_ _e"></span>agreement <span class="_ _e"></span>was </div><div class="t m0 x6 h9 y819 ff1 fs2 fc0 sc0 ls0 ws0">concluded <span class="_ _c"></span>on <span class="_ _19"></span>8 <span class="_ _c"></span>February <span class="_ _c"></span>2019 <span class="_ _c"></span>and <span class="_ _c"></span>covers <span class="_ _c"></span>a <span class="_ _c"></span>period <span class="_ _c"></span>of <span class="_ _c"></span>10 <span class="_ _c"></span>years, <span class="_ _c"></span>with <span class="_ _c"></span>the <span class="_ _c"></span>option <span class="_ _c"></span>of <span class="_ _c"></span>changing <span class="_ _c"></span>th<span class="_ _1"></span>is <span class="_ _1"></span>period<span class="_ _1"></span>.<span class="_ _1"></span> <span class="_ _c"></span>The <span class="_ _c"></span>warranty </div><div class="t m0 x6 h9 y81a ff1 fs2 fc0 sc0 ls0 ws0">expires 3 months after th<span class="_ _1"></span>e date of termination of th<span class="_ _1"></span>e lease.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y427 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y44c ff1 fs2 fc0 sc0 ls0 ws0">On <span class="ls2">29 </span>March 2024, TOYA S.A. <span class="_ _1"></span>entered into a surety agreement with Citiban<span class="_ _1"></span>k (China) Company Limited<span class="_ _1"></span>-Shangh<span class="_ _1"></span>ai Branch, </div><div class="t m0 x6 h9 y81b ff1 fs2 fc0 sc0 ls0 ws0">based in the People&apos;s Republic of China, to <span class="_ _0"></span>secure the repayment of receivables due to the <span class="_ _0"></span>bank under the conclusion by </div><div class="t m0 x6 h9 y520 ff1 fs2 fc0 sc0 ls0 ws0">YATO TOOLS (Shanghai) <span class="_ _1"></span>Co., Ltd<span class="_ _1"></span> of a short-term working <span class="_ _1"></span>capital loan<span class="_ _1"></span> agreement in the amount of CNY 6<span class="_ _1"></span>0,000 thousand. </div><div class="t m0 x6 h9 y42a ff1 fs2 fc0 sc0 ls0 ws0">The agreement assumes TOYA S.A.&apos;s surety for the liabilities of the subsidiary up to the a<span class="_ _5"></span>mou<span class="_ _1"></span>nt of CNY<span class="_ _0"></span> 72,000 thousand. </div><div class="t m0 x6 h9 y42b ff1 fs2 fc0 sc0 ls0 ws0">The surety was granted<span class="_ _1"></span> until <span class="ls2">31 </span>Augu<span class="_ _1"></span>st 2025. The surety w<span class="_ _1"></span>as valued at fair v<span class="_ _1"></span>alue.  </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x80 y2 wd0 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">59<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 ha y94 ff2 fs0 fc3 sc0 lsb ws0">32.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Tra<span class="_ _0"></span>nsactions wit<span class="_ _0"></span>h related entities </span></span></div><div class="t m0 x6 h9 y185 ff1 fs2 fc0 sc0 ls0 ws0">In 2024 and 2023, th<span class="_ _1"></span>e Group effected transactions<span class="_ _1"></span> with the following related parties<span class="_ _1"></span>:<span class="_ _1"></span> </div><div class="t m0 x9a h8 y81c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h8 y1ed ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h9 y81d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Toyota Katowice Sp. z <span class="_ _1"></span>o.o. <span class="ff5">–</span> en<span class="_ _1"></span>tity related through key <span class="_ _1"></span>management personnel,<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y3d ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Unicase Sp. z o.o. <span class="_ _1"></span><span class="ff5">–</span> entity related thro<span class="_ _1"></span>ugh key management person<span class="_ _1"></span>nel, </span></span></div><div class="t m0 x9a h9 y763 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _1"></span><span class="ff5">–</span> President of the Managem<span class="_ _1"></span>ent Board <span class="ff5">–</span> k<span class="_ _1"></span>ey management person<span class="_ _1"></span>nel, </span></span></div><div class="t m0 x9a h9 y3e1 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Maciej Lubnauer <span class="_ _1"></span><span class="ff5">–</span> Vice-President of the Managem<span class="_ _1"></span>ent Board <span class="_ _1"></span><span class="ff5">–</span> key management perso<span class="_ _1"></span>nnel, </span></span></div><div class="t m0 x9a h9 y81e ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Robert Borys <span class="ff5">–</span> <span class="ls10">Vice<span class="_ _1"></span></span>-President of the Managem<span class="_ _1"></span>ent Board <span class="_ _1"></span><span class="ff5">–</span> key management personnel<span class="_ _1"></span>, </span></span></div><div class="t m0 x9a h9 y81f ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Jan Jakub Szmidt <span class="_ _1"></span><span class="ff5">–</span> <span class="ls10">Vice</span>-President o<span class="_ _1"></span>f the Management Board <span class="_ _1"></span><span class="ff5">–</span> key management pers<span class="_ _1"></span>onnel (from 26.06.<span class="_ _1"></span>2024), </span></span></div><div class="t m0 x9a h9 y820 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Piotr Mondalski <span class="_ _1"></span><span class="ff5">–</span> President of the Supervis<span class="_ _1"></span>ory Board <span class="_ _1"></span><span class="ff5">–</span> key management personnel, </span></span></div><div class="t m0 x9a h9 y821 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Jan Szmidt <span class="ff5">–</span> <span class="ls10">Vice<span class="_ _1"></span></span>-President of the Supervis<span class="_ _1"></span>ory Board <span class="_ _1"></span><span class="ff5">–</span> key management personnel,<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y268 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff5">Grzegorz Maciąg –<span class="ff1"> M<span class="_ _1"></span>ember of the Supervisory Bo<span class="_ _1"></span>ard </span>–<span class="ff1"> key man<span class="_ _1"></span>agement personnel,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x9a h9 y6a8 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff5">Dariusz Górka <span class="_ _1"></span>–<span class="ff1"> Member of the Supervisory Board<span class="_ _1"></span> </span>–<span class="ff1"> key management pers<span class="_ _1"></span>onnel, </span></span></span></div><div class="t m0 x9a h9 y33c ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff5">Michał Kobus<span class="_ _1"></span> –<span class="ff1"> Member of the Supervisory<span class="_ _1"></span> Board </span>–<span class="ff1"> key man<span class="_ _1"></span>agement personnel (till 2<span class="_ _1"></span>6.06.2024), </span></span></span></div><div class="t m0 x9a h9 y822 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff5">Wojciech Bartłomiej Pap<span class="_ _1"></span>ierak –<span class="ff1"> key man<span class="_ _1"></span>agement personnel<span class="_ _1"></span>, </span></span></span></div><div class="t m0 x9a h9 y823 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Beata Szmidt <span class="ff5">–</span> Memb<span class="_ _1"></span>er of the Supervisory<span class="_ _1"></span> Board <span class="ff5">–</span> key<span class="_ _1"></span> management personnel,<span class="_ _1"></span> </span></span></div><div class="t m0 x9a h9 y824 ff8 fs2 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1">Zenon Beker <span class="ff5">–</span> Me<span class="_ _1"></span>mber of the Supervisory Bo<span class="_ _1"></span>ard <span class="ff5">–</span> key man<span class="_ _1"></span>agement personnel<span class="_ _1"></span> (from 26.06.2024),<span class="_ _1"></span> </span></span></div><div class="t m0 x82 h8 y825 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h8 y662 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9a h8 y3ed ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y826 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _1"></span>the <span class="_ _1"></span>years <span class="_ _1"></span>ended <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2024 <span class="_ _1"></span>and <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2023, <span class="_ _c"></span>no<span class="_ _1"></span> <span class="_ _1"></span>indications <span class="_ _1"></span>of <span class="_ _1"></span>impairment <span class="_ _1"></span>were <span class="_ _1"></span>found <span class="_ _1"></span>and <span class="_ _1"></span>therefore </div><div class="t m0 x6 h9 y827 ff1 fs2 fc0 sc0 ls0 ws0">receivables from relat<span class="_ _1"></span>ed parties were not written off.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y828 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y532 ff1 fs2 fc0 sc0 ls0 ws0">Balances due to <span class="_ _1"></span>transactions with related entities<span class="_ _1"></span> are not insured.<span class="_ _1"></span> </div><div class="t m0 x6 hd y829 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y82a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y6cc ff2 fs2 fc0 sc0 ls0 ws0">Information <span class="_ _e"></span>on <span class="_ _19"></span>remuneration <span class="_ _e"></span>and <span class="_ _c"></span>b<span class="_ _1"></span>enefits <span class="_ _19"></span>of <span class="_ _19"></span>key <span class="_ _e"></span>management <span class="_ _e"></span>personnel <span class="_ _19"></span>and <span class="_ _19"></span>o<span class="_ _1"></span>n <span class="_ _c"></span>tr<span class="_ _1"></span>ansactions <span class="_ _19"></span>executed <span class="_ _e"></span>with <span class="_ _19"></span>such </div><div class="t m0 x6 hd y82b ff2 fs2 fc0 sc0 ls0 ws0">personnel </div><div class="t m0 x6 h5 yad ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y82c ff1 fs2 fc0 sc0 ls0 ws0">The Management Board a<span class="_ _1"></span>nd the Supervisory Bo<span class="_ _1"></span>ard comprise the key manage<span class="_ _1"></span>ment personnel of the Compan<span class="_ _1"></span>y.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y82d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y82e ff1 fs2 fc0 sc0 ls0 ws0">The remuneration and<span class="_ _1"></span> benefits paid or <span class="_ _1"></span>payable to the Company&apos;s key man<span class="_ _1"></span>agement personnel are as follo<span class="_ _1"></span>ws:<span class="_ _1"></span> </div><div class="t m0 x6 h9 y48d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y82f wd1 h10"><div class="t m0 x15 h9 y60 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y82f wd2 h10"><div class="t m0 x7f hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2024<span class="ls0"> </span></div></div><div class="c x152 y82f wd3 h10"><div class="t m0 x7f hf y5e ff2 fs3 fc0 sc0 ls5 ws0">2023<span class="ls0"> </span></div></div><div class="c x6 y5fb wd1 h4f"><div class="t m0 x15 h7 y4c5 ff1 fs3 fc0 sc0 ls0 ws0">Remunerati<span class="_ _0"></span>ons and be<span class="_ _0"></span>nefits under employment<span class="_ _0"></span> contrac<span class="_ _0"></span>ts and appoint<span class="_ _0"></span>ment contracts - Management Bo<span class="_ _0"></span>ard </div></div><div class="c x130 y5fb wd2 h4f"><div class="t m0 x10 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">        <span class="ls0">3 602 </span></div></div><div class="c x152 y5fb wd3 h4f"><div class="t m0 x106 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">      <span class="ls0">3 308 </span></div></div><div class="c x6 y830 wd1 h81"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Social ins<span class="_ _0"></span>urance (ZUS) co<span class="_ _0"></span>sts borne by the Company - Manage<span class="_ _0"></span>ment Boar<span class="_ _0"></span>d </div></div><div class="c x130 y830 wd2 h81"><div class="t m0 xa2 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">           <span class="ls5">21<span class="ls0"> </span></span></div></div><div class="c x152 y830 wd3 h81"><div class="t m0 x1a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls5">11<span class="ls0"> </span></span></div></div><div class="c x6 y125 wd1 h81"><div class="t m0 x15 h7 y18e ff1 fs3 fc0 sc0 ls0 ws0">Remunerati<span class="_ _0"></span>ons for positi<span class="_ _0"></span>ons held - Superviso<span class="_ _0"></span>ry Board </div></div><div class="c x130 y125 wd2 h81"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls5">985<span class="ls0"> </span></span></div></div><div class="c x152 y125 wd3 h81"><div class="t m0 x30 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">       <span class="ls5">750<span class="ls0"> </span></span></div></div><div class="c x6 y492 wd1 h9b"><div class="t m0 x15 h7 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Social ins<span class="_ _0"></span>urance (ZUS) co<span class="_ _0"></span>sts borne by the Company - Superv<span class="_ _0"></span>isory B<span class="_ _0"></span>oard </div></div><div class="c x130 y492 wd2 h9b"><div class="t m0 x18 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">            <span class="ls5">176<span class="ls0"> </span></span></div></div><div class="c x152 y492 wd3 h9b"><div class="t m0 x21 h7 y62 ff1 fs3 fc0 sc0 ls6 ws0">         <span class="ls5">122<span class="ls0"> </span></span></div></div><div class="c x6 y831 wd1 h51"><div class="t m0 x15 h7 y8b ff1 fs3 fc0 sc0 ls0 ws0">Employee Capit<span class="_ _0"></span>al Plans (PPK) fi<span class="_ _0"></span>nanced by t<span class="_ _0"></span>he Company </div></div><div class="c x130 y831 wd2 h51"><div class="t m0 x15 h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                        <span class="ls0">8<span class="_ _1"></span> </span></div></div><div class="c x152 y831 wd3 h51"><div class="t m0 x7a h7 y66 ff1 fs3 fc0 sc0 ls6 ws0">                <span class="ls0">6 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y832 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y833 ff1 fs2 fc0 sc0 ls0 ws0">In 2024 and 2023, no<span class="_ _1"></span> dividend was paid<span class="_ _1"></span> to key management perso<span class="_ _1"></span>nnel.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y574 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y1b3 ff1 fs2 fc0 sc0 ls0 ws0">In <span class="_ _24"> </span>addition <span class="_ _24"> </span>to <span class="_ _1c"> </span>the <span class="_ _24"> </span>transactions  listed <span class="_ _1c"> </span>above, <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _1c"> </span>Parent <span class="_ _1c"> </span>Compan<span class="_ _1"></span>y <span class="_ _1c"> </span>entered  into <span class="_ _1c"> </span>transactions  with <span class="_ _1c"> </span>key <span class="_ _24"> </span>management </div><div class="t m0 x6 h9 y834 ff1 fs2 fc0 sc0 ls0 ws0">personnel as in<span class="_ _1"></span>dicated in the table below.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y395 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y836 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y837 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y760 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y838 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y596 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y83a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y83b ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x125 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 x126 h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">60<span class="ff3 fs5 ls0"> </span></div></div><div class="c x127 y106 w24 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd ya ff2 fs2 fc0 sc0 ls0 ws0">Summary of tr<span class="_ _1"></span>ansactions and balances with related<span class="_ _1"></span> entities<span class="_ _1"></span> </div><div class="t m0 x6 hd y1bc ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y83c wd4 h9c"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x153 y83c wa5 h9c"><div class="t m0 x2e hf y614 ff2 fs3 fc0 sc0 ls0 ws0">Trade and other </div><div class="t m0 x63 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">receivables </div></div><div class="c x154 y83c w43 h9c"><div class="t m0 xae hf y614 ff2 fs3 fc0 sc0 ls0 ws0">Trade and other </div><div class="t m0 x5b hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">payables </div></div><div class="c x155 y83c wd5 h9c"><div class="t m0 x90 hf y83d ff2 fs3 fc0 sc0 ls0 ws0">Revenue from sale<span class="_ _5"></span>s<span class="_ _1"></span> of good<span class="_ _0"></span>s </div><div class="t m0 xa2 hf y616 ff2 fs3 fc0 sc0 ls0 ws0">and services and oth<span class="_ _5"></span>er<span class="_ _1"></span> </div><div class="t m0 x9a hf yb8 ff2 fs3 fc0 sc0 ls0 ws0">revenues </div></div><div class="c xad y83c wd6 h9c"><div class="t m0 xc1 hf y614 ff2 fs3 fc0 sc0 ls0 ws0">Purchase of good<span class="_ _0"></span>s and </div><div class="t m0 x34 hf yf3 ff2 fs3 fc0 sc0 ls0 ws0">services </div></div><div class="c x6 y99 wd4 h66"><div class="t m0 xb9 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y99 wa5 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y99 w43 h66"><div class="t m0 x15 h3a y66 ff2 fs3 fc0 sc0 ls0 ws0">31.12.2024<span class="ff1 fs7"> </span></div></div><div class="c x155 y99 wd5 h66"><div class="t m0 x90 h3a y66 ff2 fs3 fc0 sc0 ls0 ws0">1.01.2024 - 31.12<span class="_ _0"></span>.2024<span class="ff1 fs7"> </span></div></div><div class="c xad y99 wd6 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y83e wd4 h66"><div class="t m0 x2c hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x153 y83e wa5 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x154 y83e wab h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x155 y83e wd5 h66"><div class="t m0 x90 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y83e wd6 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y4e7 wd4 h34"><div class="t m0 x15 h7 y188 ff1 fs3 fc0 sc0 ls0 ws0">Entities <span class="_ _0"></span>related through k<span class="_ _0"></span>ey </div><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">management pe<span class="_ _0"></span>rsonnel </div></div><div class="c x153 y4e7 wa5 h34"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x154 y4e7 wab h34"><div class="t m0 x42 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x155 y4e7 wd5 h34"><div class="t m0 x6b h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">87 </div></div><div class="c xad y4e7 wd6 h34"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">24<span class="ls0"> </span></div></div><div class="c x6 y83f wd4 h9d"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">Key management </div></div><div class="c x153 y83f wa5 h9d"><div class="t m0 x3d h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x154 y83f wab h9d"><div class="t m0 x42 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x155 y83f wd5 h9d"><div class="t m0 x54 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">142<span class="ls0"> </span></div></div><div class="c xad y83f wd6 h9d"><div class="t m0 xd9 h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x6 y840 wd4 h71"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x153 y840 wa5 h71"><div class="t m0 x8e hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> 2  </div></div><div class="c x154 y840 w43 h71"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x155 y840 wd5 h71"><div class="t m0 xa4 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">229<span class="ls0">  </span></div></div><div class="c xad y840 wd6 h71"><div class="t m0 xd9 hf y62 ff2 fs3 fc0 sc0 ls5 ws0">39<span class="ls0"> </span></div></div><div class="c x6 y841 wd4 h40"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x153 y841 wa5 h40"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x154 y841 w43 h40"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x155 y841 wd5 h40"><div class="t m0 x90 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y841 wd6 h40"><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y7a4 wd4 h66"><div class="t m0 xb9 hf y66 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y7a4 wa5 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y7a4 w43 h66"><div class="t m0 x15 h3a y66 ff2 fs3 fc0 sc0 ls0 ws0">31.12.2023<span class="ff1 fs7"> </span></div></div><div class="c x155 y7a4 wd5 h66"><div class="t m0 x90 h3a y66 ff2 fs3 fc0 sc0 ls0 ws0">1.01.2023 - 31.12<span class="_ _0"></span>.2023<span class="ff1 fs7"> </span></div></div><div class="c xad y7a4 wd6 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y5c6 wd4 h66"><div class="t m0 x2c hf y66 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x153 y5c6 wa5 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x154 y5c6 w43 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x155 y5c6 wd5 h66"><div class="t m0 x90 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y5c6 wd6 h66"><div class="t m0 x15 h3a yf0 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x6 y842 wd4 h69"><div class="t m0 x15 h7 y843 ff1 fs3 fc0 sc0 ls0 ws0">Entities <span class="_ _0"></span>related through k<span class="_ _0"></span>ey </div><div class="t m0 x15 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">management pe<span class="_ _0"></span>rsonnel </div></div><div class="c x153 y842 wa5 h69"><div class="t m0 xc9 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x154 y842 wab h69"><div class="t m0 x42 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x155 y842 wd5 h69"><div class="t m0 x6b h7 y62 ff1 fs3 fc0 sc0 ls5 ws0">99<span class="ls0"> </span></div></div><div class="c xad y842 wd6 h69"><div class="t m0 xa3 h7 y62 ff1 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x6 y844 wd4 h11"><div class="t m0 x15 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x153 y844 wa5 h11"><div class="t m0 x8e hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls5">8 </span> </div></div><div class="c x154 y844 w43 h11"><div class="t m0 x42 hf y62 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x155 y844 wd5 h11"><div class="t m0 x6b hf y62 ff2 fs3 fc0 sc0 ls5 ws0">99 <span class="ls0"> </span></div></div><div class="c xad y844 wd6 h11"><div class="t m0 x31 hf y62 ff2 fs3 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x9a h9 y845 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y169 ff5 fs2 fc0 sc0 ls0 ws0">Related party trans<span class="_ _1"></span>actions are entered into on arm’s<span class="_ _1"></span> length terms in the cours<span class="_ _1"></span>e of the Group’s <span class="_ _c"></span><span class="ff1">day-<span class="ls2f">to</span>-day operations<span class="_ _1"></span>. </span></div><div class="t m0 x6 ha ya8 ff2 fs0 fc3 sc0 lsb ws0">33.<span class="ff7 ls0"> <span class="_ _2d"> </span><span class="ff2">Mate<span class="_ _0"></span>rial events s<span class="_ _0"></span>ubsequent t<span class="_ _0"></span>o the end of<span class="_ _0"></span> reporting period </span></span></div><div class="t m0 x6 h19 y829 ff2 fs5 fc3 sc0 ls0 ws0">33.1.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Conclusion of the Credit Agreement by the subsidiary YATO TOOLS (JIAXI<span class="_ _0"></span>NG) Co., Ltd.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y846 ff1 fs2 fc0 sc0 ls0 ws0">On <span class="_ _5"></span><span class="ls2">29 <span class="ls0">January <span class="_ _5"></span>2025, <span class="_ _5"></span>TOYA S.A. <span class="_ _5"></span>received <span class="_ _5"></span>information<span class="_ _1"></span> <span class="_ _5"></span>that <span class="_ _5"></span>YA<span class="_ _1"></span>TO <span class="_ _5"></span>TOOLS (JIAXING) <span class="_ _5"></span>Co., <span class="_ _5"></span>Ltd. had <span class="_ _5"></span>applied <span class="_ _5"></span>for a <span class="_ _5"></span>working <span class="_ _5"></span>capital </span></span></div><div class="t m0 x6 h9 y847 ff1 fs2 fc0 sc0 ls0 ws0">loan <span class="_ _e"></span>in <span class="_ _19"></span>an<span class="_ _1"></span> <span class="_ _19"></span>amou<span class="_ _1"></span>nt <span class="_ _19"></span>n<span class="_ _1"></span>ot <span class="_ _19"></span>exceedin<span class="_ _1"></span>g <span class="_ _19"></span>CNY <span class="_ _e"></span>100,000 <span class="_ _e"></span>thousand, <span class="_ _e"></span>and <span class="_ _e"></span>on <span class="_ _1c"> </span><span class="ls2">28 <span class="_ _e"></span></span>February <span class="_ _e"></span>2025, <span class="_ _e"></span>received <span class="_ _19"></span>infor<span class="_ _1"></span>mation <span class="_ _e"></span>about <span class="_ _e"></span>the </div><div class="t m0 x6 h9 y848 ff1 fs2 fc0 sc0 ls0 ws0">conclusion <span class="_ _1"></span>of <span class="_ _1"></span>a <span class="_ _c"></span>Credit <span class="_ _1"></span>Agreement <span class="_ _1"></span>with <span class="_ _1"></span>Bank <span class="_ _1"></span>of <span class="_ _1"></span>Ningbo <span class="_ _1"></span>Co., <span class="_ _1"></span>Lt<span class="_ _1"></span>d., J<span class="_ _1"></span>iaxing <span class="_ _1"></span>Branch <span class="_ _1"></span>with <span class="_ _1"></span>its <span class="_ _1"></span>registered <span class="_ _1"></span>office <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>People&apos;s </div><div class="t m0 x6 h9 y849 ff1 fs2 fc0 sc0 ls0 ws0">Republic of China.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y84b ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>s<span class="_ _1"></span>ubsidiary <span class="_ _c"></span>launched <span class="_ _1"></span>a <span class="_ _c"></span>loan <span class="_ _c"></span>with <span class="_ _c"></span>its <span class="_ _1"></span>use <span class="_ _c"></span>for <span class="_ _c"></span>import <span class="_ _c"></span>and <span class="_ _1"></span>export <span class="_ _c"></span>activities <span class="_ _c"></span>up <span class="_ _c"></span>to <span class="_ _1"></span>CNY <span class="_ _c"></span>80,000 <span class="_ _1"></span>th<span class="_ _1"></span>ousand <span class="_ _c"></span>for <span class="_ _1"></span>a <span class="_ _c"></span>period <span class="_ _c"></span>of </div><div class="t m0 x6 h9 y84c ff1 fs2 fc0 sc0 ls0 ws0">one year <span class="_ _5"></span>with the possibility <span class="_ _5"></span>of extension. <span class="_ _0"></span>The re<span class="_ _0"></span>maining terms <span class="_ _0"></span>of the <span class="_ _5"></span>Agreement do not<span class="_ _0"></span> d<span class="_ _0"></span>iffer f<span class="_ _0"></span>rom the terms commonly </div><div class="t m0 x6 h9 y5fa ff1 fs2 fc0 sc0 ls0 ws0">used for this<span class="_ _1"></span> type of agreement. </div><div class="t m0 x6 h19 y3fd ff2 fs5 fc3 sc0 ls0 ws0">33.2.<span class="ff7"> <span class="_ _33"></span><span class="ff2">Annex to the overdraft agreeme<span class="_ _0"></span>nt<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h9 y3ff ff1 fs2 fc0 sc0 ls0 ws0">On 19 <span class="_ _1"></span>March 2025, <span class="_ _1"></span>TOYA <span class="_ _1"></span>S.A. conclud<span class="_ _1"></span>ed an <span class="_ _1"></span>Annex No. <span class="_ _1"></span>7 to <span class="_ _1"></span>the Current <span class="_ _1"></span>Account <span class="_ _1"></span>Credit Agreement <span class="_ _1"></span>No. 0<span class="_ _1"></span>9/030/19/Z/VV<span class="_ _1"></span> </div><div class="t m0 x6 h9 y400 ff1 fs2 fc0 sc0 ls0 ws0">with mBank <span class="_ _5"></span>S.A. based in <span class="_ _5"></span>Wars<span class="_ _1"></span>aw. <span class="_ _0"></span>Pursuant to <span class="_ _5"></span>the annex, th<span class="_ _0"></span>e <span class="_ _0"></span>final repayment <span class="_ _5"></span>d<span class="_ _1"></span>ate <span class="_ _0"></span>of <span class="_ _0"></span>the l<span class="_ _0"></span>oan was <span class="_ _5"></span>set at 26 <span class="_ _5"></span>March 2026. </div><div class="t m0 x6 h9 y128 ff1 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>remaining <span class="_ _1"></span>terms <span class="_ _1"></span>and <span class="_ _1"></span>c<span class="_ _1"></span>onditions <span class="_ _1"></span>o<span class="_ _1"></span>f th<span class="_ _1"></span>e <span class="_ _1"></span>Agreement <span class="_ _1"></span>do <span class="_ _1"></span>not <span class="_ _1"></span>differ <span class="_ _1"></span>from <span class="_ _1"></span>the <span class="_ _1"></span>terms <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>conditions <span class="_ _1"></span>commonly <span class="_ _1"></span>u<span class="_ _1"></span>sed <span class="_ _1"></span>for </div><div class="t m0 x6 h9 y34d ff1 fs2 fc0 sc0 ls0 ws0">this type of agreements.<span class="_ _1"></span> </div><div class="t m0 x6 h9 y84d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y84f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y850 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y5b3 ff1 fs2 fc0 sc0 ls0 ws0">. </div><div class="t m0 x6 h9 y851 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y353 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y7e0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y70f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y852 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y92 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x2 y2 wd7 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 xdd h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> TOYA S.A. CAPITAL GROUP<span class="ff1"> </span></div><div class="t m0 xde h5 y4 ff1 fs1 fc0 sc0 ls0 ws0">Consolidated financial statements for the financial year ended 31 December 2023 </div><div class="t m0 x5 h5 y5 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 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y7 ff1 fs3 fc0 sc0 ls0 ws0">Explanatory<span class="_ _0"></span> notes constit<span class="_ _0"></span>ute an integral par<span class="_ _0"></span>t of these co<span class="_ _0"></span>nsolidated financial statement<span class="_ _0"></span>s </div><div class="t m0 x8 h8 y8 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h9 y9 ff1 fs2 fc0 sc0 ls2 ws0">61<span class="ff3 fs5 ls0"> </span></div></div><div class="c xe0 y106 w30 h29"><div class="t m0 x0 h2a y107 ff4 fs2 fc5 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y15b ff1 fs2 fc0 sc0 ls0 ws0">Management Board o<span class="_ _1"></span>f Toya S.A<span class="ls3">.:<span class="_ _1"></span></span> </div><div class="t m0 x6 h9 y854 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y855 wd8 h75"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Date </div></div><div class="c x11c y855 wd9 h75"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Name and <span class="_ _1"></span>surname </div></div><div class="c x62 y855 wda h75"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Position </div></div><div class="c x156 y855 wdb h75"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Signature </div></div><div class="c x6 y856 wd8 h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y856 wd9 h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">Grzegorz Pinkosz<span class="_ _1"></span> </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y856 wda h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">President of the </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x156 y856 wdb h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y859 wd8 h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y859 wd9 h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">Maciej Lubnauer<span class="_ _1"></span> </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y859 wda h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls10 ws0">Vice<span class="ls0">-President of the </span></div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x156 y859 wdb h9e"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y19b wd8 h9f"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y19b wd9 h9f"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls0 ws0">Jan Jakub Szmidt<span class="_ _1"></span> </div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y19b wda h9f"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls10 ws0">Vice<span class="ls0">-President of the </span></div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x156 y19b wdb h9f"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y85d wd8 ha0"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y85d wd9 ha0"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls0 ws0">Robert Borys </div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y85d wda ha0"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y85b ff1 fs2 fc0 sc0 ls10 ws0">Vice<span class="ls0">-President of the </span></div><div class="t m0 x4d h9 y85c ff1 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x156 y85d wdb ha0"><div class="t m0 x4d h9 y85a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h9 y46 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h9 y85e ff1 fs2 fc0 sc0 ls0 ws0">Person respons<span class="_ _1"></span>ible for bookkeeping:<span class="_ _1"></span> </div><div class="t m0 x6 hb y85f ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y24a wd8 h29"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Date </div></div><div class="c x11c y24a wd9 h29"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Name and su<span class="_ _1"></span>rname </div></div><div class="c x62 y24a wda h29"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Position </div></div><div class="c x156 y24a wdb h29"><div class="t m0 x4d hd y107 ff2 fs2 fc0 sc0 ls0 ws0">Signature </div></div><div class="c x6 y860 wd8 h9f"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y860 wd9 h9f"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">Iwona Banik </div><div class="t m0 x4d h9 y716 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y107 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y860 wda h9f"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h9 y858 ff1 fs2 fc0 sc0 ls0 ws0">Chief Accountant<span class="_ _1"></span> </div></div><div class="c x156 y860 wdb h9f"><div class="t m0 x4d h9 y857 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hb y861 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hb y3cb ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y862 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y147 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y863 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y864 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y865 ff3 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hb y36c ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y866 ff3 fs5 fc0 sc0 ls0 ws0"> <span class="_ _37"> </span> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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