<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.8.0--><head><title>toya_SF-2025-12-31-1-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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zJ0BKlSSV6UKYSjtA9CCT7vybfoH1AAyLgb49Domv1uudA7MK3TyrQ/WJQ+zzxGNKRc3kGvwdQQQLnaXSKAZYL/z7DwkFL8cK/z7IKOGApwlV5uWLcZ0Rn0RM65SvC1dN5eg0wtpvnIpF29D8a9bnJzRMRNPKJiCWvRreQOqGUgYQWEvjy+Hof5Lroougfuup6WJGpMs/oujjlccuRRtrR+zaKfCN94MRH7/rGzlDmwIk77vrmzmDpT4zOEW10Nw/G1PpEf12gJWbXiIn7nnzn2c0bv/anzzzxLv/6lU337y5E1Lnrvnrg3hP7Iqb0wI6P8Hx6FADyWdoA4mBGoGBeJg1BaRBKAhCqYbJ44dt5KaJfPglJECoSD8/YjayqeOHnJ9BJlUZdhLfkpZ6xkEIJWVpZhJHpvGgVPzk0q3T7PBLJyNkzmXkkNpMTETAB0UwteWMoCEPoNjV3wje4gssh7ZucEC4zMbHex2timWDNUCWWwzjk7ZVPkCmdCj+Tz2Klm2+QyFkRjY5+9wODTSUiJHIO6mmFMeDwJ4yS16UKlt5hRTqH9MxqCxhZsv8gS6vCfqNDL5fMUjQJSTEnffd11ijo4TpEuxeQ/LVBZZl2cioKqQiUNkFpDrL5YlkW81BfJP7zZMaHHiD3PPGfgL3wtiCWLJIbNlyEe06qGnNOZ24pGdqTl2X0ovi4MseLUK4I11fJEkm3q3M5JEWqXAIfwAQvomdzuURCyUsqQNIFMdE1Fw0ODUpB/gVvjBmzeaJ8s4sZ044UvL4uTmBJLku3iGcOb6d4S/kCMjzMvFHv1EpFSpP2l11jcZUu1BZu3rgiLpPKJDQpYkxd227ITz2+I2UcuPe6x2GJUXGifbaQmZUYoh5XwufR/bbn4OSI19UcNdl9Ds6acBscBpXR5zFmNt5SaD9y/9cOPMmZQjzvViPbcRLxbh1sF3h3StILmR7IbqgwbQNMFYnv5WVD4/6hvH9oyJ8n5ZbniV8jk/Lvs/gDckQpgYlyREr5itNwDWgGUrj5pKoZPfQNZYo2VCjagHW/bzxahFRe5XTSfeN6bBj0PHH1Rbim1jCoc4m5nJKnL89KZZm15yJzagM6k1CpcwsMtuRl5fGjcSvI//GxLHC7YrNEvD/gzRSBmR2BVbUsn1mK/WKdnSRP9t9ZvLrz0PomtVRMKpVMamBnR3ZVs82zYk/vfpmao2lWxR1o2tDq1Ee643Wb+jKchJNQhEiqbdt8c2HzJ7Zn7E1rc91XrQzCm7d+cme9xmpXai0hW9JncVjMia5QrJCxivUBh82nlVjSvRFXc8Tk8DnFWr/d5NIrNX6vKTp+00DzzpFGOSmpH5ni/Yv3wjvkW7QWhJF1/F1Zw7XiOBRHoMgKxUqIzI1IBlneSLJYEJKI9nGXskjsmg1QFIg9T0iB/sLv8zL0R70lHuCpG0DUnaXQPCNFODWbd40xqxGhEaURmTPzkTNpZDKRAicyc+k0spqI57x/wExuCChgIA4DEei3woASBuTQL4NLDIkfyRXfUOBm+S7lf4ivogjUlR1SK6woc8VbY8uqhx7oIt/SqQ9y9qTfm7KxJZVcr0DQSsbAh2ljpDORKUS0B5WG0h6i9DW4Fh7K1L/NKBiEMxTM22JTIuBM+N0a4m+lMilFs0r2/B9TxJ3zXxcwxBako8/SctAG/p+yjtINkK6/yLBmiwR3IpgOpuW254kzSDd/KXBC0MmmIvTNuN10rdjvmI6OSotw2ymNkaeOsUbY5yPn5pBLxvLOaxtWNizyNXqmCTfAcBaWR8Jb0Q9xl4ut5oIqCe4/U9UcHnCpkIa5eMURIfjZBgXX1nfX6etarlqTVUlogpJyEibUtaWrabLTa8/v7GuaDNtMDjcxJVWytE5bqvOs8O/5/LVN8At7vnigRWEwKNQmv9kaMDIGq8FYP9KYXFln5mwBIh30cOaIvaWh9B8UkZq8H8caqxA/fkB71SLyR7x+dKL3LyEbmgSd4I0K/uq+8O1TmAHd0Ibs5ydmgFwOiogrCyCsuUjcdMqX58mSL8LgjNMpriVdOC8Nj1ephhCAuGyIyjTDQOwMVoscMkVpHoydQLdTkEgsfptnkBVbuHZeii+uXGT5LncH4RYRgTGYIwiAxalajmSFyKh8iqLLpk3AaA3kS8rY8C0zRyKre1J6hkSCzUXbR1KrDhXcRPyOVbse2hBquu6r+zd8bGuHT1F615gsJBPdMb0m1Jlo2kW8PPyVzz18dZ5Ta3VBryuoF8vV8padx/ptkYadD2/a+vnDneGha+/+bHrfQ2u8rpaxVP1ovdmDefEMwunPk99EWDgALMeBtkgUTzF2j2mAVhQQaG9HOCyDibUYYaoWvYfPy10NoVCDi+OEV/ni96Q+3OhVKLyN4UiTV6n0Ns0Xwjl8IhcON+PXZjwew4V3qFeQ7XQDP3izIhveMgs82HPaeDjMyTxGGdBDud7PMh43AygPVHn8Pswke54FHFSTHBeweT0eOyPTA4/bKFbbxtSrad6GtSNf2KjKIF+I1TVjnktDU2LzhPFsOnPLx86cgcYzCDbyh8kUiEQsF4/hBD74EPdKpiKR9T47LIfKpKscpjZUjKRB7CFd1HFOpG9MZXJ2jlpbMo9RMlt9JF6nFXHwQZHS05Zp7gmoRC/DU/Dabd6wjialShmk5uUalhIZwh7qqErHkiSr17w6/xOkdyS4HwCqAdlFO4p7GsFTFeo6iEdOmFmdjkUh4Wemo/4M0rNp1oysPzmTSom9FQXwInOVlypH63gFqCvCEFKAVRepWA6pWDoxx0M7ZKMsxz/YVZIpQYFcFxkv5PXtJOQhggrrk2bhkGrwd03sv3Wo9GVXLOaCKw4jI2WMd0WyEyuCpb8xJvta73okh7Sly960ofCZF7Mrsw5454r9a9qCmkCU2h0NBEePrkqMd9cpmfTwXviLQFtIX3rWkmif/3OsN2kuPWSIdQm+ZfjCf1As7QE5cI9Av2kriLxIfBfIgRFuBS7gL8/TX4RbpjXjVBFuOFWf5CebRHZ9Oi9dsOX4CUeHSMgsL3zA7yNaIdAsEnRRzRt3UcX71oSAvJJSLILD+vaN13ff+cYnR9Z99md3NexY3W1hRCTFyKWKeN9Uz+CNq6OJtUcGe3b2JWQMQktnTB6T2uB16cc+/4fPfRGCb2xQ2/wWtdVvtYfNnCfiab/+r3df96Wr6l1Bp8QYwTqM5ewlJGdq4ADXClR6CWiIJxEBzcTDQAqM5TkiIxrPS+WjFmMl6kWubkEWMGmwFD13pV8Q5Ia4SG7oGil5aeIbf/5a6fu8jAz8ze++uKb028jkYzfedc++R7eniCem559ZKYjD6NNvf37TZw91nH+o8cCXeb6jOZH3oTlFwTeEGWHRJh7OK6Qap8aJ5mQ2ytCQzM/DEGbhSRkc9PtFporUm/iBy0arwCq+EBAJUh/B802oBaCMLITl5F/gioJwEJcoEoIBiw7R5BiFdP4GTBvimFSOoZZcWkrDj0kF2CUt3QR/iI934RBXIBNjCtgRBmBLZ1gc+uJU1CN8kIvohez4rciOJ8DZip1JXPjljAIO+orCq7f8ypZfmfIr9vqz6NXDFYlHpg1eFr0gI2sIj3n5qXpPw+0gDzjkCrT4vYJzcASHDPBFJpe3tRFMC5g4N5dWCkYX/7MgJ/4BL1Uhp5C9W0jkLWTvqofUrTJ72h/I2GQlK2dPB/wZu0xmz/gDaTsH35LZMgF/2i7zouhVJEJPBDv/x8ox9WrlqOSDP60cCzSFjyGa6kCoQlNAPHoizyjHhLHChBnry0zl/UXjrYwMPiarjMeRxuNZGMXCnXmZJy/8hrCg+wXB2pr7zdrknjEEUXfWQNSpiyAq5IGvZfo9PlbR1sXAtTpSwuIavm2zvTnl5SQiAgcHUqM9aLGELHKZrc7vTztkcPe6+7fXSeVKmdzgNrsTFlYmlyl8bSnypkq4INhtLI9taC4ZsLVikZLEo8jeMsQjiKBu4tWZaFQnLRKv5eV5oAuMuRilZUy5IAQ5LEh86DOnnE/j+eXZpT61QHMYgEuISCUM0orEUmiHVBvraAh15Ezi0k2XyMnNYq0zHQjWOTi1qfQU/KheGmBVrIhBV905/wQKe0Qi9ES9wgpcY+d/TPhlKoZCZxmVN1BKzJ8KWUDVfq1C8zeDvgovdcSjSK+kijEdzx9dEU7UmBCYOMtPcrm/X2xaLkpfr8Jkn/+mK1aeiAw+jplxjT1k4ZDheLwiZO/+H9YUEngjOoBsawv4UTlaZmXJpCGRYOJGo7lI7Jj1pjiOQQengLdh1MSxxtMwhhQ3fuG3s0oPMZDCAN6JjwxK/CwTng2JZCoucgRHHaur2ozBGLYCCIWl04JtUGWU+EmVa01kMqoMmvSJv+hNLtJCTzm/HoCeGuFoaIYY9cEMkg7+UCc6wNqSPm/SyhGleyi1I+l2Jx1qsvRJgrUn0Hkb2xD7m3hn0slBIwXdMkeo0XfcEjDVKLPt3beQMJA4PKas7/5b9fztmQaFJxc+P0/CcJNXIUffWtCRIq0GrZWc7smAgokrFCgoqJu2x9PoZRbYG8dCmBJqhZ8YCAXjbk6JjzhWpCjCW04hn+AeNa2Oo+OqsPCKgUBhLoIwcG7BIidUArmnP/wlyzTmk0cBiFTPY4e6SwmssZOGTBwuCCxVVFp8mv2eTCRoKr1obTIQFMVa4l5P3Mxkg/f760JezXl9JOhXQ5LkrHGvO25iNhmQ+5D72tPERMMtzYUHB+Y3MoIuMtTHEwmZvT5QCkTGx0eCPZ9aQUwySo6mOd6mEmDkwq9pI7/2EFjARlriZfRHO3pmgGnBv29CyjfuMQpRB1Y+es0S2OgKv7BgbWtXCS6CiLRx5LO//tTj//LJlej104/8y+ODpd84B2/bsuWOEZdz4Lat+JX45F+Vjk8Mf+6drz317rObhz73p5M7v3S4o+/I5zfu/cqN7YWjX8T4D8kRifTZCkLgI2W05BWdRoZWBWzEd/JSoKouakRmRCLOU6wGVzAym9eNcuVEUyVuPzdXxkTv63vlKUdqzTCPgahaUEh23/Gt264q+0QuFYSp+Pihw6uipblkz2Bo/w3tqxus5F1Xf/lgS2l7VYfuSyTEhrbJW7d1rwuzpT536+ryvAfRvBtAN3hSmPesMq4KMaeJVxF/s8ST06F2FUY11riyMnQlTgLl84bWyolWFBKdzLtGDRVrUpkOH1ydQ2zHIo+Dqw90kRprFCDj5CXE0RvsZDnWciD/BOv8gTis0GpQYm9Kh9M2jjqkC6by4bEK2RCgHs50WoZuWRt35Te32DKxoOZqBVP6elOnNhO74Vjjqkarm1UwSLtUHHSlBjLmkqZKzcejAYpkG9YeHuzYt6pNIw/m+uIX/B5yR36dmhaVPmFJdWP71H7h1wim+kAfeK7iwzqIx0940940Z8GxK+Di2GZnAQNjJ1VZ9NC3VCjSUoSxPNdhoUPj1WT1uhoN4RclanLm56oZPBSaxf8yV13QQWpRqq6CgBaHbiLyvoE7vrG96+C6ZjNLIfgtz4xc25ccqLcmB7ft3jaYXHH90+vjm0batGIaIySWTfZsykbyEV1ieMfuHUNJeOfOJ3bV6R1ucyruCJtZV9BlCLf5o+2pSLJ19aHRifsn4nKjXSs3eMy2oJmzuiw6X50tIvz9IO8XuAvvkG8juXaD8bI2A1GReHTGqBKpK4RQF+HG2bxtQQPTMHEGL7tZjl/uQ9WIbalVcYwl3uZDjxcwksDQqPQCI4QmDPkQDkaoz9lCJu7duaooaThTyGYPm1jWFMZjv+/Cr6mvI9wTAauFsb8AnMRDaFp6FFVwjH9MOVYNJjfVMK69YmDz7PKfqbWpCxhIuxjHUl/vufvv7jjy8rFezpHmcb+/d3tr27ZuH4enlUJI718Pv3BHd+vR546SVa2YpwYP9Pv8ffu6SbYGlqM5RS68I9agObVUrGtemmA40JJMcshHD+aZFs5glPk8Hs5dJB7Lq/NGLjsWHkt6WHJRWgpN05Qw8rDWlMjl1Dmj8hx/rM4JNiavWPab2JCUsQzpISuoJg6F/LJBk9GUc1mVIygS0z8X6cKdmdyKoJr+B+IMrQ50ZZvQG1HpJ1LClMskslaG/Df4G0rmaIgmcw459Qfi30jGWpeIpvSktMtoU9C0wmYk686/ZrAp+WNqjzekp0lWpznvIv9ZY5TRlMyoPR8kf6Y0yGhaH/FhmimRbTbyazIDFdthIB6blnFOnO0KWwAS6DyT53xjFpF6TMTPU40xv3k+96ZQT2I5teiPmP0LclszdTs0ZNpgtjpt4lMCEnZwpc9qWENbNp51KsQP6UI6QhPUPEAr7HWRXLuBU8P/KOUqvIbfJb7jC+loilXLSy/HdzY27IzDFqWGo2hd2IvnlEGY/stIL0Pg9sqclMT/PunUowfwF4m3p6VuVUX3VEW4Os9YRrlqwmDtQu4k3c4r7MLyr+X4+/lmTSzQCvm1nhol1tv4QhyIjtBocZKBDkZozqCC/12ScyqWX6Ujvh8K0DK9qqQmbBrtblvQxMSjUa3LHbSSVtYYtNpDJibsT1kCvoDl/P9J8liqF/mDG8gfITrkYaCcjZMa6orExlkQCICmIrEir1SRBvhfBmgocnXwfB2s4wsTOBkcqKuLd4SL0Ji3/NINyVvc97uJvHvEvcVNKtwON8FRbjdlwysQcg7N2mZUwkHbO/F+7GLzUvSm9a08N0gBY6JmAYCvyJicwB46EZk4MDdxAK858OsNgjb9/zsYgU846Qxb4cJqRDNctMxK8WZLLPggfSbdkCVv0EbCsZAqe/+a3sNrk603zR5eqwp0JNu3D2SUfExq7dl8bfOex7ZE/7SldU2Dqbe9fn3cIVeKxUp5b3Onr++qwtDBld6GcHtYa3Vb5Wa/weG1eeya0Opjm36i9mZcjfmGOsDz9SPIZgN6P9LVVvBoma+Mq+E0sQVF6hHiTgQgdUxDvYuikxUZTRbhyrzM32/pUQ5Uiw76kZgOVmw1zokZcmUoiZlx8gNeosboB3SXWn/B6FWgtVhlhzxyAnXbHtwYG+pd4UWOye5A0syh+M6XtHHu7u5CcPu9a4Old1XhrowpmWmw12+tT3XHtPA3h188VlD5m0JbeezEKFjaUwk1ShoUEcqHj81cn9s7lpK7G4Klf+7uTY/s5H1E4cLbpJN8A9RXkOi0FQReJA7xeWoHcFTXM7xF6JjW9FPPwwJI4fVoFg6movz8o0XYM52XDpYzNpFqwhqv/PIJ6w91oYsy1xX0IxLAj6g2bY0mQouNTf1r4zufvirbdeMXtgYHu+r1UprUKlX+ukJ62y5zZiBTt7LRL5NyYupZs8eoMLjMyvwts4eOvXJbGwI4eoXRY2pKINF7/OHCNf0+h9/BWMKCvK1EduQ1+mrgBznwSJlarCV3mtiM/pwgrsszGlcPmwtYKHm4Ii1IWfvyUmN/dRmjbzYvH6QHysBGEBUBRAiqL/2Al6jB67U6m0FAvSp0ZBzWxnFZ8jXGGLI7gyZ2xeObdt6/PpjZ9vDkyiMtLC9yVu6dhu0Nqd6ITh3qrjOnMg1Od0W8tvePIYnajsWutRn+W0XW5uu6C6mxqfrGveNphTsbFOjWj+h2AtnfCKiDpEC3GY3GFS0SXdOROqqIKecio5ooYYm+QmFbZ5DBQUApKWJghNpCEc9Qz1Io4LYmcJWJAg7i17wTfSbxlr/f+N9ArpQTKlIuNXJwUGpEH5D+OW8tS1EE19TNlU3dxAFcvLR5AkdIb+IcHU/x/09vzZsFkcdVI7e6i6Wb0AUa/LxRIE+EvPP/ammeyHfu6EsqpJyEJCiJrGnDoc4bZm5sbrvhK3v2P70z+Qdy42SiN2Ei4DvxaG6iw60xaMRql0nv0CvkRoOq5cjztxx+6a6ezuuf2ezce5O3dTzB677pwjvE4/SNCB8eKHNFrwQoQJqcSYZ9TBHaZhp6zf7iwkKT42Q+WXAOKAuVUBF5dQTfM/NnMmf4HANzZd+pMY14njZYznTWBpl8Bajgc4R1cOJxSsKIxCqT22AJmLnPY1iv1Xyes6Y9uDJkv0ZDo1PXegdvGA30BOVSivq9zaMRiyVila85MsYYgrZsYj5eSfcSP0xkbUEDs3LjPRvjMoXMFODXPi2lR8jPka+DNjAEJiEo4+ZhRVJMNnr6M/2v9JOOftj/L9/jIGI5971xaB+HxnE4/ruzOmjQQaBT6giFTrelkfxzSyHsjHa+0EmATth5trFfsREqyY2v5Z3DlYrD9rmJCQQQedeLvTB6O/EG/8I7EEt+de2N2X743vdeuHVL52udBNUJFZe7/eaFAVx0/4mKB0NMsZfLdPwBOTrSo3Cf1NWkiLK4JLIhG4cVe4MQHKzzV1EBXoH1J6CcLL8jP6dX7tFr6rbesyoypOM0mfiPBw6PRpoOffP66/5qV0LlSjoiiYaIJ5zddvdYeNAFLSpd6Vsjfb5Gn3qk19/o0zQX2mfMDo1oalNuKKkltyTjxlbX0E3jEZ1c5tXbfISE9HVtbum8fk3am19f72rJpg2G4UTz1oBnW9/QzatjjDRa+nNhxBTJObqHjeHs/JpYkqA1Hqddma4z+BNC/PQRFM/+EOGLNNhXwc0sMTmdDmuLxJYZFDzW5lUG89J8rN/bYxoQLHM5lSLkYnDy8oo+fvFKDO/hxEssDggBhI78IWdNeX0pK6fx5vzJbfUVrFB57fhY38ZbBt3uitDD+Y7+eltP1/w3K2dqcUK+vWX3x7cLNnvfhXfg/fQQAlIu0FXJP+qJl4AV6BC+YoAD3nwib1L2CcN/wzy3kGm85E9Lri9paqu8jyweuaZt1erm1tWrWqpjJ49Uq9eTA02NfQPNOUBc+GnpEfg0GqcXJMFEhUs+4qXpCIdCtclZkwmk40V480zQ0actwm6E0wTxb39jTpXJYJDCj3rm8p9bmEE5I6O/OHS/aDL3efuu7g81mRmKICWMhHaozX4jx1mTXn5mravHW9rGVzdTe+5YH2M5tcFmsPr0DK30ZFvIRy6dZFUWTyNZrFtYl0ohPrgBh571wEOcnInF9EyROIXXpfRulg72WXtUVelCYXrtutRbfMZiqU/V5v2uYF2KPM3a0sFQxqUWl360mIlQItG6Un5fxsEpFKV3YZxjXSiwoylcgfJGKXipEJ7/HdzOqfmzrMKtKf1zKaa1lecPj6D560Bb2SYrZDqIsCPLQBmALIW4vQUvcfYIcxGWOIXKd8tM5ezSC52XCJ/70oGVxyCSIBwzAr5Szm/1aLC3tNvTiPCT0yNtARx7pIGyRs+nV/bX1rQMIvZ09Lf1xBr7YgOmWsIvJOxz53BlDC5vQcr0Ya71HtZkGfNiq+QnypwWSZDo+vxJG6vy1PtimxoQmbxeRCaVu8Eb31Q1Oow55HCGDUz/IyPZdd1pVXBw5crA+iMrnVVyEqrYIvNz6RnyaOVo18iIIdLii7QFNC277h2sscmIB2lwa5kHYQ0mup03zcCObOxvcSEyb2u5iq1lka0Nm7x9VSKpeRKVVwwqhH4fX7wiO10h5PJ2ukqyT4+/h52+iCyIHFuRjS6g+JdCtFi0RnQ9v0Z0/cVrROa8VNFfXfKx1oSry6wRXe4LV7BGRFEtR4o3H372UGPrkVM33/jswcbSvC493t64qsGiT61qy61qMMNfX/fC3f2dHynecN23Ptbf8ZHi7Z3XjsVDw9f2otdYaOhaHOOXHqMAmmNtjO9qYCox/l2Xi/H7lMMfNsZ/j0vUxvhLsX+ZGB+FWZsDHa0tzqocmEIOnLkKrBwaT2zDMf47qlBX2pTCMf6WutSKqA7OHX7pWEHhiDtKm6qriD+vCMWeYGtIO3hs+nBuz1hKgWP8n3T1pUd3VnSGeJ7Pf11T1hm/AlnLPAfMCsbBJBhSRjLlAn4E+8fzTD7S71fonH26ASGFyQv9JI6bzpS1hXnPjy8C+UuqB6aPiHgexTSMRGuyq3XhGFIS68XK4W5rbLTK7E4jSyOHutIbNzMY1HtbovPnLlWPa9MdfgUpljKcDveX9V34NfF7NPc+8KuFtaB4dS2oO488KBWH8beyyJEwv1Jl89gGZJ1ZguRXcBQtsAWvOVv4VZy38ApOv16JU3FAD5WU/vcVmcC1P8IyzgS/jjM5EVHOTaD/Lloiyjv/Z2/2AVaOiN/ndj8wnt5YSOo5SsJJ2Uh+dYO7PqD1tQ6ODrb60ps/tio8nI9qJBRJijmJ1J9bmXSnnUp/2/DocJsf2gcODQUUBqMuFrV5dGKT3Sw3B832iNPqjuY3tOf3DYQ5tU6h0DkMFrdWrDPq5GaP1hF2Wl3R/Hrcb3jhN8QD1HHQBD5RrsNXqWTNIeCJYa9qkMUqahlD4eSMp2CTVU7IcC7JUEgVYe90XizQBmnmWd6oZebTZ9IqIcjHfXvv/xqClaeWDkgvDlv1lWCeeIBVexJZ68prCu59Gi0Wyb2sTbD+LzN8zPpKvFnrNKnEIlZEH4kmNAjx+YdvHIPfEyLS7yL1pmmk3t8VYtbSRF+fWCoW67yIVjfhHBT5KvJ/e8q6zAaEBJSDmMwrNLG+AEub+sp1a8iFXZwrEuqTkLnno0v5FXx6qbzSojWshuxChuk1bMpcISNyaWObbhl08VNHyqz2Ice3NVvJLLlrvdnue3YS1RMlSQ/v+ojRmsIsCDwX3qFfR/NeAT5ZlhGrTR2PRpXhItGVZ23KRrmSIpualC1FIpKX5UllR1+mT5lkFYWm4oUfzKDXKHrNy/FBk5I0+PoMA9KByjJVJBK5aI2LX9eqLHLhBS8+K48vucSXywt8InFldYsMLBzGq/Ji0Biy1bWu6iH9ukjyn7TS1ZpKtXmU1CcJ4l5K4W1LpVvRu99IaURAXzBtZcnjBPHXpMyc8PniFpacJomvErylTFgY8hnWaT//Y5WOo2hOpyTsUun8v1bekQGbi0Wom6IYFTd/gOOIBzkVQ+FkyfxVbPkdJVUI+EpfeoycRXT2gu3l2h4olcqBGdnKzlmvmTEbi8TBvCIvNzv6TIymj1lJDYOVFeC5QEIlTq8h3cMru3luyc8iorlIQaKyGlwF56+rWRPEJINaMfHRq6Qjg8GkkRAfluno0lmZMZeIpK1y8Q/Jb4s00WwkZ5GUzpj0YqVRBSMik5ys8/h0EpIzGea/Rmw1qyQSvc/Ez20FCmznyG+DCHimHEMwCh9UKhRQJVIWiedOOrTogVfEvjUt9dWua9nyjKmgqK5r2RASWLnMihjgO51QcFW99Pu5Eh+ybJ64dJnMX13qri6TIVszxy8AP2+xkVIFBwdLf6sx4A5rwinXysSUBGnTCTgpRWhhly1klHpDcbXNYlURVLLeFjAwIqVVl9I6rFbl/LxEH+D7/XlMSR9V+0EWd/kTErhWWEMrPULOID/aD9aCPdNq19oisfFEWyplaVtRRP6UZS2gbfQ0sQJYQB005h3KKGyPDkeJaLSxXbXeVVy5cl3gncb+VW/pB3u/JxkG7XP4gaNRFF3z6VGhwh0HPthmC8BMaM2HZdPbDus977kapdKKFBDnqZoh7h+rWZqaoaQyxt6f2HVQonEYckT24+vea41Kpohola0FraL02sJqVem8zqpmKI4bHdb4gyFDbnNb9+XXreaPW0LKkM6lCFuIozVrWDy93yadPL0jAr3BvJAzR/TGOfMeMIyw/TB1mrgOtAAr0ZGXN7bUGTVxjcejiZMtvdj86UFL7yt1TipJ/YD6JYX+Zfvf6ug3FmEhL79N/pCckEv/kB10fC/C033+3IRA+gO4nffNcrunGls5oXxqifw0IdBUj4mqW8SUi9qVLp+8FitkUwa51btGrUIWh/UPJvbdIFZaNHFV2HzVl65req+Mti1g0cl2Ghxyrd7o19vUCLlyIyM6H6JFgqRabjp1dKk8tw4AchetxX1kJ+ReL3BGcFUK0EqDp+EG4AZquD4v5dzoITKPRYpw4rhoFSaUeqHKJ3N2Lo1EMyFsfiAUs4pFZQIsuMNsg14gllDguotm+QLX6DadlpTK2Z18XUfGLntJryElCvYV+Em8VFcueIUPtstCLTa/VSXuIHJVf3jVjfJwizVgUYuPlMZYvr0YzUmLML2U3o+kpnM6CMQIKJ206lVqkYYuwu7ZUNAasqCDPKMJoQfn7uEGQHtlQggy8k/l1L2gZoqaZM/SMyOkaA7cWhz9+5ELXyXMaR1yQn6cDRjXa8nv8OPMziuq8f2qBll59FlYqqYan6mXhQX5F3KsWP4byvZmkj/P13CJPo3Oe/jzDFTx53k8z3++qawv/8if5207f769fP50zfmh6vkmcBLT78If4Q8pingaKIBqGojZ56ATUAB3ZZ4ty7+QzcNspCid6fyQWaczk9OcmhERjdlEItuYYPglA6SrFrKJNNA3ItOXBd7j0XiRmJi24o0zJk6qrWzAkOkF7ZmzyEu8Mfeqcv7VCr0Xb6BBL3mWNIiVZu1tYoXBaTA7FZC6QWFPuVxxm7x0I1ad20VKg8NgdikgfYPcIfyFVvrzTQ3Wlxi8CsIqOah80h3CO26E3Mv9gZ9H6RekAdr4efiWmkcjUJ5L105k6Z1A/nITOeHvyGWtL5aHy0IVGq5OItGheSzzBwBoAEoHyZ/Scn4vnBwYBENg1QtABp8CBtAEvz/b3S2JiV9EbwnghN8HEgDhU3kNRcgslnZPveg+clTV1y6+j0A2YP7nb76Kns5iIINN5RtzaNrYReF8CVJyFf9/2TzyuhPwN5Qb0v0LrqmhvL0NubgZkvzp+WFyxbyXuMnVPJ6iYcRncGgkEtJhl/kyTsXKQU9D0ExTEhFJS8SBhk7P6sP97n9gjPz+EQx6teHW2vmXafk7v6fl766lut99gfj33Lo2r+gmGUvQUslTQbvOm7K2rpQpZLTcYjBbxRKVnAkXts5/2uzDe1H4zFYfvpZvvlmo7Sa3I9oFwKlyfCHW4JInvcwG7DZxUAEHxUYckYpx06v4eQQPNBd+exIdazQmUbk1R8QDHjkcEPGFfLgquxxSlPuNcOYtgXw9X6ybV/3lLrtQJ1jTt7SoqpdAE2Tl0tJ6eD+yXzR/fLBimWMuYis+S33OHjJypS8Ie+uY2ZK92kbxWDSAiwZxbuFt6knaiyzLj8vrp1arAuHjh6dBQHGa+DSoww1peORGnF2R8a+/neHwKwzMut25RNtpmEASy5QBIoMmlpfmxrU8PtQW4eR0PlEpI8S1ECqhe5hP2Z2Zq8S2/1N3WZTC0VWiPU8NHMXV81RtvzIiiVQmlTVtuWvd5k9d1dS897EN0TW+P6q1uFEMnlCaNIyuY8uuPfVP/vGrG7Y8++dPr7p3V7eFo1bYwibGG/Z2HP7S1LVfua5Jq4XRWIPVb2BZvUM7P2+Pma1aZv1X/uuJp+ePbza4/NYM0mAG9+tQURSvBMHKE0ZDgPPLisToKYMfnWH9TJH43Ang99nCCGwrkZfn1LYp9W56NxA6tvBU+ZgF+0M+alEJ0V616zYBF3fdUkLXbYSV6JuzqUYrS3WUdrbSuOs2ltKIWTgkUnnbMqHmkBlFVq8Sn4C+SU9QR5MI/bxYlKsYUqQPu8lPKzUMBSkxp+K+WBrA9pcpPUL1o7k0I4maOBmJtmtbNfWniXXISWmIvXkpiLa6nG26Vj2a4Alna4u/ow1PSqbTWfxTKY1ld+ObzF4MXDKZ6twS5Rkpz52Zf5OvCFflare8wtapHQYu7SyGmAA1qA/iOfdTUjmjcAXjtrrxnD0ZivUtNfO2vqBGBFdIxRKDLmU3OJ1DOvn8a5gOpfN6BJ0JETJx+kh7KLoqEPnBIoqQrE59/laj2+bQpW0eNZoblcTkQdb8GHr6LeUv9yWvPu7PnCauAixwEE9VG5N/kNdGWfOtARj4xQ9Sv0wR16ZgKiX2FaF4WrkjU4SS4+JdoBx64Fo3Pgss9CGXse/l+ol1i/qJyd962tdMXddTmraHQnY4OvWJHQ26YM6bGGl2l55X+7PJex9J1LlVaV2ku/kzM4mmkB52tWwupF1yr5982O+1d+4sBFbkwpwk0L4G3myLO5XndZ5EaZsz49WUfq92p5Cd2XDhP8iPU82gHrROG0HgNPE64IAe1s86bdDmLsK906qdRBGqTyZS7SkiFS3CfcfFe4AA9PFTuXfYt0hTl2v/JT8utWUKG+uv/9axwuA93z4UGe9ttHK0RCbhvE1jubYtHe5g31Rb3WBjgBMzIvILoaTNalR03/3ax+7+4QN9coPdmkrb/EbG4rSkNnxkYMNHxwMmm0mCUQbGZPx86NcRJvsuj8mkcITHUYi/VBPiL+4HDuBO4M/zncC34k5gmJyW70CQNnWcFvhXXrS4bB9v0+hj/+uh0s953jQ9cPaB/tJ/uwqHtuzbt+66QT/hfuwHdzQLbMjf/vI9PTeuT89vja69jcfXWNZiaCxR0Mp38N56SurUODVAai5C+UmlH/I9tlA1LduBLIvquKgqVTiQPVttz12mrVa3uK02hsk7/zIeKtGEDikKPZVuhyskGOJI5ZLSafhRdIreakFeWxi1VO+3WrwG5i10YDH79NJSSWrwCfHBMRQ/9qLxF8DkC6CT2ANkQEWM5RVtsmibw9EWlVE6kMMKdCsKj/x4SmmYTquRoqhmTDvakKaoTqh3rXhTwhuUuUx1anPpN88IEWNlo55KOFi2Je892UXxJBonioWcE6nkaJPLG4qUXuSp0Iz34KHQU+k22INnjilUel6gAs2o5T0GtcWzRqcozessyHBwMl2kPRxZEYosTx2916K3GXWyFQanRm20YDohvMNQOMrIHKdVReKpU1acy7BaUBylnlGpDFQR1s84dxiwx5gTNm7ByCWxECnrloUaepJRqkp/BbsRE2kaM/EFzp72+9N2Dk3QqlKS36mPlxAEs2Cmlu5ghI8x5At+b0zg4zqEMexUC8iDvhm7HaOLm6dBUPEi8QwyB+1Qjdy6B0pPmmj0SCLHnptu2ok8esvx5J6yQFZjWIwYVBgxLOXT66uGAQ0bJ1Gq7qHs1S20lBWpMkPXrFx5dH06uebGXken5bRY4IsYHrG7dHrPqvWbY8f+12Mjq5788V0DN23I6ljydkfAgA1BcsNto2vuWBeVyX7C6Lxms1cnDbpKQyafWKZXSgv3fv/2j/7w4UGN1aaNAYEvlB75wgSoO447vG8TOryfmgWG8BRXhFfnpV7vIl9e08J9xe3Xes6e8WGGlA4j1vBHmEU+3FZ7D3+UsXMORlBCBu+OWTkmf1Xtfj8Gj1SOy2OH96Kx64AGd0I/Ncsop/hRQrwGtEQBwr0IffK3ltnwrR0LNyR/jbAUjQEVsptGdN1H6C8ju/kWspsiosUoyAi48J/wLXS/ILAI97PJPVMI/O0/TvNCIPRZX76HGr7l6DmwypqNOzkxRZBiViJVo0DN5NYxfLtx2sbB4S03r02IWLlMpnUafHGzlGUZzpFqJP6mMsiy7UE69TM0nkaQfw54iB/OxmL6xsyLxM3ADVjiNqAHDPGTvAzog1NuVmWdUlV5yDdP833TCWH3oisrRUEGSArtJPkzmaMhGKpzqsSl1y7hZlCsdiT9wTqHDJeflN6GWQknJnlKkxKlDP6pJMb6x1P936WCJkpLA3CaU0goGmmwRKmzqEufKyGMr5aXfQTxBzRPI6a7BsumWDaFlC93nNol0P3snLCb5aXNz8QfNOr5kj0kDM/BIbgkZ6ipbBwZrxcr5Dx/BoUfAk2jyB9R6F5x0HzcHkL6kNeJ3W6g5sSSoNpOSR3oQRmnwkWYLd+d13x+mftM5myu4o1EV5q7ojSq+ZIj0KNTERI508/ZU8hu2WQPadWkRMY8yjsmeqox5vXDaJQL5Cxek0oUh2crYy/90wYu2GjxmVTiDaWTDL+loSAb9CvI3jaCwmxUFwsgg7Y+L3XLEkws5q5DcH13XgXc9Ttiepa0+XfYdivLwtEu1EkjBVfnWhP86gxOyeVqFcpT2SlnqaZpvr2Iz1/Sr7AWXNBiZYjS61RjuzNmVZClHxHorN+fsDBx/zdj+biD+zH1C5kj0hT4eiC6oJCp83+vUmC3RDac/8fq2elQVOnOBefPELlwk0cRDVVsWAeP5+PHXeoiYZm2Ukn0gkTf2jDFhg3YrZC7akW/Yr1EEej248WjgEcrxFiXdChDQyZO1jSPdUT83wsl1W+68nZIEFBqDLvdMZM07v+B2mHWS//e1+UkIAGh1BR2eyIm6epQ1B+Gr/Z8osPeU+i1l4jayUg1Nm1p0/DDBc/I2IgXfruyuQeP3/h58fjtnTJ+O8Hjt9XIV92FfBWuRwngSpQv8ZUoX8aVKMgxKXZ6sG4INuki/Ha5OpK7eu/9/kdv/9tjK/rQ69FX7i6Ufm9pm+ob2NlusbTt6OvflbcSrmOvPzzQ8tF/euT2H3xisO2jrz0xctvGZHby6IrVd25MZCdvQ2Pmx4bHDEF5zE8ImBPZqlNIHm0opkgd94tOI/ukwoOeBioE7GQzNM358KtuB1cDAc5Vo4VL24ZxZyxd2w5Lnmo+8MWDe3mLlLFxcaQxwQFv5+5CoPS7VFwTNu29PtMS1BA/n3xwMll6sZYPIjFbN7x3TXZIQdOlE+Z4e2XMv0JjziBU0PkcMqZfnU0pI6q6Ihq1v1mFnaU1okIhz0xzsyGHBn8CC5qgRnPV7Zf4qoQ3amxsAi7R5lsNgIQm34XI51ecsykWqXPKyUG5zZfw9Vemh7D2qqkHdzeZ64fqTGGfW7makZS+o/K3NNxwTaY9rNOIGZqkGCX3b8GcX126tTrdb/m97sK1Kxs29NYrGXusNfBjq434vjXp0Zb+U+urE+xH14W3yTCSsZVg9DmEa4+e8Nf56+S2IvH0NJAnT0Oc8WNQKKTJoYcRxcfsCVsXHdlpxCBdEL3yjgCXNvAusz3e8j234bZrn5io3zaS0+B9RyQcwyV6t7T5msKGYOeqdas6gs277huJr+lJK8U0iXyqlA23jiRdGa861LV6/erOEGweumVtQmmyqRU6h94RNDJWt0XpiFrdqYArmOnd3tl/aCQs15mUcoPbZHZpJQazQWkN6N1JvzuQ7t3K6yNPE162NYJsg1/ytLIgOdmC5MQJHMcBhcDTjF5BKZGHmLHsYHhhrjTfwsW197WttVtUygsYmARSNtkFiQxzSyYhCQmHHOd3GmPnX6lysFXITPI73KL734l0LojsXwR4cTftUb6b9rYTjH9KOWVZMAXti03B5Vpkg22Hv3nd1V8/3MrZ0j68+Yk9NxyPD2atrD3pDyVsLHzm+ievasrsfOJ2Ym/FF81/aXxV1mLLDq0kpqpQhe+PFU2i8bWANRd1xo5f3Bn7VF5l5LJT4SmhvXUBclb7Ypdri33/fa/jtMLTlmnp8cnpL5NfpJXefF19l09Fl/5bSpqb6mIZC0O+TPwdxVnSkWTWzlLfI2ZJ1pqJRnGwEVFqGZLkTFri6vkHNXqOxMkU8lOekJYmpSrF+XniXZWWpShWo5wnifMqDUvR2jDf98oiWXmFz6MlcMfrNdMyzlwk1k57jQCDDSnnmDKK1FOi3aDc78q3u77Jp8GXam1dmBNRNnxWWemMRqZtycazDhn9XfIlWmbLRBqadJwaHit9ugqxdxEd3iAasETBlW5A0FghIWltyIPG2IYw0CiS5xCoxx2svzvp1KIHXq//wzTjRIKdQ6Er4y/CJiFJkOYFfGFp/koW1fXkKMJ6kvktgRDFaVXw0dLVOg2/knWn0qgUU6xWWToET6rUUzjzHglE9C6n10wUElkr0l5GbVK06h12j2n+VJLXTX7MvG7WlXXzNzXnv1w93wJ+WunHE1P0jeB6cHBm1+ToXtykmsyOAisuNA4EJrUvEpNAgizfITAJItCWZ6/trfu/Te3/ld5RWH0aFsAA6IU9eWbDILCS7gE5LuUcPE7284qGUcb8ubn2DH4SPDB2B+mfn+NzvoiX5YLVyxQJV1vIqKWb8C5uZtIbqvUvpI76WuexflznWqmGVfsb/amtDZW3Uitb1xfXW32MiNSqlO70itS23ebMYKauv94rk3ISiqQl+sa+NfFdT1+Vze+9c4XSLbcYGw5OH8lu6AyryHVCB8P8m8vX0VL3ENAUzjnizQGF3mNpSpgdZqHTz+6zs+aIy+wxKPQuI98TeNe3bszRtCkf7Ti4JkUznFpV4ZFoDvHoMLhjZs1Qfj3mkcOf1x96kdgCpgCHOKQHO4mTJ/fr0WOIOU2cQt9LEYdODk2x9L4+My4DYTf3ev5vKP5frvFCN+ZbM2iAPSf6BvlifGRdFvgk1O7PnavG8vPpt5RVli0VIX0IHi2u7xfNsbZMMFjnUotKbyxilMW/wKite94Ho6BUjPsC8JZPSnnpHRjnuCX7AirMCuf9H4RZ588v1UzA849+gz4APgKOzoLDe4bJIrFptpAdlqNgZDLPZlozw+hxWOvfUCQO5ZnDA38aW/v7/qOFqzGfdoBJ2DNz3WDGiAsJ5a0FKy4cjA12FaH1uKRHKGzJINtTYSCfeOFZx28gpXwVYcczfBI+/h6lhLqlag+r8OPKeAvPmwx1u5/YtePhyXht+aFRLRYxEopVOeM5+8A1BfcOoVZxu8aX83kaAzqDV0oTWqXSneyuaGGlb7bSZSsw9y7EXPKkqSPacWA8mdhw55qhctnigYly2aI1mlTJObF/+Mad8IRQ41gXWxHV6wM5T6TNqzDgjtsqa4WOW1dtby5ibaNIWGs3Xfi16DDSvSlwI7huNhzWeRPYMuaYTftxu8+oTpfbWSTuzLOguy3HHNi/iaL3FeHK2a39a3rsuKWxvzfehDiXl3YX6ga8BeXAoSLsP04P8gaynXcaGCULcTNvHxEzc3ysWZM6q+noFkLOK+9jrLRVLNMBLjqc2f7gxthgodvLlTvAKU7M+EJRfazFI39U4OFjnC3lrW17DK69a7OlrTFilJMowkuFvEhNvV0rCsFtQsd4qDttSqWzjoat9akV0aU6xqljIpFETKp9LaFlmyUHN9yzMUaJpVJOKpXjnxq5fHu5wC/Ji/QRoAbPgKdnH3302mcwn04cnZzsX78dH12rubY9wuJydGm/s/9a9DiKEMddJ+uP3Xb0mcJnEMtm7+vZv/0o5pnqWOGGgT0D6wsrBtpZJkIl5bgqv2mQxhxO9vt6xtHHj5t6eV7O8VxsF5iaFtIxmbIR5TUxJ2zoxqdGBOYuYsVyLNO9byFwLSsPwjZKFUW2QXFRFSo399dtq08iVr3bGuJ5m40aZRSUWFLB6m4A2z6+Nli7XwDfQ4ClxR/kpUXxGCNnaZ36kxXDXTqBjny1cuMbvH4k2mPiEPqSKcRqo0vblIY/WcRKwjS88W6e8RIZewnjt1dEaRuLq0ylSJTuFYmRKKn8zaHVl4rSpWLVueHujXH0XZkpYEsFkRT2jfcK/cnUL5DsbAUbZ3t73eNeXA4e5/TYSjOr3Gq3GuQycQkWkQ2944VhfNDe49EnkKycyhVCA9YBrgAWBEBoVj6DBSDDZ1rKKr1A/Q/FOtfCaeoXiJgqk1PXlPk8/tkPnfoLNSxYpLpLsmClf/D60UiviVVIKOoPSUQUUWH8AxOTZx+6vtwYFOgq6kM29GqwYzaTyU5pseXcYLd3sZjAV8eyuJpssLdrSmPCTVCzu/sne3Ct6sx4b7YL6yEzWGgdiBVMZaiyYDUxUDmbEXILmMZ8gcJlGqU+uO0UPi7q48matLNqH4aS2QqVBZMZMVxkMheJ/lIms/NjfZuOXrYR6wObyUp3LU9/yUNIrh8DD83efff2R3dgO7h/fLxtcC32Zdsf217H28M2rm07euyPYH44jhza/2jhISzjt/XsWLsf80FxpLB3YGJgsGAw5wZ8uGtpcNbcr+rpxWaQrphBHK8tZwQvNYFLE/oyAcFfzPS5iD8uZenKPcy47JCPGXwXddAhRks90eWtXfoKVI1SLGXdriSW+AuYOd5H4n0QjwANWA1Gjq8Ap4nncYM10sXVo04sGw3J6GhhEGtgS68zijg/25BUQEUR3nySbij4B0y8Gp7DHUAVHs+l30TY8x8uTbCSV8CZ2g1WbDgo1lGkzJkNhRpdMpmrMRTKOmWay/iUgUPD+ljQzoppglWKFDqrrj4J3/H7qb/3ZRwymSPj86adcrkz/W7d5eglOB0Jw8r1HnMyQIloZAJd3jKueEe0kqfZUXDH7MhI7EZMqdnoRPQqBB9eOMlE0SPnQHo0fXQT7iPKS7taczcWynSboemuQ1iXtvduKqzDB309MWcOO46uQmagQtKq48Bh8kSFsJVA7B947VHX4sLLUvkyBKeWcCSXckG0UubKhkNZ/KMJ2VA460JcKOtBafY9pH6Fvyz0Jpc2h/0LYpIuEVhgkk3bkITv+gNXzKRlBFwuv8TzLMfD0iNlud8Fpo6vLct9Cgn8Lrd71/Y05hpX6GxLavdsr2FcYRJrwlBvug1rQqHQOBApwu7jpmHB3qUr3OLb+zHD8OoXUoZXl2VTJcMLhWTjh1QM+4qDq/WxgI1DlMU/USgxOIw6r1H2oRRFvf3WDSlKyrIKvc1gDRikErHCnW0j/uP9qI1A87LePAjunb3jjs0PTGKnv8+NqP8Cov4oUph0fAyTXvHg5o7NHenrr903kvnEA4V7sZbc3DM5tg+T/foyP07R1xemBtYNrMRl543D8UL4IghesUpYi8r8OFvBX5gli+OqhWWgpcmtWnIR+4Po2KW6dP6rWCf0iYAN84NTiOU6q7YhhXXC0XNw3BgN2vi1cQkrFss1Zq3OY5JdrHZLQWvfIl+zmLO/WJpb5w8MVxlu12OG0zSNOB4mLiyhg+h2xOu1TkZ2sY8RMF8aYb5rwQ2z3d2JtgLOI67i9/IQAS9CHYl9CXGROHlSlUCPVZ4icWrWtHndqkasazt6C6v4+GtzYWigrRAeEHk5+wDXB3oqa5dlDFiDLnhsMZ+eq3J4qd0jdEskrz4AJiQPYuwGGbwNus+P6KvCWaUEy+G9KXDuSryQuyJZCeuNRnQXI8P0pcF0a1O4jAzp/ctuTcGxctw8tyht9f4hYmU/JslNSDc/CZ56DtxFnDzx4ORk874WjAAKkYjex2c6mq9qfuQ04t2dgMUYUX+Tvhk9CvzOHxwYGyjcydL39n2kx4HV9brefYVd+GBdT0uigFnIjRU6B+oHfAVVFbxXnVx5l5BagIgYeDFEXK4o4wOjwKVd3wIAXSQxkpvK+41oRAv7jSCeMj6Bp1cMAhfppYA8cwLLzQLyxNuXOPkKIJlCgQWKY11L8vsD4cCLVHRww70b4xiBclwFgS6zFYogJ+RvkS6PgK5Zh8PTI2w+YvJgQcllEit7NFhp23s91UDYVKAreKaKD8+VFdP3oaMx8reXV64lwq4F5eLDLveHUB1hd5aKjWtE+nMYXJOXjo8nEw4HK1BlSyLRcjVOMk0fnkziEz35lut4Ms3u7J0sbMQHAz1JTwsf3fYUGgZqaLagH1XCCdEtIp9K/b5I+IHVQNRYDXgYKeP9S8g6Cnxr80l/QWFeIllU5s9vqF/wudvJ4/l+Ht1NeTygbmqK61mXwds1zeiV3FAR9uaZycF8IVNoatLHMG+svf2Aw/l2fUE0AMocQaRvbxd8DmLKGcwTdaUu87J0XljFX6D0e6bg4VcX09Y7cMNoYKVHLiHxxnQilcllwD+sAMeEnISt2u4faynn28U0q3EnGqw43078YZm96AT8XLt13fIbAlijSXV194AKjcV+pAMPgY/PtrWZh/B2ficCmzbJrpLj+Mg8bL7po5jyOtnVMjN6BG4FqUjgpsJVhYMHUzsxrVf3DhWQq7CdyPZ81CIP4B38UgXXgHbgY4gxx8XlRDn/ixXlyKhdyCrULHIsTiss7KJwxVBtKSa9P96J/Zjawk4MpW8uryPewcOjoYIXrz/XbjAIV/oGbhjz9wQwg8UsYrDRhYAY+sPY4v0cMIPxfg6MhDpSy5HLa04ec1vQnBpu9w5uvGdTTCaXG4M2q0eDzKFI6WsJr77MrhD83qSlR8jXyB+BVuQVJqfT9pEisXkW/zZiD95eUxa0gbHGvnTbiJ3ydODtzWL9CLGvyDOeAea/tRqvhtAUL/zylFpX0Bj/TA/j3oHIgblKDr28UVqlK9u3BAhvhRfVCxOGaj/wpZuOdtz0jaua94zXq/B2liJOzEULU11Nqxosvo6OFYHKPqTB3p5CiDUFHY6QkblkJ9LI/s9sibJqrUxpcOjsfp1YbVDr06O5Ne60QzF017Nbr3/hzl6ltyk8WW2k/Xl3b2p0R13j3tG0wt0QqO4nBY+Qr1ZqdbfMMvy+dcvX6i6/WdjCHjSABNcgfpylh0AfWA22guueA/3ES9MjwU1F4sXpNfY2rIuYO3X8iiPizvY2u6e7b3IchVSz6wfjfTm86Svmzu8vx5030nP8zyTXMujcnPLc3Hsw6ZIKm4UdPGDNTnZ0zTH5cv7w1/Y27RpJacUkH9eykRXbuxpH64zmtq6VwU039zsqm30o3fVeQzxVb+PK233M/0NlOz+iFT03t6J3AgdVWpVC69RbMQf1PAdX2RIuddPU3YNEukLP+T/H++ttClfaR/RX03Hx8v54fbX75PH7Ad7P71/hOs7vAHjSZAJ+YU+/4zSfIigTq0qipXf0g/d7+65Zchc/wQ1fdvM+Qbb6Lvya/gx9ADwMPvkSaCTiyPFtIrpBB9hPdM16Q5qb7+ItscKkuLpjqkOjUGg6pqjB28HgzQWE3q156/U9jZv29gR+FV/5q7E4eqzNvOXf27/29z2DdynwrjWmwj3YJkt5m8xDu8xCZRvu9eIxy7lKv4ZaWPFS/hxXL5YLYkTLLzATi+vddJfdWaimjGAZg0x/hhBJFO44doC9nj1qHc0qpLs1gZzP0xTSm6xSFFrj7YUGarcXuvzmRPWrr8pq3QqTsX7Pkzu3P7wlsZRJtrp1MvmiTXbqYt0xvc7f4Iw1mutCS+xL1Hr5XY269hR8NKXt8uevGYvXrnrXmmVhbyPaiTDPDrD5xFhHR3pHhuf5kNWfBmk3esjWDe0obN4syviHMEvXFbKIpScLg9EBa0GPcymi3rLHxT4Xe1uYENawEDPPllexcHy9yEfCy4HQy5cYVHhIZn2DyAP2BvAalEQqEntCemvQJKtZ0uKRfenqmg2Nlt/9iPz2wl67vMeTSZfZmbcW4FxmeyRcR4XoS3Xj/n54hq+jauZrbXi6U0nqOFK29ulEhxLb24jdHlFgi0DWRzoKygjGk831BWQZemd8g1IeV7afncO/9iVsDo1/egonLvS6D0K8/x12VTHHtTUEYtTeZQnkdZ//8tJkiOmWJ0NFziTUvyATM4Hmi7HedGRoHZY1vaxTZkUPUB9ZBYYKHYVCoXmdHM9+ur6gxsUrvsFNC9COF7OzaR7UncGIulq4wlPjIiSnv6ToZClKvAdMoyWsxhPPWjAoLt1eQyiSFivd8aVJBW9dwGB8DFQLso9E41o5V6ZWDRGtLr1CJl+OjH+q/KDGny7VZJ6+4ieQHj8APja97VAXpu/m2wNYrDqv71SaMaEN/jv8o531fr3eX985SoPdm6+5+ZqbdzP8pj93995eOFToCpg3Y8LvLvRiwq8bRGzoPdEyyO+PLei4gKzby51bWNcF410DrMtyeREWvmI9v2IBdl16SImfwEgYQ2S9RTAE5T24y3J+dQ0XGI13Ka4yat978hQ+gg2PrxBQSMn32sW7Vkmi+qqSXKHuLDB9IfYCZbsiepG3Kz8Q7AqdquiZ6KtIz/aCXdOOtmE+iN2b3ivfOzGxV05ahrBgdKYw8Jj2WcZxKCvfMVgYaCukCo2NkWFgwez3FSiscLqy3xbUjQ9lheUlnuM8qxN8LPv+GXYFNgt+odZqVyOl5blC5MPuBYu2KKgVOE38YZnYdHm6L2/yLg5tUYzTQLxATNF2EANNoG1arGsqwm/MApxBKMKv5zUKp9Oiuy+RYCyPBw9kH2MOkQdBe3WXqVyCLwWubiyFke1yP27irwYvtb9tQkz5IzGPa31rfKjJFRy+YbieMYadwdaYg1HrlV378oVdHY4X690phyzodqZMxC/lMk7hdwcNCGukemI6i86hY9Q6VTJsMNn1pvqxxvskKpPaZrda+fltQPM7LeIA3nurbppxJE/DZ3EzDXwurwIaByOPfsN9wHS1/GDmWfpQGRQI+zrPLWyXVS5MEi3C+cI6vri8eq8TlrqI0678pmZ7XTKq9ybxziOM3m+1+fSS8OpMx4ac6ftSg89qzXjt9XaLz8iSfywcHIuyeo+xXq6kJKyYVIoYEUmip9KvPK7k2L4ee0PE5Iw87vWawnW8vjQS3yLMtBUkQf20EfiK8GRezug++4+4c/0LigPkF6PFC9/GkU00+BXxIT6yuahnne/HrzKkpgVDJOwmz0+LMJO0xL0ud//DsZH9XZpwwKdnhYYMicyZsjW2tbR4GvycVEpBsl5tUrE666ceGLlh0I+ETsGqDGq51agQmdWDIyMrDS6ZwSnIWxPix5MiFsUS9SA9LTXVY34AEIOzeaXKcbVJSgb/Rn8g/XWuRtJqfsujXFh0Zb/GgcTrSXfC6NCKY1tbuidyZld+S3t8wIebl21+vfRle4PDEjSyUkPAamn0EP8mcKAhlkyNXtWC+BJxuaBOLLBDXOr3+s3hBos9G7a4I5W53Pv/8vYdcHIUV95d3dMTunumuyf0zPTknHPeNLM5aVfaVQ6rLCGhHAAJISQMGBwwEsEcNjbYGJtgQKuVxIJkBEbO5sCfOc4BY/vu/DkdThz22Uajr6on7EoIsH33+7QwPV07O13hhf979eo9yDs+LI51Tsah/Dl2wsLzFv80+GLFiFk0GpXstmP+5/y4328K3encpbrXtHfmSLvEPg1QdGmGMMFw0SLNpADDP2yxVB9mPcVQqDPjotQqyuLP98UeuD88b8/Q0JYe5xkik7UERQ1O/Mlht0XtrIqhjB6vTQNX7ui9A1fNiwT715SMxXatIyxK9GTFvwK+KhexPJY4odViGgiRJyt82O9Wfja53f2Q8FB4h3WPZoekTN+oOQfPp8/NbDH6G+pSuJx3Oz/jgQJfxUkFKXdpeSMrX65hNeoJleCz2XxGVZcG3naas2MFc1qk5Dj5nN6sJiml1mZM2MMhV/UKBY0QM60A97pCYXs8P79oUygpXqqxS2Am8Af8KlLE2rA52HJsXyeNjYGPYEFMC45gEawX3I6lsHZwpEIpIimFIhUhfCNwuY5jlgVIzjl9sntKO4JjdxsGjrJxBZE/xjzH4AzjrBzN71p8xHl1c9WgHnnj9TdK5frZ75pa4STbTzq48b61HfLvKO0A/1dcprQDqN/hV2noNlrlqawoGsMaJWUTb8nNzYnB0atG52zpdcYCFpvPbrb7ulYUbBnhDK35ZTRosOupaMDg0FMOv2etyGfT7jA0ur/pcTAWNj6QNiuVSp5meZzETaE2b6gvZzP4cy5ft8ikrO52o749nhjMWuRyxz95gmqDjfX4GYOlul4QgMxg5cxGSmus2WLL8K/gD0D5msQSk0EtYmYrRkPyYTErHzRqJiO73NuMe8g9tZ2SGcl60dEk/3uXZMAfgBxrs0IqCUbEnEMJScbqF6gZwZpoHc8I+L83KSRRzHvd1Uca97NFqtvt7VhYqsmiuZDuI1AWoXoMzjOYAH4LO4+BY09Rjt+auZ1Sp19/x6HKZvcKs+sT2FWGGiFD8Q6vBpU63lmJJcqdsZl+4XolpSAIBaV8JhcKZrKhWi2fC98HfwBZ2A83lCP+pzEP+M3xEINB8qxQxuhv/bad+odJiQKlzpyb1RuZ9HRJ1r1Lv4JCZrzVmLOo5AStkqs0Os5qQxNn9QkqJl6RuhjFX80saHXLKRVrFYI2QkZ4wrjncn2trfdRuN5ZrBXyWAo8hs6fw1UXYLefgSiCAr9Ap9BRFYSd1m18Y+XrC/9KvX53U6kSl1n1QnN3kgU6O8CPqswhhwOqH/Izly79h0la8NpsQRPF6K7/nFrVmGtGCczVn11m/TP/XMuZSEM+sn68+rZorI0JWOGYav5KKMQpbpvUb5C47MID66X9mFnjmWc150vGQx3Rh1Um8x4kcuJtfI1N+sCTFT2lmezc5Zws7WrLh9I7Q3uMs2asfqQ38UatcMF7MMyl92jpa5nyhcZul4xXGdCyG1WBoDntaJCrLySmmxzlSSTdyTW5gUUmcyqRNreNpQzvzlWX3uMGDfxXTMbTYZPbSHvbx0t1erkfjj+KxSa9/Ix80GBWzbHALq/RubMxZK0kVevFA95jsDODQ7LhfpSTxOqvyQY7VCfW2kgSnuS6fNv8tPGiERRgjx9+R4+lvuJYCerzM7CvOqjR3WcwPUBpDe0QXako8/3sLs+DNYT4bsesFRcds4bAOrpg/+j8a0a9ofED8+dePRr4Om2NexwJO0tb4p7WTuKtvj3j8eCcnYN9u8eiwTk75nhao2ZjpM3vbw0b59Rk1DLwFn4a9gnh18JxR5JCU2iQ8KseM1DJhENGIghr2cldNRvCGi8PYS8i5eYsvhPClle1m8N+n6FBGSi7a9KTWN9eWV4UJQhrybvtOTjXCMIO7hmLqniR/x1yDaINH/znCsgKcG7jycTY1n6EYN2hj3t9CMHW+O11yebwT7lFjEWSjhGp5wO73KzBvtOwB6uTP0icP6ctXWyWX4YSpARi4HWcpBQKSs2r1SbRzs+maSHgc2s1Nr2CALKzogteSZlS6xCqX7qYFFrhH6hkCqXWKfFuG6QHEvazjPU+jZXAHSedUWeUMU+DR09gTPhjKVTaTCuYB1L5I+YS6dtFHeGFI6QEuKUDZgh3X+Ys9Cxfbx7aR7JLnIz1w0cynAz2ri65O1IOBvZXKVfZwwWPJxpo620NeitL845i1AYnWa4k5ZZgxuZ3hdsH2kPEgUR/0kxrWMZm15k0JMtrTFajaDCGOvPRrphRSatpq0NnVMsYjrHqTaJBCHZKGPAM+Cp5P5bGolOYxxFAa8LpWNqxI/CQmX5ItyPyqKJG/S9Ke/bnzp/70Ywp0Q4ugXqz4GDN0kNt4KtKtcnt112xuqJRazRlxKxIBu3SwNvdosvsIEkFFJ42m1utUpBr1r2NkN5eSEoytDeyF+HAn/i8DMma67L1DP4AqYdaMzap8tQMCRuSLbxHRYR2Gnc6jzfNiOaBv8sYEbN2boSLMq/jD7iTJqdWGd9YaBtPG1VGSdqrQmFzwQ55QDIiGlZDKZn0dswvgVFE+QR8qf6fQtHrBosb9zV94MS/SvwV9rkbW/iU05USEgl9DMFt2qXXtuqVivZ2fRkhUl6hz+9MtOsJS3CnZY96D7ZzJmFH83j0ZTKqo5Cwd82a3thHfEfSdOJem0T5dxO0mPAHkhYGXwDwOSh7RyCYsDDEEYWMMgZsjoBJhU/gYA2u0kP94dGr8E04vgSnjT5SjytUnGCqRhmOkqGM2cChVld/2rx7xWjkoGQg5IyqejfDgC0qpm5YHW3cIV8QeBO/Dc6PC2tDuvgPU0olZYQTdMIlqAT9NHiqwlCCdadBxe5U7SauxmalSG9kSJdYrba0ZUDMHJ+eqQkMbpNX2twhASeHvksRuojPHTAx8l34OlwlBN3ukB7IcZ5Xy2C3v4jjRhsnx1VavnoOgG6U9J1kLQJayyz+LVwu5fVMPo1x4K1Tdj38wdzTeKBCq1z858w7WM9D5G4oEJ6D/80+Nt1IsVY7Nq2bSf6IKvbC5ZMscDmkK2V1r9aAQ7n6wgk1L5NDYLPHwFPs2W9AyUUSBoOVV4qiU63TamnAenzwXqGzei0uQ/VNOWet6RCMeA7Hyeug2hAw/VNUxUAe5oQBrPy6+CJIiChVQX1i6glmQb6gAJhCb4+74jkjrvqykjP7bZ4QR6h2kQtoTiVTsnr6F5RaKZOr9eonpWfI/LiT/K70DHOFhg85RAL0nPXScybe/UFwXV1JTzxrkDMvK/WWoB0+SEbtIR9W8xRB8QLzr9DIRQ/SPIqeQ2rwdvm90nNsFU3jOQ4OcMIYVn514j2fFVKbPWlfPKOjNK9TBnvY4Q7xMuYq+RZWSxGMzqT+uqr+rKO1eQMHyFGMxhhMj3ayT56Qqwh0/On1F+vQcBbSBgda581raZs3r1S9Wfbd/lKhB/5ffaT+PbfN/p6z7/k9tzX2dat7ZN+ub8RWH6vNMezPwzPf8x3pe9a/f3/IWH8x3wv/r56A3/N/L/wex8hNcA5DmAPaPfg05sQM+MdO0aTPMsKhANQf/XMD5DSkR0Mm6i5BPeCngDJHHM6wmQIi48gFUTYoUu3KS4HbUiB33qUGDzfyVBMfhSQjV6h16r/ODRXdLOsuhsIlD8t6SoiOXrrwS/A92Xapb8gmwz8r9e2zp2guDHu3GYNd485disCIGQl+Se+epYwhpytsVIkqay4SydhUjD0T8Nfihf2BjJ0BG1Vq5CqF1sMrGh3sGqPTvJ311SKJff4sumYl/7WFuIcwkv+ilWNzsAkkyy8IhEL2b7Cv5jOwjyW4MBheOk5xJIZ2GSSHAFlP2VwPuVQALcFaw85wWpSR4HcyjTXiDGfMBHmO1kD5yxpZcjM68SeH7yR90Qpux4v4xExObde75tTGi1D6rjYLghk8wPAMCf7UEk+UivFavivY/1bcAb/rDa2C+ABsOILaLryFF2UygoRjGsY2wudtu6AF/yX7FubBXGcxDhcwOSbiyNYn8C3HDQ5aGtn5V2vTL4dYV2sU6ugyTkiVK2sDBb/p7unrlAND3G8Niiwe64zqDRFoajKmoN0XM8lkH/9U9YmTJ6vH7ucEViFTqORLnjg2tWLF1LHHl0C0QyjUejT+dbA/v5L643kac+DCcQOLnca3YFqMxA3HWZGqTfWrtTLxMzlYQbaQ1+ayeMBf13l2AvxKH+mKEWoR9iguyLt6errlpCnmswdMNB7tihjA7+HTn1giV8HusAL3aTB28iQY/xSkVwlmLXn82JQ0j1uqb+NW8g04ZyQ2Ae/XwHutdC+X6OKD+EFiB3kUS2CtFSahCLAOo9wUx5T+afDlis4pmDROe9ARSBgVLLQWaQ+a1Nrh6FfOcefPSbEFcCyCXKEBCWAUEFOXgUKO0h+VQcCfL3QAB7pCNmdBIS8Y7YAFxHI9RE5B7mtBMtrSEiWDX2ODdhuu+81vdLjNFmJn2rmA3Ubo3yAeUyTTabP6/r8aBMHw1/vVYjqVVKxYgVpFzf1/1RuN+r/er7FIrYg39xPr8R+Q1zTkBlRLkOJduPxUiLT4+7l+KDdQIvM3Xr0sa87Y/P6agxN/QWVwixYIIkyMJep0Ri1UdatK7xEtboMSGAFq7EwRH2tsa4Czja2OaufFbQaDpOdGL/xStkzWPpMra1LKlXVMypXVdZxdAe3v7kly1d+VK2tZ901fueHDXz5Q7L75nHSt/t7WvrLSuqLssteuTty078WPLxi/45vXoOvYnd+4ceFNyxKxxYfmL7xxeTy65FC9LnCLLAlxjWPSSE/jj09hPENPg8NT1uXkSjhz51+UcpXNjo+Cy1/zEhZ8dSMeb6mnT9S8LNh4BaHU0ECAcNjvCMTNCheSHKhqCaHYQ8v5iF/0GDnFpExOAEJJqyR5Mhdy8iNwjjqwgaehdP3TqYwP/mCl0/if4WKGQPuU01myTIN9FVWRFwh5fAVXmgbXTMonpOQvyP3JS9m63pECpjaHZSjoLqkhIm+c72alAivEI3Kap857BadOJWdF3a9LQxFeF2gNtizriqoVagryvkrXOnFgcNWRtSmx56plk+A3aJWvtAVFWmmKeD1Jr5V9IT6nUrLYUh69xWlBidn0NoHjnS4hOHfPYHL1xt3dH2Gkwg4A665eIO6DY16GbXoay+A/qqjnLQzO6wrOmxfsIlCeq7eOYxrVabAPUk4/uOZUuw7+mIrT4Krjwwvj00B/0u0mh1eYpsHVk+SaWrqrxBu1eg+zMl7VdhghCH2XSLGclOmruTVWb7ncREFDnCDu6zhw+mDfnsUFjQrZf7SCTg5v6MzPb7H5+jf1bGF1CFfz6q0ty9qcQqQ7nlven6blEBXipMrQvmLfwMoja9O21sWl8pbR6JGxo9s7DTabhrPFXGanVm51Wi3p3kikP21RCn6H3WtQWNO9YXdb1Oz0ORUGv8PoEni9z2OOzt830rpxbkmDy5NztyA+s19Qy7pkUSwMLa/S8biLm8Z3nAjIZFhsGvc9JUQ41/K4BVqQV5/kJqjVsgmsHu8tVe59UQrzbiTka9i87aBBQA1NaeARiPEAl6xL0D7G2JN+FBZz/j85M6cgGb0G3C+3JnsSpcEQ+xhnqibx6u1gz6ZM7hsN0fANhSnqdabjUQv+bZRiXs5o1W+/msIfOX8r4oMLGHFE5od8AG37Au49GUwHpep1rx3HGOc05IOWFjI/DfYfjy6DpLEf4zGhvvxSAplGyrqGbe97h20/e3lnZ++FOrvu2CaODNw0vaNl8/yiQMlUjJL2l1d1F1dUPGL7ukFbOho22MwONz6uQiJOX+23D9o3P7Cl8OyWz+9uZQ0mIZey+E2UEZr3ubFiaigDIQVhDeDZgIcRI47WXPXXOJFa/VFJNm688Etod3qhfd+HtU+G2qEEOsGIIpOZxp+AI4ZU3jFVLJLeaVA+rlvaNQ06G4JyZqSJ2X57Wb060EXxw4pL8m/UhSjx1/L+J7Yv+9D6riDHx+ddP7kvONab0lFIflGB1rmpeXsGvcDY2jc3uvGOlZHqn/XRnqStpZAymJND6dRgygS+sPpz13SHRrZ/+LPL53z+gaPbKkqNVucP2INGimHp9s23DGmsenV+49EdxXlZE6U1a668bZHH0z4G1zpxQS2ttQMLoRxXP56Sy438NP76FGYk+Wlw7ZS4jF5dT93WNCCl3FUNKFGnznqpgyNSBuWVcp07F8y12ZTghfM/QzVnBB3+Z97EKoinrFGvW/e2B1owMmg78cSbjCVs7ygoTBG0VzUC1+IPpA9qqRzWi42eweL4DkyPBfEdFcrOeiQrksqfxh+DK1fBv3iCyrSSkWmgO25e2j0NDDMLMyuFkRbVn+EuUWiFGiRrihWUct1fz21j7AAo6XpAUyshnif+UN4/uXvzI9d0enrWljPjrY7ijoe2Xnnf+rSjZTzbvrbHW/3h0vnjK4RYX3J4kctaHM/HB5PmK69YcyVYvuLDE4nQ/OsXFtbMH3RZKyPL83MOT+TiC/b25lbM7bY6B+avxHu654z0OPOpuDl8xfnjvvZc2mLO5Ns9o+NjqBYW5MfXoIxOYl1Y66QtBclSCuZtPY0/DieqAsnT7VbkEXlGkSTunFSsmUWe9TjdhkPqYj4sXBxGfbGKzxOv6RLzD5+8NrJkuGCA66WhmFBlUWHBvhG/RJKhK++cCHXsm9xz02Prg9U/m9PD6dRAwiREe5NtW8APRx/77B3bK4xWMAS8zrBJxeu49k23DGpEPZNff/vStQ/t71722Z+u3no7pMaO+cn83LTZg3zNkAZenY1VnpSwypMSVrmqhlWu/juxCvFqdtfU4Q8d2xDI7J46BK/B6p90sZFSdjgpaONz4DUl4MK+b98Nscq39u178S6EWT6w9MYl0dDCw4vgNRJciLDKXZBIj8kyULonn8ZC+OMVlrfzNPzBTDqtZ3mIR9NfBwQ/grClETl5KRZoBZeBMLwk+Y7Job1zPg/5X45qhfz+ZaONl+NKDYPgjCng8CdMyu+ikMj11lrqQ1SchcY37KFJPuw3OaDJcAJKOxSPoHz7KRplwgXYEtjvM3BOW7BOhG3++1TCA3+w3LMStvFD/W6Hk7vvlJCQh1dwudmwBjlr3w/UzCo+U6+LNoNpzpCoaJxJcOpVcs6s/0MrVEvDo6XlfUk1JCi5WhxYf21l7dHVSbHvmomT4C2KZ+SX4JnkSGfJ1tJrdVtRkVZ/WPQ6heDIzv7Mus27O5tYZiHEMqfgGJdga5/GUviPK+rR+f7Rin901F8hNFB//RFimV6Ic6daW4U8gjCD86MIwjid5OAKCeRcrMmaUCbxXigm/w+CmFNDN01v69q7tJWHIIbjqNScjZ2FBa02T+/m/p1qLQPhPM/salnWDiFMTzy7YjDDKKVUZyquPHFwaOXRdRl7y+JSz9bh4J1rPn5FXm+x81pbyJr0WRxWS6onGBvMNAGMJd0fdbUgAOOQ6/0Os0tgeb/XMgNgqNzcDZD3RKgP3qjjl+Il+MUD8QvlWh6wQI149QkZAjBQM2T+cfhCvGHQ7mFsKR8K8Tp/gYWUSyjVKvCgTIx2x7MDEd0e1lTdjFf/CVx5MXwxx4PORMCjxX8hOaVg29sv1eALpIPVFxCPXoJfEJaF+EXTgvALxKx1/EKdBldDQWP6G/DLOwAr1BbvCl+ODd58enfb1kV5XkXiCMBQoe7V3S2rurz2ysbBllVhCb5sqMOXrKfXv/nBHS1nNj+0u403mjRas1+0Qq4220xidh4EMFkLYwvgmRn4QuCpVR+r+TAXQHn5MsQvWWwA+7dG1eGhC889xeIj2BCIlKfxx04wViuTewa/AVrpP6lo0G9QJncGsATT0qgX2YKQTjJJ+utFzf2NX0DrvFxR6Zb2SBV8eqZB5XgFyt9Gfe6IVL8HJFatnHhlItJEQxMRy0n4fJb4X3oAlPLwCUsvAVnyvwVkvdy299Edyz64tsOnYSOjB57c5x/pirPQHiCQTvPnB5NjO/ucQCh1j0bXfnRpuFrVBrsS1nw2aTAl+hPx3rgJHFv7hf29s2GWSqNVczqr3hEyUmqOabvi1jkS0Fr/sZ2ZkZwFAa0tty/wuDvm1/Y3xiBvnZZyP0tY66cQaxkg1vrJFGYgtQhrmd4TazVSiNaR1mmZAiKtRQhpBXIdNlwJvnn+JwaDoCeA1qS5HNAqtLXlJJgFcVa7RDMIZxWgXWdtUM3ghedOIdoYBMnTlwFexWcQ8IIERNUIiCWwrmn8AyeoXDs5u2qyrqIyL+2V1hLKW8NFa1mHZqik9CXwDNJLZVDVDVRdQNUJlBVAyYC8H8j7gLwXyHuAvADkeSDPAXkWyDNAFQeqGFBFgSoCVGEgdwHCCWjYdZb4+7pToyts5cQl/4D0uvT9UGNjV/KdsPHl9muO7dn++Z1FV+caCBtb7IVtn9u65d61CUcRwsbVXZ7q6/pIObJg3BDtSw7OtZtz83Lxvrhxw/q1a8DyJR9elYouPDhWA46dIyvyo4cm0vEFV/Unls7rt0nAsd1TDOgRdEzGxcja86d87fm0aE4XEHRcgGRDF5SFZyXs2IN1S9jxizXsOI3fcMKn05nyp0EFSnsIIqEaVIRn40dEgVw9kvW9MeTsipyyd0Cvs1xs7sGpayML+9JGJcrmT8cqY4kFewfcePwDC644sizUsvvRnctuWdPpY6t/NSUHkomemKALdSUc+XQM/GD00RqMNBgjNnvATLE8277xlkFbpLDx6Io1D17TFR7d/qFPp7bcvsjrahtP5eflRBVvqsnGJRd+KbPOxpIPSljyQQlL5ms54vN/b454a9u1z1z3gRM70+3XPn3w8MkdmeofHYV5yfy8otVenJvOjRWsuHjTd44O93/k2zd98DtHhvs//OLHNt067oouvmnJFR8ac0eX3Ij2lS/8BbfKEk2/16emXJLf69CUtVa/47xUBPDyfq9yQ5niVlQwA5WceEoQORJXqOnXWbMNwqS4SelUSWlOWYrg1lIyXchr9ph5+S0qFK6qoJV1uQQFwkJZG9aG9KWA/27G7/UmxIZhsK3u99pxKiPI4xuR02tLrQBRup7c/H/g9BLgo1HK7G1Gu1Yh50TDc5kuP8u7c57U3NYQraSVMlyu0ncs3lJafsvSmLlzz5IbwRf0hg0ovEJhCLldyaBXdyY93tMimiMO3mw3Q9zo1tsMnM5l14eHN7Vn12w7NH5dQRrryIVfEX1wrEuwqxBGfOgdGPF7CCOeBlqsFVOBYoXhb2+9vxVv5Vt5BBm1FQ5ixl9zTrDDCRBs3ChMg2Qz0Tsq8dXwfU1c1vkF/sewsa9n/+dWtawdSkFkQXAaKtC+qJToT4tiaXHHRiTsUXLNrbGBtMi68/7k/EpUhUJPcJLiC/O3VuYdXhIT0wMx5JwFhQUH54c0BjOvFYPWiMMgGvSerMOV8+rkeq/d4tHKDb6cA06rzmw3QU1jM9gFnrPb9O7uDT2p8c4EQ8gjlQWQz7wX/goxVwSLQknTdjzpYqfxzScCJIklpsG/TQkBS3Ia8BVKFnNBpOvaQNXyekPZjxDjbOwI3h872nEJPB7TszfQtqQHHfis9rN6jVyGqlL30rZ4VyLbG+ZvUKhV8up6vPo68IKOVPJZqpZMnnpWbor5LUG3WwBVrcgqSMgl5+9VGX24ulqs8cSqC7+GdOKHFvfY01gJF5oY8vMVPabp+A3nPObEdzofgBcC0kFxGrQej66HNkRaQpM1kmigSanY9Pvl/fe/0x2G2MhQL+XZ13ftgytzKwaTmlqaJznjK83NFUaypu07LLGQTyvqRQdub9YIuo4RjGZ24s6NebBs8YdWpijewGiMXqvo0slZHWcKt3r6+2VymegCr3nsKIDBFhDpFwEBQHB0b112/oo4CnklDXVH72QIqoztDb/YtuMYA9lB81Q8riMdjop3GnDHdRsr00DdEKb1bBV/r3+sHu7bRG5H23bcs2z84IoOL8eFBnbct8nT3xblVFCN0LQnVQl0TrTbgS7V1u1dfHhh+O2hYSERC3HGcIc/0BLQgdVLPrI64+lcvuumofKHb9q3LAeNa97tdQQEpZJSRobXFWg9q4Jm0MTgiFzNUfOuLJvM8Q6JBnwX/kIkZvDaD+t47RWE16Cdv33KtJ7e9DfjtQSKhKk+INe6s/5sh42Qgw9W07xOz+FPsAaNnHjWGvbY+Lff1nBKglQbWMKeKbWk5YawhNda4FrcC9cC4bVh5BdL4psleLZpNjw7jR+An+7CD1R4qtjVnksG5WTkV+aN/b+qL4q0lfaP+MVq2m82wqmvz71tuz53xfpPbSuJxcWtyaG0mN/8ifUb71wVN6XmZFoWtVirvx4aC7T4tZy/MzGny6iLDOZTUNEbwt2xbF+IB9bB3aMhF7R5g3N6yxZjrjIc79oyEvb1rS2HBstFo6WlZwS8mmzn7EGTEPS49d7+qt0WDfohHAiHBEvUyQu1Mwd9cI4OwTnKYn0Q6zhykExPYByHldGbkMEgtpwGamjXdgHNSa9XEd8oTgNWqlz4nlhH/u7+MtlMXKMUj04cYoP9O+7bkl7cHUbWBXKG0qH2uanyyg4n0OXaupyLb1gUbt1y78S865aX/fzbQqQ9AAlVPzwkJGMhvNx26837VxQYrZZR60Te4Tco1Kw6PLS+yEhkeu3c8Q+tzbvKy3Z90DFyZcUqxtq9c+YoGB6NvwDHvwmOH+1BQqwj4J+CxODED2MMZgHp4/xG3zRIXx7ryN7Vb7Ypsf7T20euWdrh5xPrP7VjzycnAtW3tf5SAAUo6Hwt/nDJpcGFD/zzkTmezjXX3rngxn++fc7IkW/duvWj467IkhuXbKldIT/th4RckcVRTBrynR18ys7zmInWQdvn+inPBuQ74xq4AkGfc5JSeA/HWfkipUBUSEqtOH83kvro3QtPGSwQD0FB8XOl3hax+6MmxcNKtYpcZfGiWHSvxeIXKHzPOgoIcZ/gFFj5R0koXAmoLt9+nBL8aD97HuzzAlkbJyd+dAHdz4dzPEe6f12O5jwGZcSBur+kreYvubLuLwGvIb0Xh3MO9V7kf0Hv1XwmB/TcarU15fUmrXR1o0ZQywloCIIEbYl2ZzO9Ye1qjVC9Ea++CVgQSSUfaxS6eExhjAYcMa+Dx2mDhUVpcpjzR+KgWk3CtVk7W9+14saT4WxYqnPzkKTv3uDcx9z4TvcD8EK43WQL0nfx9dRpwEj6jv/79d3l9n9qCq/mQelr3/25TW2r+yMMMtMVlIJyFua3pubkrEZoSlmT4YBWNFjseKBRIqa615TzLjyyNguWLrhldUat1dGcyWs1u7UK3qDVBdpCEA/pZTKZ2QV+AFWeCak8M/0tHA+MXoXWsrfOP0jftU9GWhGEQW4TqO8WQH0HdbxmKh4n/fBa03VMg5neR89d4qK4KK64yWfFTXdNjB9c2upWq/292z65xT9QCtZq4zEqpTvbHexa3mLBvdfOXbB/1Pt73lP0pRe5DEEkPvxasHHxR9bnvZ0rdt042HHrzfuW55Vqjma0otYZMCgomorNWZ8XvNH516z2l3x6UQ/1nCjG2yU91w9peMHMHtD36ntAr9b3gLZPie+v52ZtAS1AAanVT5BaVyaQa7cRSnBzNYncdFoeP84a1IqGqnuLhu9rqo6xhGwtKUnZEVgRrsNGuA4eLIV1Il0XxhdiWsyLL6hQVrXDqoU/yvRpqAAxrA2/ssIr022FhDcsJwK/Mm4s/5p4b10nv6yqk7/3DtDG73x71d1X5M258VK8P2lOrz26eu1ty0IrVuXG8pbqmz393X2ctzXc0W5AgTS+vIcfmzc8BgKfesDRfeVweLS3zSLkysPxnq1zgv6+dW3zD8bEUtcc8K10W2vKGPK6dY7BqscSDwUMWn8waS2VWyUMhuZieZ0mC5M2SIpXHtdg7afxBRAKQEWGdn4gYTLHo6jklKauzRo7P6+U/rZ9H9kl8fnEck2wd8f9W4Oj5ZiWQj5Zlbc4lOhZ2WYD2kSp07P8+nnewsa7Vs6/blmrR/1nIdTqD7X6ONZdCGYX45X2W2++dkWe4rScy++EOoxhmficdTlaz6nC4/tGF354HaLVnTeKYxBuWRLtLm8xqDc341RIH4I2SIcZ8E/Atw78Xmivi2DBcXY+RJoLJ8lF72WvGy4TqHLz12669bn9xa6bv3bzh87uL1Z/7ywvb+1a2W5z1a5W/JZP/vnxiSWP/vf9n/rLkxPLHv3Tp9W3nNgWL+16dDe8xoq7H2nkfMNbSBO02a1PYy78jorKyNMMbR0nF6LQwBel7GD/k0AVD81SJDThGOJXu1Ggis/iMbLKEwQpA0gSNONU4Bx1YMPIXv/PGXv9N5K9fsUpvliqmeybJZN9PjLZl07KF8w22dHlfxSqIm3ruBqhKj/tGo+wxmg5lF/SFWNQPUtcQek6Jq7p3XDP+pR5+OZt94D/Qls7W2whkVYaox5Xwucx/K5vz6p5Xldr1Gz3OmhLwiM4TbzW7xMzyw8OlK+//dGtn6xt70i12H5J3AfHvQTFqqTwr73Ddv95zXZfLNnuK0/xDat9YW2jRyZt9MyHFvuiOgW9b6zK/9xcv6/twJnre3YvKqJdHpajk0Mbm4EqV6p1KPCTZ7Y0A1WW9ac0CslcVwodE1f1rLpzXTNQBVw9dmRbWW+1s1pr1BXzWJwWMdkbifSlrQoh4LD59EpLui/shpPp8DmUer/N5DJyUpzKgv3DrRvnFTUEmZxXj1P5i8xH6iXc0l7DLVc39nm0ddyy8IQMgpbINNgw5RqnFtarEf6jwEXmM2gfY2xprx+lj1Y1Y1VuRLEq8RYUq6I1oFiVL4JF4FAx+UdUoQclTPtjLVglFrPg9zE8JZMzOuY8mcD3nX+qRhdzIV0cITUQu6CzKDjTxC7nID10TAMf2u+BQnL98fgYtNDXSoilRgKX3e/52/GKtOFDzMSrlLeMpzilnEAbPqpA16rO94hY4Z1Olw7FrIAvbPn8rjZOENSsOeiw+I200WIUs+PF5LAUtmIJ4Okg2vext+Wrb+A4AOlVtyEsWo9b0cqJF6V5SEA9juahrse/UdfjX0d6XItWURyjF/4vxnLI7rdFfC7d2z41tMflnJEn/oBiOdqLcMFQ/+qxHLB/L0m6rP/CL4jXIP+iOIbwVM33HMKiWAUET0I1Fp0PNVhkUrHoInvs/3vYAv7C3EcfPNoMWwiZKE7PtV9xy5DGoquHLezrWfbgT1Yjf7OnY0EyNzdj8tT2d/5CnJbm/77afspTpBaQPKBd0/VtFReAfPYtyY9wGv8mnBTDhZ9UaPQbA2AJ5FWob1pA2LXhREVaL1MZ7VSkpd21SGPZJiJou8JS0dSfAL+ZJd7rz2f2OJZexkXRgb/nnhJKMVbbVbpoyRUsWvJCmz1iZdCSozWv7yvBNf9+7R5/Bn+T/JlWIaOg1rpbarPhXwH3kD+GbXSzrQP/Fn5Q+hzTbCvCv90ltambbR78K/g3ye/DNk2zrRt+bgf5Cmxjm23DsO0J6W+5Zlsc/u1O6XN8s60Nfu649Dltsy0P2+6V2nTNtlYCw+8jB2Cbvtk2glfAYfl22GZstvXDtv1Sm6nWBum+/YIPfxOfJ+1BSGcnfy6dnfw5Ojv5BLvf8wR53Ww447sEziguQTP4m5HFNy2duHHcB69LVt445v+OwZt1ejNOTu/NObwZF/elVf+0uVja9PGJlfdcWSxtvnvd6NqSYGlZ1TW6rgivK2ty03YhCe7BhyCWsUEsA56uUBKW+Z11H3mgvvsggRnyPXYfwD0qIWi3B4zUPt7AkLicUn0RinWH2ebRyk40znfhHS1KXG0368wQAGzCZTggoKWN+tBxIY8fhHOTxwpPY3q87WTMFXNhEOYuq2hVnkd2Wg9bcavx+8H9TPZJ4tqaa6CWrePFurQmpUj/vykYRcAPqtmqyJs0cthH9iZP3KxKxh3ZkEMlpxSEQh/vHI30bOhxaRJLhwdAmNFeF/aSnF00uawm7gOeYiqi98e1Bq1S77LYXHqzwDpK8xKe3vkberq9tfwjcK13wfGMYouexmLg9xV136C3r+jt6/MWCY15Gm+pWDFN++dzFb15IJf8YudQ+DN2O9m5X3WMFx5HhDATeNI8I/mecSf5SwFJfpYvuYlG0AFWAt+VW36gLz5cdKmgYUkzCluszVfu1gbbI+00g9KOMqrKQF8y6ypFHUo1hRMkE+0YS3St73QODAd7EqKtMtFupzlWpdY5zQ6rhtfEY4LPzMh5m2AQWXkm7g1zAmcPQP1AMSYDa8sORfvXanHCnmhHvOC5kMS/iffMio8FJxr+ko9WWCFgij9ed5bsow68m7Pk3QJMdBdhDiKDf5Nl1lBGv3TatfpVGqpeCKwUfyK07ow3WHSxa2iu+iz42tdNPv8NDWK9gdS6bUaPVVSDj6Lk0JI5WwmAVdWvN3CoD9+BlyH+nv80VgC3NfYGwH9WKEzT8tAR9wNu3A1l/lQ8M4CuFV5vHEAxJ2dj16ie1Jm+2FhnJM0jkV3/cLSJIZ+WTsPtSC45MOztLgTUchmODsQqTKHWsCfn0/HeYsDXZtWzOjO4G50WZTXVf9dFDV1X9PmzlQ29PqWaYxhe1OktvJxh1dAQt5p9JlqhNYI1FkGpcwiRwAdwS2lJbT91GI79CUjfcayC5SYDhWlw6gRlMlEJlGmHxajs58Nh0v0wv7/t4bpUu9Q3Mku8vWMPwHBZ3wj+RGTerp6V+3rMtDU7/5oxcybi0CjQ/qXK7IlbE11hvWVBtmtVm+3rlNFncRdNakvQag2Y6WzH+n5/acOtcyPr1i7tCUE8o7ZYzDaOhNLHnu318aKrsqLHFrKotWx+MKLlbaheVRzS6E64vg4sgM4u/lfN7w/+WFFhBkJ7VryGPvD+Xv+6SsV3EiQlr/5FxoohRyhlJOTAUj2rUSOHFvgLhLNy8BuDTTRqzr+Izoaj06B4tz8iOPRKknfW8re0wTk/DufcgaHawYNnMD+YxDjMCSYrlEjbRA7+KGOnAYLDBTBdYZSRNOG537C/5QHiuvcIh/U1XCH5Sz0hgJjxhOQvcoTgxx++t3/3WGR41J50awPDOwaGtvW7usv94z9IJVNJRgzZFvGsI+ES/Wam0NJaoPbsNqZHC5U1AdafKLrT8wp2S2Yw0Tbh8q0BGa/H7+RsZpMmUX1W57BaOM5idfCBoF/KvwXHfS8cN8KLGRS7AJ6S/Pmt0+BkRROofB5FvT4S3W/6guK6y8W7+pr++/y74EZFnJidleBeypZdcM2YozXlYyAj0RqFNdTiS/ZEDLjGE4ybelZ32CAp9k9c02P6BtBYAhZLwMzQZr/oKP4wun7N0p6ggmFpSqPXxJ00QzkyvX4lxyhc5eWljg39gZYNt4ZzAxEdbw8arUGrRluTJ60XtuD3gSm4vo5Jq2wa3FZR6RmrSf8ZJQRDicyL51/MSJnamnJPfsmx8tpZf/iC36ejn/dF477naS2r/rIvHvV9Wc3dHnA8r2FZzfOOgN99Fr0765b2wquPgcP49zEP5j4L6fxj6DwbOIpIDkxNGRz0TVj5nHSg7dXaqWFIAe9yoO26XC6fIQHvdaK8OoQn4+Y4d9qNUzqn0erVyfDJ3W/d/MG39sLJIVGao/Lhwzd2d994w6FOgoQNVO08Xz/sz36pP96nMQf4mHSeDZxA59nAx6ZYkap1CB1oa+Ck5oG2DjgN/tkH2vZz7owHp/UOwenhZVn4TybTeqwmp04F4G+4F7pvPHy4jPz9JM0ye//rlpvf2o3ywuEkSXQeuuFGSH+JC7/FP4j/0wxuOyHhthO1nBeHPA+QH/jbc15AMfZBz9CeeQt391jdg3vGlu7pEr/KmIIWM2QUDeQWm99IgcG5h5al00uvGx4+uCKTX3HtUGEkKRgSw/mOuTHemBxu7EuCB/E7UWYehNueqTBG/jANkBvqEHlD3Q018W5+qBno9qDSGHTYQxC6aQVGBuS08piM1jrNdq+O1CtUCukEOvjnIsTpFjNv0tLkOhyanzgpl0n9SEIm7Ybzk0f7OXrcfwphtxgCb60Vlcr4WPCQOvtZAkvUKrXM9jT9HYitW81Uu6HpgSqKa65Hkc5Rrz0ZsKpIlVymYMOtI9EyxCRceKAwBuQs2+d3yniXRSsaDOrtlqDHrbP5NVpWoXUYLWbOoGMsqb6wo61zIFTxwjF44BoPwDGMYVcjvPa7inpgxDvQ4h0Y8LYQDMRrwUoaY3K5EJbkkrg+eU83FgJC6A4Hy+oxB+fAS79zgGMO4HCQ3YfO6l/S4/p/kshiAiGXXbtXTkh6b+UE+l/aXrw8npO9h4cpf/EEzfiXIKIbiM/f2xfqLwa1SppSWUItYUfUota4C6EypUZ4hlH2VDrCaVs2YlfCKSMAIafDHfPi7RNlB+/OuMPlkP659GjOqtLwWq/DqVdzakYnslqbniI1Zmilq2Uhj8XH8iypMelYg0ZJGbSMEKkEremgXSkzBzKQV7gLf8G34bdJuK58Ca77SEUvBCxn4y/F8fg9dXB3PXXDDLib+EfQnSKDb9MwFZWpju5+TXEqdL5L8TKhdaV94bxbXaG46k/wzzw47XavaaQeWkOyDtFgNxnUYFAG50OmgOr5VjuwViWaTkF66MZvwYoIv6cgtvNGvVHGMg1+XaEx5uUsyN51zA7sErhLDaBrRWcUByCETzwQOnhWeEnAhY/XCaCB7ibe/zCU/yJ0J9TAXT3ZYHd43t7haH/GwShxuUKuMgeKYVvUybd2hjoselZvBDepNWpN9S1tnGtb0+N9OTO/1amkNYzdAflGzmhoyuAUAkEFawBRQWsPBJ2bcSDEh5GODcPxroD0j5DFyKQvMw2mTlCCQMFlO1HxYNSPkyB59FjwueDLQSIYJI85n3PizqPsobPFl4p48e7GSBGVTzQG+g6ch78rzvPPhnkrgoMbO+Zs7XW65t68zpgKOxgZBE8KpeAI2yKtXk4cjHQszJu/6gob40ba4DQgZfO99OIOd3DuVaMjH1xXIpU0rRP0ooaEE2UOF5CnNDdaSsY1TKLs59Vmb83u/QveBtfYVsN3f6zHdfgRviO1nzEdpG+4HL4jLhPVAb9HRil+TWjEkD2SNhMkdqH6fxlOowY/pDlKhnfxZkHQVLMKCkWBayjwA0cgbJdpLAjX2eHcb4Nzj/a5urE1Z7AwOIbpMS/CdXbWVYvpSJ8GJ9E+F4TXTupk7Cuxf4kRsQI5FXgh8N0AEbjdfOilTnCmE3Qera1FbTFKE5fFe+8S5oEQX6CO+FBSrItiPPL4Nt/wzuGBbYN+rTvrscScWk/vlQMDm7udnYXKwHd9yVggnmFFPc0g2K21G9Xo0EEmPBUfTFsMke6YORHyc2q7P2EPdKVEU7TDnx6y2Ob/t83ttIg+vZLXC9VXWLNgYCiDUdSojVrajWjTAudnBM5PGNLm3ElzBIkUjGGwHCTSis/1cgtoOXrW+pL1x1bCaiV/kARTyReSePJOf10Q39GkziZ5zo7tuFTsXhzG+o6UVSPueTevs+TjLjUKFxO9SUe41ccBsT/SsShv9sP5GN7c4/wqA6G73qGnlVCAGtJg9dgt6/JySq3W64NWJaUyh4oOVmfJDSczi8ue4OhVpVQFTo7ZaxS9Rkoj+ZAS+NX4B0mHViFDW2K3SG0+/AbwICnCNrHZlsRvwbulz1mabR74twNSm7XZxuE34NtIPWyzNdtS8HPdpAa22ZttYdi2QvpbR7PNBv+2Tfqcs9lmh5/bJn3O1WyzwLYRqc1da8PAhfiF14kvkul6DghwCuWAAKcuzgFRaCQgaaQkUchUOmvQ5grwBE18QqW1Se8hkzEsimM3sLLfIs5ScgKcLBLru/DvZEHWI8W8tEMtvgFbfgY+5T8wCqPBz04ZKPjjHO+kwOvQXF8BXwcgl72OCVgW/KjCOxffN7Lmvu7Npfssifs430bYsfK5N5Bh/koN1TWZqM5B7+gt+T6g7/1AIdhN6awBhzuoJShiPaWzBR3uAHx//lH3wPbhBdvKJnf/tuH52yriV9Qml87oNtBqo1Nvdgsq4oCnX/qIufaRTvErGghvTa76R1wCxaBJU7B6KEhR2XWFRkf/orxxIBAdWlfovGIwEB7aWI63u9W8tzUcKrg1Ol/u/NsXf2BDJd7m1vC+lnCo6EIfQDYLh23ElsmWy0YxBcZiRmQpYwmsgJWxfmwuthhbhV2B7cCuwQ5hr1a2z9u0dcHW4r7r2q4L7twb3etcvd67Xjkwh5mDVXpkPVwyq89uvW7v+jk92WzPnPV7r9uqsC5ZYbIO7b569Oqua6/vuz595fb8dnHZSvtK7fgiYRHe0iHvoMJxTfzq67evXNQRj3csWrn9+qsV/o1r3X4s8WLiRb6ew7xetOC9XwD6C+3f8xdIfHjcuWwmHahfdfWrsX5t/F5xyf2l10t/rxAuvvdd8v2N5xGvJLPZ5F3o5U+ZVCblRe+qhTT893gmlcrg4+j1vIga8Bubnz3/RDKbTntBKptNga+hX1ZXoNc/oU/fhd4RH08jCJbKVP81k0n9GN6Ae+CbRejbDsAX8KV0Ind+AL67O5nM4s76h6oK+OYX6M++n01m4/ANlAkm/Nv4X8lfaOXKU5KM2Ie/jH+Z/A94Py1hrQX4C/gL5B+wElaaikTUtmlwHLmQjnPx40EO/picZ3PT+IXjprPkNF6tB5U2d2rfOIeylevqiWLrpZ39gYZFL8XjFTpqqdYahiK+ILPmo0uGJuysnpYho4BWOwJpR2YoIaxZ6c36rWpaq2C1MlrPsu5YS2DZbeuysvHl9+5od/EqVnCak04lxCtata9rWe6qG9RavVKudCbNTiOrUmlZVXbj3bVxEoI0zmea494l3Z+Wxr0PfwkfI/8Ds2DxSVIzDZ6sqPUqFaZXP0aSvOwJ0zNwsDx+ob7fiorIz6RBhsB4JpfwbMiIj+k0//0mzfP0m4FSIeQ0gcOslrw74rrLHfQHqy9pWLUG/4pocdfy3SzEXyA05B9gn75U7+O38d9Ka/Vs4x4Upfuz0n0QPwfuke6fa37+Ven++eYYe6T7Lzd+L3NLY36hcU+I5M/h/bn6879MzJGe/9Xm9z0hff7rzfsfSve1OmMtkFZGIa10Y12nIl/IMA9ptQiD640DGYTBNaxuIKPNaI3Fz7eLpB+Sy3Hjo5BqLtT2Eks1wolELo53lbwYs9zoTVA+u1K4JKtl+Ghk+Ip2Z7kQV6OtL5pRubN98Za21OCiwVR0zrqipS0bUMjkMqDQKB3xFrfdb1SlhhYPpYhnOibaHXKGo1ScwWnxW/Umfczljvj8pYWdpYUlq1KjpeQMb9b77ZyO0whmxh3xePPz67r22/gd0jx8U7rfDueNkub5W/V1+bZsv3T/bWmeePxF/BPkLzAvVnkaA+DJkyRpMCjE0+AO2MSDRysqhdyAttgcDCIzQiKzTM0Oq0PG9kTGJIFeHgkbvpklzgHswJjpAOWm8gNPrVrzrwyhDbutPmgmzmUsDKDN6hFCpXOJnpgAaOKt6h9EEWjAlCCqof1Fq75k7XG7uq1fUjHQOlWLAuyzBf8OxCz/gbmw9BTPK9TT4OnjmMkOLycUFvUTBriaU5T9CVltOdMSMn/jR+feqFfCRs6EWq64GWRuq3lkEV8M8HTVlcZRlE28+n2W51nwXBrtCVdfAb00Tzg8kUIewjMzD74Y8fiCqRJvEkxcdWkIYdC6DIOTF8AqFaNPrdEIfoamCa8Y8PnPqAMOhpE7TsOp1GFy1L9Mc8cCwInMmF5MQ/KTXmBf7aBOVgngkiQS6m4z3yCRCeC/J8lAzh00KolktRojVHq/I+WXk7+V0cagxx8XafKVz48TOsYoN6iQB/xjH1aplQStJ41qfJLRKHA4UHV15DyyL+ryFupnJ0RHc6YMWpv/NPghhEYm8NqUVku5psGPKxxGGWzPHPYd8eE+n8L6jAYxj/8ZRZ15avnYS3XLrlZeV5p1hQZEQE3+tAJJJNWsCElC5XWNN/iX8+HotoGXTG636YU7bsvHyuO/yZcj2VIm2DVSGil1EWfLK2w2UbTjD9nEtZtz8438yr9G/U9kqq9lM8+H4BrU5SmcYSfmR364H0NSt8AhqMQzatRbyxl5o7ezfHGze2e0A4XkVeGlYEuhsPX+K06jLn3jyrsy2fxXhfzS7mS6bXHRItu47RNrY7XeQDX20XX5xW3OqldsXVGX3ZIsx9xY26TeMQ1eq+gVJtbEYgr9mcP2I3bcbpfpztCoV44zsovmEOKMmvZqJLS/1N6vqyo4b4hud2m11Q2oi+BeTqfjqm/8QqslVWrVL4BBqyXsMVetj45EzHmXI2a08/JJV82fXJftWCs2PGWxJATYyxMeDPNw0xDzahOO05iRM+JGYzZcepagv5dFndV9P1zv7PmDr5hQMa/ERF3JcjOMdrF+zRdyngbD1ep/KOQzWBfpZEJTU7L+VLs3v6jDddUVzrDmIKvTsUBhdKAUV0vXrf/klmLrjk+vHd0laWVyRU3Hcoynsrx44Fql8g5nNOKyW6rP8wZerRDzV9y1cvUntrbYJY1cWxNJd0EU2jJpVMHRHmdNcrQ0Gow1fX+H4pACVygIqw5xKVMTeRlJ5k1IG1Pp5oqgBfHMUqtoVJn6G/y3wWIp8KdAsRQMlorwTakYxP9TEieh6r+iK/4jDc9rqm8CNbrW+oV0KKbGjFCpgtcwOUY1Ze7spIT1R4AiekSw2Pji2hfW1rSufyEH2CbV2Gn4ZWZom1WPC99vaLlajbkZ1VbfFzCivMX55iPuMeUXtOlDHlFGqTScUq2g3TrRggZDPJFf3O6UqygZ5fTn3AoZSfsKOGDhv/ocQ32PRbHCpMigyWW1Ia3F56MwLS2KrFNAs0ti7MzsoqRt6XQiw5cuymmP8ppfNMMNtx7K7Ylymr+K3AfeoJGSfRPNB+rbOTkteOyOgKDSGL7zhlqB/0qJEt8qGQWoVL/M8TyH/5CD/6o/B1aUaBzVTFfZrdXfVz+t1zb5FuITTItiHVhIIphCYlL2e7Lm/L34xsWMKS0/5MQeyIl3mNzhfDYKeZBwJzyQ9Z5Ha3P+EWdtbhDWwSJQQ6jcmFOjdLkEOZK00FICP3xKcClYgg6IEp8RtPS8DJqjZoAy0hS1FLX1qSGQL8I/e6paUfZaowXqXknaytzeYs7/vCKQSYfJp/35vC/g3GWP2AXVJz6tMli85r1Bd52KmPN/0DIsi7Pn35Tup9weWvCaquPgcbPHSHvcdR5C+AzLYckpj8qcOA0ehu914OGTZjYkpG1odWWY0Fzd5n5iHZXWsugSAUFvuLTPOjth9Of82cacEmLENmJ020T2eblSIZfhvmzeFbStNHstgvoehtcwSgB8uaybUDulg2lgC80xjFKIGKtXarRaDf6Mw6HUO03VnwkOi8jptZyDBlvR+tf2qOvYElqmDqQvOPAT2GwCP5lS6r5X0xffIy+jL5oVRS4pOUHMSa85uvLM0/B11VNf+vqCiWRv1DC+Cr3K1q395JbSuZdW37ul9OV/ueaQt3Np/uB13q7lUj/qmBbqXzeWnHQoENeqUUcqFKZ2nJHLKfsZHqEwajbYn1UCorHX9w4tJinWJ8Jj+0ZzgZZiwGubLlwRzpe/Jvrjuniqu1X26/KmweDPpeWGk8ULtivG7ZB7Xq80+gWxNcQEWaghvJyLmgY/PY5h4Wnw+nFXikPczQve1DPPsS+zP2EJltUlz4g1/tbVKEA65YFQAar/mUkgfTHD4QkQB7PNk3rXEYOjgh+AmBnDD+WGsNfu1auIPmM6ZkWDcZtesUe4NbuH+jvCXTT5G8GXNKdaC901nkdJbR5vSVV/KY3teZuI45qtEyMbRN+ae80GXGZ16xTHwzWZWcfOmIA5JzESjuokR8uY7+nQlCtrUw6R5Lnz5+o03OjxjFLD79BxTyEBdEoL/+ExTkfeFfOef0R6+GJvLOlE/F/H5JgN86FKGa9JbP/acSWUk4jjv0fUiS3TJLZGtaSajJF0aZM7qCcfHLl2YTySy0bn9PQOQqkTltGfedg/b/8CcE7SMOWlw3Pmgm/WlQNo2ABQ3w9UrALjiXtpCkt46ESC9hDJoluE7z1kzhZCS8hjZJ2JM1IhV1TxLW2EEgh5PjK1/2ZS29JgJkN23VSSZNCsNxLyI06RGkvU7Us6WNmmVQRnT3ohWGVkp3FZPufwQ6x6cB9BG/12Z9BIE9dfRygNPmcsJCPwt1kdTchoiAjurG7T6GiSoHUc/hClVcIPKlimSoHfQ4tLRqh4dVUN/ojyOKqMSj3TzN8MfkQ+DIelxfRP8RUlc5jUXpS/WYLZEGPXdhwAWE3qbEExHVaOKjq6AwmTjKwGZRO0WonrRcAbjQpGr6mOoO9OgSheli2FuNODmc5iZqIbY4kuzAWvJNEqiY932/WVN7zGZUfnhv6hdW1me+eGgeF1reY7NfaYvZxBr11J/CurUaDe5o+vqF/XL97VJX7oyKKdXZaP1HwkoIxbZeOYHTNNMsYvwcfTmAV2gJA6kC5nZqe6RWfj5OhNuVbfoqa+rJSmeq1azdIfuEWnpdT30G5v2LCbVoN9TrPZ6THhynHG6LfZqI1KOU2dv1pEz62ATjwhW4nFMcdxNc6dhY90woersAh8h9cf/kaN6+tPRw+dHXqWbxYraezlJsTqPM7AiTd2Z3NFW9JvUagYmqP9mQ5vy6IWGx+Z07oXFGgWfKBTjMQK4pE5G0LxkhbaLV6rXa0y8LQ9NxTx989b1b7PWePxHuDBo3CNujD/ZMUyTXRPeTxk6FnYyRLsrkFaqlwzOKT0ToBUt/39krUgyar8Owch1ALoAB6NjW5u93YknVBzUSqFJZR19M+ZN1GkeZ5q6R1JtzkyAZuSolQs402VQ5t2jg1NrMPF9hUdTobXyZUml9nBatnOYkvZ5LQZu4vRNp1Rp3PZ7bRKx9Mr1wxv0suoDTXaDoAsPigbgXaxD3NPQuBAdJ+yu0VopYnPwMEp0Co0rU00spnYkHocd820rNEBgeLhBo1dLn/QVv13OaMi1fTLclYMO5GcZX6G//Tfcb7tFkajYW6RsTZTrCSAW9RaSqbXVUMW8Hx1GZrvYeDFfbIeqDm8TyNCRNl8Imi6vZeZ7nef7eZ25zt2O32BoS3dgZagqFCqVCql2ZtwDI4PLrElTXpNACxQc6ym+idjwlhYVnHjybZ1/X4lrSZJu8doodV0pb+1hxbMYG7M6vHYT+KErbRImss85OUWSCchrIR6HoM9DwRIB+o5D3uem8XTF/e8FpFQ118XneETLtm+bPF2r2qbt6GkV5mi/Rv6MkUlRC0MyVlDtlRP1ABcqzJXrrq50OrrsnKOhMMRs2vwCnK2l9Z/aF5sw5ql3UG1TCnY/UaFShnpX5EW/PsPdlWM+u6lOUEI5Gp1N0Acz8oGIKbQfQlKo25Mj7hSooSZfUrQjObPSROMZwm5ivyNKhCzOlkSqKrnbDZwQq+TkXqbyag+/4xRrVTzFL6mr1vECCj3nHgHnCszFsAymP8poyoS8fkI27N1AZiS5E9zmTMNFFhnmOZSvyOUDB2qqxf+QrKx45abDtwysrh/+ODB8rKSpXdofOzeXClfYGxxdzqpLve35Mvl1nac2339hq3ljbHgyq412yyp3kjrqmBsFeiMZXNRg9tp563l6idivR5nTzJTzGL19Q5I6x2B6+2fFAtIMthsigQaQ6BOqgqi7RLJIJMsXPAem4KNGnrSAFpUYmxgU19sRENTDE0aXTFrpi9mAM6lidK8tNHTtaptbEPJ8GG83OaK2dSZsr8P/4/YhnXLekNaWmkTPYKKUYX7l6ehcdOyqNS+oS9Q2nBrfP+VxmDW2tFrR+f/sJN4jNg8o4PicAnKUAfFIb1W/jYdFLN1rOnuX1ky2drX9PSvKhk/qrGGbe1J9FqJ4fz4DcsSyWWH5tavi4ZWF4Wrrh1ErxLNLcXO4QyxDuIb8biaEb4Eny9iNOyBTOoBVEIvNoJ6mlroUiXE0Ez1NjWjoQ8c9lLMEcrlDuq30cwfbQbBajOAZ3r17WaTcgnExKrz3xNqsr0f+xruILZhMTRyLXyeEz45Aq/4rJHPKB/iErkNZisf3GGubmANnOmgKyLS6bwl5hUVKppiDet6C+MFCxcaKG4HQTN2oSj4AnHhgDMX82v9KVbHmpxGkeZc5ljZ52zvHstegfo2hD2BW+C6VLDIZLtnmoifsFjIeOgs7F0B9tIArxxcoXaItGBHM/+w8gGzlI8lMrShxdMSc8iVckqpEP0pe8/AnKVZmmVVxa6hZIsthVQqNOyNK+as3Trat3QlOJyZm7NQLEcq9Fa9Vc2qC4l0Xm8x60pJX4bTcZzNJKpY19hYeSkvUy2UeCeBfQkvEKvqesfuhaM7RbhFmkZ6pwzZpvJ3652CUHb4/NAgh+tL0vTX5BpzwNEaLFPMD8Gr/wr2pfdSNE3tlTEmgz+pB8MMqyJ4rrrDBA5V763lKHoC1xOLG3onXtc7cah3arMtzfXfrXdgz+t6R+/v21Dx5wMmhVKpUipN7pitb6RnoSVu1Gp8oIdh1Zq3hZg+t6jdCe7ILGhzKShaRppteiPk4UJbuqTUCsAaMNts5k/iuDk1UJND7ZB/g5BOQlihpnfidb0Th3qnDPXODB//Q3onjwfdlWWlkdV5ndIY7lnTlcwpWYamSc4SsCQ6Q3rgWJ7csOxQtugpi6w9amstgPtzi9tdyUV7ewIL588puWmZQis69ZCo/t9UbPy0hRXSsyzMhAUtfXSF3KBtLIbtTKrMUbA6Rw9Y59gD6xwHbHWOMLzOUQXdC/CYQ1VHWp6X5d+/SzIyjAuEhJkVBSVEhXn+CQrxsAGb8kzsVpZioLFqS4bV4HJOHFjO6QPrHE5RdXVFRWbpfdACDxhwwDoHFsWCOOocMdQqRwy9xtFtqCtt9Apy8qgoq8h0cvP1m2RsZmxi7GCgy2vrbG5sbWNhzViWkB0ebRqurhhoHhQX7mkcqKgWxCiopqujpmIkK2H+75y6lby0lZaWgQ4kfjfC4xdYz5gC8wqontEFuVsVmjTZkSIYbz2jhr2a0eCU0HZNctb25OMC5hJWUQVtaQNnLVFG+RDd3GhF+ygrn0QzkRZGG0t5HWkeAxsVZyYdtbAQX2tlfi52cXFZEWB6VrHx1RKWTU40CbVVNAwtUU+PFFHUkTC1Arf1Gf47sUoBw52XgW83sGx1ZOBlVmEARa2oKSSXgKYqWH4J8XFyq8RkFtnseyjKL6vILqqtLApe57GCdQ2LAJsxAw8Dx0YeVgbw9RsgfbALOJg/8gvI/77GLyDAz2Ysq+aiLSmlCdK3i30tkxuHITD2OTaCih1gX4ZZUVTRjannbwmHYQsDAwCoHfdoeJxjYGRgYGBzlQ8SWVAcz2/zlUGegwEEnr6M+g6j/+v9K+bYx2EI5HIwMIFEAW1RDZAAAHicY2BkYOAw/DeZgYGT87/er2cc+xiAIshAiAUAisMFyAAAAHic7ZltSJ1lGMf/z33fz3FzNoxKPbmNwEnW2kxapkedMp3HzTknKTih9hLY1sotWqVrGotlZR1GUR8qI/0yRhhJ9AJ96O2LRLQFLWot+hBRBAURc73MOv3v5xxfjyfPmYqtXT/4c79db8/xOc9zLlQ/oQpEvQI4JwH3cxSrh7GX2qlHsFalI1PloFPfC2WWoph6lmqmmqiV1A6qkVqvbkafOY1M04mQKUG9m4qQ/gEhNw0hxgipY9BmB/d2IeT7m/vV1G5sNetpf5j7H6Fcn0OaW4ynUsqxylyHdP0ZbtJnETSb0aWbUcOx1viwST0Gv/4Y2Xbf+Z31pobP6C+8eZfvMLrsvtni2Xcp7usCbFRDrG0zOtxzyKFvhl6NDdbGxvdiM65+EFep5bjSy2froZ+18zQSHtYPIduK17ug6AF+dn5sXNgqLg5MEKnJ2pkidPMeabGKsXsa3RPX+ujk9XRYG95j3aYXzTHxesf9+X3711g8zxqb74n6uxEfNTKlrjTcYEdfDfMORRST+ys0TRxnvI6/xmOY3Cn59qHSKsaH35dJOQdwJJFco/h6sGraWj7Bkpi9o1hnNTpPJs9UUjpRk7IINb6lqEnW1/ch/IsXw29OwD823wd/Qr5vJWY3Gs/a++rgX/RcbA575maM76XcHhvb1KI2kXzT4fyGLi9GAG1qSfjMhcaZC9xT8Z+HLt9j5jVkzhTD2rgVyEzpofJmtk/EZrao91CohtGiqlDEMcD3WMD5FMtUL7LUebQ4B1HvHAmfVu9z/gBazN20/YMa5rt8OPL8UuA6gFLnT/qdj+yZbFzjnR3jOz6AtdPm3k3x26r65vsq5xfnW+9e9UZBEIT/AupFfB/3bA9OJhNr6u+suHblkef+pFz3ocTK9jjJ5PR8t+Ee6o6xdbR/jMk7ksDv5EfQkWz++cIcxxb1DfvMX1Gvf0Ele9cV+kfUs19t1e8i31SgjvPgNH3x1RP64gaqzPbH5gCa1atYpvvQoB9FHXvblboH2/UJNOvtyNWnENBfo1q/jFuoDmordSu1mtpFbaCCVJFVTH1VcevzatD5KFMulqs3sE4N8rfEz8hRr6NSfYda9RLWcF3KeSH75ZLRz8AZQh0VnI2vehP59M1V+3GjOkC/+5Gu7kKBOojr1U7GfBIrVBuyE7b7MrxmLv6+7iFUz0UcQbhUMB+gdbYx9BXI0qlo1xlo1HvRrt6mnuH6EJr0nWh3Brl2kafOcuTavMAze96PJrvnxbiMZ4+zFxrkM68dbV5t/cizoxrA5eq2xN6FgiAIgiAIgiAIwsWN7TG9MTXaL0b7TG8+Q5/p2fRH/h9uz7xeM9pnjvaYgiAIgiAIgiAIwv8X9cRCVyAIQjyc5xe6AkEQBEEQBEEQBEEQBEGYjNqPAqqRqqCqqGupWqqQKo2eF84qRyuKqG1UkNpE5VMNVBlVRRXb+USf8PHZXZcgCIIgCIIgCIIgXFqE31noCgRBuBD+AcfPHfMAeJztwXFIU3kcAPCn19lSs7VbZrtV67Vby3bm7cwzr7Nau6lzzbXMbE5bOn1zrvV876fu1lOnyIgYEnLIIXIcIkdIHIcMkRH+ISEyhhwRIscRMkRGhIwQkSOktylDnCZRBx19Px8Mw2TrCzA3Np0gSTAmOBKGEzWJLz6b2vX35/1JNUnW3dm7HRwJZ2qPYc+TZGNKUkpBylCqOJXam7s3lGZIm9nn5iq4v+1P3j/ES+P1fOHkC/kjB7TpgvShg8MZ0gwmI3yIPDQiQIJ/v7QJ04Sew9WHl46QR8VHe0ViUbboH1HoWM+xFdyIW3CEu3AP/gs+fhw/7ha/L99XzEc4GF9CRS+eKD9RE/twrZQTd0D68qQldjL61aarkZkqto8dXnuqjO2X5coUsQ/YA1tcjvwarV/NSo5Vr+/f+mnRhlRs4PQse/7ts0e/6ZOj7X6rybGeST8zk/v8O0f8PEP8s/yz/HxufvD75XNda3/QF+yKPI/FDrz11PmpC90X/O/3YmBjBaO4t/kl7NKfyodK7+Y/Uu88qNKohgu5hahwpqi3KFycU3y/eEmNqwfVKyWKkkcljzSYpkXz1+VMtu+yT8vVmjfs0/pLsf+4uLSo1AbhB+jbWMfZJneLiliLjtI5tz1xJTWaf0UYey/u7Ieol+it+vmrnquLZfVl89dk10bLs8qZ8tnr6usvK7QVkzf6b8wZnlWWVQ5WLhiNVZwqsupVNVU9dlN9028SmJCJMXWbQrestxZqsmq8tbJapnbcnG+eq1PVTdT563n1gvr7RCrBJ44QUkJOnCNUhI4wEGbCTjiIrmgP0UcELWKLp0HY0N7w2mq3jjbKG39vDEbaMm2Ubfx24m2znWO32efvVN8ZJOXkH+QYOUEGyBlyjnxBLpGrTZwmXpNy5xQGP840b8cCGqd76D76V3qODtFhegVhiIO4KAOJkBRls/OQFz1GT9gBFGiWNCMIIYTwE/y0+WlLLptpmW6ZblW19raOta44KhxuR+gnLbuX/dypd7qdk3eVEEII4SeXghBCCCGEEG7RezfMKJkR5nVbRdvjtsV2Xbt3h8sd8g5Xx6Irz/Wza7lT2tnduRDZlRSNQwghhBBCCCGE8B3mQAj/j98ACYD2TQAAAAEAABuLAKEAEAB4AAUAAgAQAC8AYAAADQIBPwADAAF4nNVZzW8bxxUfW3L8EdvoJa1RtM0ALWIpYCjXQWLARlNQFCUyoUiBpKz4FCx3h+TYy93Fzq4YBkHRv6Lnorfc+ge0956bQ88FeugfURT9vTezyyUlGa6BHmqZyzezb973x8xQCPGza5G4JvjftbvXf+zga+Lm1hMHXxfbWx0Hb4kfbf3Gwdvi7tYfHXwD8N8c/I54d+tfDr4pnm3/1sG3xHvb/3TwbfGDG9LBd66d3Pzewe+Kz27/wcF3xXt37jn43s27D37l4Pvis/f/Akmubd+GcA9YKoKviftbDx18Xdza+rWDt0R9q+fgbfFg63cOvgH4zw5+R/xw6x8OvinOt285+Jb4cPtPDr4t5Pa/HXzn+u9v/NLB74pvb//CwXfFh7f/7uB79x/c+bmD74tv3/9cfCekeCwe4fMJoGOhhS9SEQuDz0RkmGsCSkXCTw8zGlAk6njTECH+pBhgbipmeGd4pPCtgH2OZ8CY98Qd/rQxM8YbJRaY7YOqAq2RWDIkRRcclqCfM+cQ0JQlkvjEwFlibcFLlrI/Eh8D+qAcPRE1lsMDhQS4Enw98CEavnjlcD/HaIZZeptDTlPqNcK8Zl3CK+WZsD2k2Md4jDc067E11nW0dGKnqWQuOd76rG9h5QXWpjyTAytg60nMz3juWHQgE1lH87qI7fuM1yvGUGIOnmTtgJ/SSVTgSp437FsNWQovrvSg9xmk0FhpYAXxnXz86PEn8lj7aWziSSabcZrEqZfpOKrLRhjKgZ7OMiMHyqj0XAV1ee/OvTttNU7VQvYTFY2WiZJdbxnnmQzjqfalHyfLlFZJov7oY/kBfT2pyYEXJjPZ9iI/9l9h9vN4Fsl2HhjiNZppI8MqnUmcyn09DrXvhdJxBE4MptLEeeorSSIvvFTJPApUKrOZksedkexqX0VGPZNGKanmYxUEKpChnZWBMn6qE1KReQQq83RoYI0mO1ezYzWGXqjHKYB9mC+E8cR+HOJ5MX+ecgZVF8vVotK4T6WjKC2dK1esoz3nQDGlMz+F4x4j/MVzlRpS4tP64yeb1DZpXc7Rxq3HUUh5H3CMUZS+4nierMXnxaox5XGOWCuwKfvmGFMmao7G+kofeM+TWeoFau6lr2Q8sR4rg2+axnlC0348T7xIK3LKm1crcWkYC2RUDgo7wDRi12WBFEdMM8Zq0c39Hc/sIhLkURrH2esMNccSm7o20T1OPumKoWYjTDA75yRbYrQAlHGBMhBkDDhkAazpqBBoPKeuhFiqGTvC8ow41X1WNnKxQAWsw6aYYIZMkHNpMUxXuSKlOdltkTBcLg271xZ0KmWJmy+4zEEnZIMmTsoIM3PmamkaLiErCYhjwrpYdxTOsLKHXE6pRM5cSSepbID4LL9mjbOy4FubWS62wEVOLxtgY8ZcSVzViKz2Na+zWr/CuH4hNR8ytTlTWLIdctfGqvYuwj5yJT7l8Mmcl01ZvBX7WroksNpYGacOhzL3G0c9gxbWQ+ellzyOEUq6+ZpeRbD7kMRj/r7jv5lS8xjVD0XRiwxKXqoncuLNdbiUC53NpMnHWagkcisKdDRFBQVqpuZYGQVItTRCHanLTiYnysvyVBmZKpRcnYGHb2rSzD00At9LANOSeR5mOgHJKJ+rFJhGZUzAyCSNkXeUdqAehvFCztAJpEY6+5nUkcyoMUAyLEFBjsAL6T7WUyZsGWXq6wyL9StVLwrmQyPnXrSUfo4eZOWmyhGhI6QedEm1ofKvvLlEAQEbUJxixuhvgJ7FUOicVPIkusXc8qIy4c+8FIKpFBal4Ms4IZ6KPfyF7KCUdwvzCzWo7irdHnffj+B+AzjjPU7MddHjXckSsxNOiAxYIYdOhjl/vdXMsiwxT/f2QuWlUX1e1LE6CuGeij7KzV62TOJp6iWz5d4kjrKPQm2yPb/oUIXwheg5MzAla1MKzKyIU+57higZYnJ5mTUc1QkLajccBT3Kqhdcv2wmLTkD7CYkKzdWBXYR976rTRTFNS7EhJe4DVi1DiVslsjFv6Wi3NhzNUdxxmjW3Eo3ZjmKzN3cHGVuha0l6YWZSalD7Y2an616Ads6c9XVbogt31rJZ1MDWyUWbCefa+JlNls4TTVvakPevhZb7U3b0xpbOXeAv7u2WbycupXhbW1b3Yra7iVd/8nYc/5aH9jUYFX1N+V6VokB0sTqYrth0e7TsrMG3Fsi7jHelZra2PPWospW5tg9rVYWzjmP7FEg4Dqt3Tbe0iHMkGv91TFqj02R88yKepEhutI1Z1wEtLNzvTxEjZylJ7yRs120sPR6ZNfYOx7DQbmH2DxWbGbDzkbNUFzoFtw1NUcAedbDHFlpCozi3Z6j+dXGUWXXZfCqYqw6XiHNf3MYfMPDl/zJBo1uQUP+tIzol5izvioix3bg0B3aVhH+ugNlEZlXHyoL752UGWQqO3frdxsNyvGzrSJy/q+x3qk78BVbatv/p87XRTzb+ErcjtByiHl/6bGuRbR4YnWw3qxr/wN/lFbyWHeynXY1P3A567s9ZcSyVo+pmtuu4fh0Ml7tX8DD9aM1PL5bsVFQ2QlXc+KN6YnV7r3AvrzK1TaqXGH7zdUh7371ht6FXKtrj1XmrDpS4cOaKE4hdNooxqoSIQmfM+xmY1bptFbqMcuiXMfKS19W64n14Z7zuOFMCUsZitxej6U3t2q101stqx1nPaZXlliwHedv6ceiK+S8pbOWURUJAn4Sz5VdXgLDr/SQ7DU12XaAgDUoOt/TC9XcA9WYK8/ll10R94ui41TPIkXPuKyurK8yXC+sv8ZO98v7r3eFV9PSAoYjNWLqNpMunvLeNgqqva4tWozRF4cYnaF7DnimgzmJajrAm+cYHWD2ADMPgTF07x+yx864J7WBd8r9ztIY4NnD+AXXukMheUyjL4DfAy1a2xJfMo8WqA0Zc8C0jzHbxXfL4dGKJmZOMSb4iKuh5dfDKnt913H90Uo6wrwsNVyXqsMcC8mOMRqAftu9bYB2h+mR/MT/kOFeKeehk7TBNiLKRLMJibo8otlTfJ8Ab8j8G6yzlbbHOhzivdWlxRIQ57rT1eKRfZ67N+Qjkq+Lv5VWDbZBm6VZ2a+J7xNITvSP8HbEnaKPlQes6ZCt13I2I227PFppZT3VZG3IqmSDA8DH+ByVthvw08oyqFBbt90Zv19hWf0a7tlky/V5ZL3R5NGIfUVva86XA9Zjk+sZR2KLsRqs8bCMkEOOXit9EZ2WR78iieVHvq3KUkS1fE2OWCrF+1Pn6Yt2Ias32CYk17DkfBVlm5+VSzWTJ0moVSDp2FiXL+Icp/KlzI3CaVwbnqbDtp8qL1M1GWiThN7SXhokqcZbHygK356RiUrnOstAbrzk03xxP4vj+NzIOC2ACXGoXbwtTNI4yP2sRlce51hbozUFAx3JxUz7s4pkCzDVkR/mAV1jF9LHUbiUO3rX3hNX0EHhddLaa2UdTWWqTJZq3156FAz4rqOg9YwtsKPBJVNzuphM6XYmiBdRGHvBuvU8ayqVkjoxWOGZZ0meyUCRmoQzU2GybtG6bERLh04O0XwXM9NjDZnrdGc/gtCTmO5kSGhn7JocewbSxlF5eV64YcddFKiovtCvdKIC7dXjdLpHoz1gfuWu2XfhYA4MvmkhMpf/LnDZff5fHUaXML4nQ7+MoRUZR52rME6swdd/OSBjrv12QOqdkIMM34dDd5hBYd009WCdoCYnqVJ8sTzz0im0JjvDXvAqCMh4nHk6IrN4/OtFEWtvrgeJ5BkT+9qjGAliP5/DK579kUGHsM0OUVzTVw7dzxff77JEAd+6WU9cisf3eTRdCbmaCzmSvngdasSq5U20UvsTDjhwIpGGNboz1BP6VmyQJIdCZsZJC9LjnBLY0KSLE2i4B8WNoqvAONH25u5KUW3Sg6VNHGdpFmIxi+ev0ZFSIU8jCKOYQBBLE7MsL5WfFSG2imQkQKA5+Z4WYe6N43NV+R0qijNKHHttqF0y21hxr8yMbh7Hai1/vYqqKQlgMoSThpPKO87XmcBmXbslh/3D0Vlj0JKdoTwZ9J93DloH8mFjiPHDmjzrjNr905EExqDRG72Q/UPZ6L2QX3R6BzXZ+vJk0BoOZX8gO8cn3U4Lc51es3t60OkdyX2s6/VHsttBPoLoqC+JoSPVaQ2J2HFr0Gxj2NjvdDujFzV52Bn1iOYhiDbkSWMw6jRPu42BPDkdnPSHLbA/ANlep3c4AJfWcas3qoMr5mTrOQZy2G50u8yqcQrpByxfs3/yYtA5ao9ku989aGFyvwXJGvvdlmUFpZrdRue4Jg8ax42jFq/qg8qA0Zx0Z+0WT4FfA/+bo06/R2o0+73RAMMatByMyqVnnWGrJhuDzpAMcjjogzyZEyv6TATrei1LhUwt1zwCFBqfDlsrWQ5ajS5oDWlxFRn+/P++Jf4PbjxoXHicbNZTlBzvG/frKduumthOuzu2bdu284tt27Zt27ZtO9nv2u/+z90HOweZ5yDzfLvXyueqSkAT/t8/f/mEoQn/P3+8Uf/nLyQBTcAS6AQugU8QE6QEJUFN0BL0BCPBTLAS7AQnITEhWULahHQJ6RMyJGRMyJKQNSFbQvaEHAk5E3wJ/oRAQighnBBJiCbkSsiTkDehSELRhGIJxRNKJJRMKJVQOqFMQtmEcgnlEyokVEyolFA5oWpCtYTqCTUSaiXUSaib0BNBE/4iWMLDhEcIjhAIiVAInbAxYUvCEYRBWIRDeERARERCZERBVERDdMRATMRCbMRBXMRDEpFkSHIkBZISSYWkRtIgaZF0SHokA5IRyYRkRrIgWZFsSHYkB5IT8SF+JIAEkRASRiJIFIkhuZDcSB4kL5IPyY8UQAoihZDCSBGkKFIMKY6UQEoipZDSSBmkLFIOKY9UQCoilZDKSBWkKlINqY7UQGoitZDaSB2kLlIPqY80QBoijZDGSBOkKdIMaY60QFoirZDWSBukLdIOaY90QDoinZDOSBekK9IN6Y70QHoivZDeSB+kL/If0g/pjwxABiKDkMHIEGQoMgwZjoxARiKjkNHIGGQsMg4Zj0xAJiKTkMnIFGQqMg2ZjsxAZiKzkNnIHGQuMg+ZjyxAFiKLkMXIEmQpsgxZjqxAViKrkNXIGmQtsg5Zj2xANiKbkM3IFmQrsg3ZjuxAdiK7kN3IHmQvsg/ZjxxADiKHkMPIEeQocgw5jpxATiKnkNPIGeQscg45j1xALiKXkMvIFeQqcg25jtxAbiK3kNvIHeQucg+5jzxAHiKPkMfIE+Qp8gx5jrxAXiKvkNfIG+Qt8g55j3xAPiKfkM/IF+Qr8g35jvxAfiK/kN/IH+Qv8g9NQBEURTEURwmURCmURhmURTmURwVURCVURhVURTVURw3URC3URh3URT00EU2GJkdToCnRVGhqNA2aFk2HpkczoBnRTGhmNAuaFc2GZkdzoDlRH+pHA2gQDaFhNIJG0RiaC82N5kHzovnQ/GgBtCBaCC2MFkGLosXQ4mgJtCRaCi2NlkHLouXQ8mgFtCJaCa2MVkGrotXQ6mgNtCZaC62N1kHrovXQ+mgDtCHaCG2MNkGbos3Q5mgLtCXaCm2NtkHbou3Q9mgHtCPaCe2MdkG7ot3Q7mgPtCfaC+2N9kH7ov+h/dD+6AB0IDoIHYwOQYeiw9Dh6Ah0JDoKHY2OQcei49Dx6AR0IjoJnYxOQaei09Dp6Ax0JjoLnY3OQeei89D56AJ0IboIXYwuQZeiy9Dl6Ap0JboKXY2uQdei69D16AZ0I7oJ3YxuQbei29Dt6A50J7oL3Y3uQfei+9D96AH0IHoIPYweQY+ix9Dj6An0JHoKPY2eQc+i59Dz6AX0InoJvYxeQa+i19Dr6A30JnoLvY3eQe+i99D76AP0IfoIfYw+QZ+iz9Dn6Av0JfoKfY2+Qd+i79D36Af0I/oJ/Yx+Qb+i39Dv6A/0J/oL/Y3+Qf+i/7AEDMFQDMNwjMBIjMJojMFYjMN4TMBETMJkTMFUTMN0zMBMzMJszMFczMMSsWRYciwFlhJLhaXG0mBpsXRYeiwDlhHLhGXGsmBZsWxYdiwHlhPzYX4sgAWxEBbGIlgUi2G5sNxYHiwvlg/LjxXACmKFsMJYEawoVgwrjpXASmKlsNJYGawsVg4rj1XAKmKVsMpYFawqVg2rjtXAamK1sNpYHawuVg+rjzXAGmKNsMZYE6wp1gxrjrXAWmKtsNZYG6wt1g5rj3XAOmKdsM5YF6wr1g3rjvXAemK9sN5YH6wv9h/WD+uPDcAGYoOwwdgQbCg2DBuOjcBGYqOw0dgYbCw2DhuPTcAmYpOwydgUbCo2DZuOzcBmYrOw2dgcbC42D5uPLcAWYouwxdgSbCm2DFuOrcBWYquw1dgabC22DluPbcA2YpuwzdgWbCu2DduO7cB2Yruw3dgebC+2D9uPHcAOYoeww9gR7Ch2DDuOncBOYqew09gZ7Cx2DjuPXcAuYpewy9gV7Cp2DbuO3cBuYrew29gd7C52D7uPPcAeYo+wx9gT7Cn2DHuOvcBeYq+w19gb7C32DnuPfcA+Yp+wz9gX7Cv2DfuO/cB+Yr+w39gf7C/2D0/AERzFMRzHCZzEKZzGGZzFOZzHBVzEJVzGFVzFNVzHDdzELdzGHdzFPTwRT4Ynx1PgKfFUeGo8DZ4WT4enxzPgGfFMeGY8C54Vz4Znx3PgOXEf7scDeBAP4WE8gkfxGJ4Lz43nwfPi+fD8eAG8IF4IL4wXwYvixfDieAm8JF4KL42Xwcvi5fDyeAW8Il4Jr4xXwavi1fDqeA28Jl4Lr43Xwevi9fD6eAO8Id4Ib4w3wZvizfDmeAu8Jd4Kb423wdvi7fD2eAe8I94J74x3wbvi3fDueA+8J94L7433wfvi/+H98P74AHwgPggfjA/Bh+LD8OH4CHwkPgofjY/Bx+Lj8PH4BHwiPgmfjE/Bp+LT8On4DHwmPgufjc/B5+Lz8Pn4AnwhvghfjC/Bl+LL8OX4Cnwlvgpfja/B1+Lr8PX4BnwjvgnfjG/Bt+Lb8O34Dnwnvgvfje/B9+L78P34Afwgfgg/jB/Bj+LH8OP4Cfwkfgo/jZ/Bz+Ln8PP4Bfwifgm/jF/Br+LX8Ov4Dfwmfgu/jd/B7+L38Pv4A/wh/gh/jD/Bn+LP8Of4C/wl/gp/jb/B3+Lv8Pf4B/wj/gn/jH/Bv+Lf8O/4D/wn/gv/jf/B/+L/iAQCIVACI3CCIEiCImiCIViCI3hCIERCImRCIVRCI3TCIEzCImzCIVzCIxKJZERyIgWRkkhFpCbSEGmJdER6IgORkchEZCayEFmJbER2IgeRk/ARfiJABIkQESYiRJSIEbmI3EQeIi+Rj8hPFCAKEoWIwkQRoihRjChOlCBKEqWI0kQZoixRjihPVCAqEpWIykQVoipRjahO1CBqErWI2kQdoi5Rj6hPNCAaEo2IxkQToinRjGhOtCBaEq2I1kQboi3RjmhPdCA6Ep2IzkQXoivRjehO9CB6Er2I3kQfoi/xH9GP6E8MIAYSg4jBxBBiKDGMGE6MIEYSo4jRxBhiLDGOGE9MICYSk4jJxBRiKjGNmE7MIGYSs4jZxBxiLjGPmE8sIBYSi4jFxBJiKbGMWE6sIFYSq4jVxBpiLbGOWE9sIDYSm4jNxBZiK7GN2E7sIHYSu4jdxB5iL7GP2E8cIA4Sh4jDxBHiKHGMOE6cIE4Sp4jTxBniLHGOOE9cIC4Sl4jLxBXiKnGNuE7cIG4St4jbxB3iLnGPuE88IB4Sj4jHxBPiKfGMeE68IF4Sr4jXxBviLfGOeE98ID4Sn4jPxBfiK/GN+E78IH4Sv4jfxB/iL/GPTCAREiUxEicJkiQpkiYZkiU5kicFUiQlUiYVUiU1UicN0iQt0iYd0iU9MpFMRiYnU5ApyVRkajINmZZMR6YnM5AZyUxkZjILmZXMRmYnc5A5SR/pJwNkkAyRYTJCRskYmYvMTeYh85L5yPxkAbIgWYgsTBYhi5LFyOJkCbIkWYosTZYhy5LlyPJkBbIiWYmsTFYhq5LVyOpkDbImWYusTdYh65L1yPpkA7Ih2YhsTDYhm5LNyOZkC7Il2YpsTbYh25LtyPZkB7Ij2YnsTHYhu5LdyO5kD7In2YvsTfYh+5L/kf3I/uQAciA5iBxMDiGHksPI4eQIciQ5ihxNjiHHkuPI8eQEciI5iZxMTiGnktPI6eQMciY5i5xNziHnkvPI+eQCciG5iFxMLiGXksvI5eQKciW5ilxNriHXkuvI9eQGciO5idxMbiG3ktvI7eQOcie5i9xN7iH3kvvI/eQB8iB5iDxMHiGPksfI4+QJ8iR5ijxNniHPkufI8+QF8iJ5ibxMXiGvktfI6+QN8iZ5i7xN3iHvkvfI++QD8iH5iHxMPiGfks/I5+QL8iX5inxNviHfku/I9+QH8iP5ifxMfiG/kt/I7+QP8if5i/xN/iH/kv+oBAqhUAqjcIqgSIqiaIqhWIqjeEqgREqiZEqhVEqjdMqgTMqibMqhXMqjEqlkVHIqBZWSSkWlptJQaal0VHoqA5WRykRlprJQWalsVHYqB5WT8lF+KkAFqRAVpiJUlIpRuajcVB4qL5WPyk8VoApShajCVBGqKFWMKk6VoEpSpajSVBmqLFWOKk9VoCpSlajKVBWqKlWNqk7VoGpStajaVB2qLlWPqk81oBpSjajGVBOqKdWMak61oFpSrajWVBuqLdWOak91oDpSnajOVBeqK9WN6k71oHpSvajeVB+qL/Uf1Y/qTw2gBlKDqMHUEGooNYwaTo2gRlKjqNHUGGosNY4aT02gJlKTqMnUFGoqNY2aTs2gZlKzqNnUHGouNY+aTy2gFlKLqMXUEmoptYxaTq2gVlKrqNXUGmottY5aT22gNlKbqM3UFmortY3aTu2gdlK7qN3UHmovtY/aTx2gDlKHqMPUEeoodYw6Tp2gTlKnqNPUGeosdY46T12gLlKXqMvUFeoqdY26Tt2gblK3qNvUHeoudY+6Tz2gHlKPqMfUE+op9Yx6Tr2gXlKvqNfUG+ot9Y56T32gPlKfqM/UF+or9Y36Tv2gflK/qN/UH+ov9Y9OoBEapTEapwmapCmaphmapTmapwVapCVaphVapTVapw3apC3aph3apT06kU5GJ6dT0CnpVHRqOg2dlk5Hp6cz0BnpTHRmOgudlc5GZ6dz0DlpH+2nA3SQDtFhOkJH6Ridi85N56Hz0vno/HQBuiBdiC5MF6GL0sXo4nQJuiRdii5Nl6HL0uXo8nQFuiJdia5MV6Gr0tXo6nQNuiZdi65N16Hr0vXo+nQDuiHdiG5MN6Gb0s3o5nQLuiXdim5Nt6Hb0u3o9nQHuiPdie5Md6G70t3o7nQPuifdi+5N96H70v/R/ej+9AB6ID2IHkwPoYfSw+jh9Ah6JD2KHk2PocfS4+jx9AR6Ij2JnkxPoafS0+jp9Ax6Jj2Lnk3PoefS8+j59AJ6Ib2IXkwvoZfSy+jl9Ap6Jb2KXk2vodfS6+j19AZ6I72J3kxvobfS2+jt9A56J72L3k3voffS++j99AH6IH2IPkwfoY/Sx+jj9An6JH2KPk2foc/S5+jz9AX6In2Jvkxfoa/S1+jr9A36Jn2Lvk3foe/S9+j79AP6If2Ifkw/oZ/Sz+jn9Av6Jf2Kfk2/od/S7+j39Af6I/2J/kx/ob/S3+jv9A/6J/2L/k3/of/S/5gEBmFQBmNwhmBIhmJohmFYhmN4RmBERmJkRmFURmN0xmBMxmJsxmFcxmMSmWRMciYFk5JJxaRm0jBpmXRMeiYDk5HJxGRmsjBZmWxMdiYHk5PxMX4mwASZEBNmIkyUiTG5mNxMHiYvk4/JzxRgCjKFmMJMEaYoU4wpzpRgSjKlmNJMGaYsU44pz1RgKjKVmMpMFaYqU42pztRgajK1mNpMHaYuU4+pzzRgGjKNmMZME6Yp04xpzrRgWjKtmNZMG6Yt045pz3RgOjKdmM5MF6Yr043pzvRgejK9mN5MH6Yv8x/Tj+nPDGAGMoOYwcwQZigzjBnOjGBGMqOY0cwYZiwzjhnPTGAmMpOYycwUZiozjZnOzGBmMrOY2cwcZi4zj5nPLGAWMouYxcwSZimzjFnOrGBWMquY1cwaZi2zjlnPbGA2MpuYzcwWZiuzjdnO7GB2MruY3cweZi+zj9nPHGAOMoeYw8wR5ihzjDnOnGBOMqeY08wZ5ixzjjnPXGAuMpeYy8wV5ipzjbnO3GBuMreY28wd5i5zj7nPPGAeMo+Yx8wT5inzjHnOvGBeMq+Y18wb5i3zjnnPfGA+Mp+Yz8wX5ivzjfnO/GB+Mr+Y38wf5i/zj01gERZlMRZnCZZkKZZmGZZlOZZnBVZkJVZmFVZlNVZnDdZkLdZmHdZlPTaRTcYmZ1OwKdlUbGo2DZuWTcemZzOwGdlMbGY2C5uVzcZmZ3OwOVkf62cDbJANsWE2wkbZGJuLzc3mYfOy+dj8bAG2IFuILcwWYYuyxdjibAm2JFuKLc2WYcuy5djybAW2IluJrcxWYauy1djqbA22JluLrc3WYeuy9dj6bAO2IduIbcw2YZuyzdjmbAu2JduKbc22Yduy7dj2bAe2I9uJ7cx2Ybuy3djubA+2J9uL7c32Yfuy/7H92P7sAHYgO4gdzA5hh7LD2OHsCHYkO4odzY5hx7Lj2PHsBHYiO4mdzE5hp7LT2OnsDHYmO4udzc5h57Lz2PnsAnYhu4hdzC5hl7LL2OXsCnYlu4pdza5h17Lr2PXsBnYju4ndzG5ht7Lb2O3sDnYnu4vdze5h97L72P3sAfYge4g9zB5hj7LH2OPsCfYke4o9zZ5hz7Ln2PPsBfYie4m9zF5hr7LX2OvsDfYme4u9zd5h77L32PvsA/Yh+4h9zD5hn7LP2OfsC/Yl+4p9zb5h37Lv2PfsB/Yj+4n9zH5hv7Lf2O/sD/Yn+4v9zf5h/7L/uAQO4VAO43CO4EiO4miO4ViO43hO4ERO4mRO4VRO43TO4EzO4mzO4VzO4xK5ZFxyLgWXkkvFpebScGm5dFx6LgOXkcvEZeaycFm5bFx2LgeXk/Nxfi7ABbkQF+YiXJSLcbm43FweLi+Xj8vPFeAKcoW4wlwRrihXjCvOleBKcqW40lwZrixXjivPVeAqcpW4ylwVripXjavO1eBqcrW42lwdri5Xj6vPNeAaco24xlwTrinXjGvOteBacq241lwbri3XjmvPdeA6cp24zlwXrivXjevO9eB6cr243lwfri/3H9eP688N4AZyg7jB3BBuKDeMG86N4EZyo7jR3BhuLDeOG89N4CZyk7jJ3BRuKjeNm87N4GZys7jZ3BxuLjePm88t4BZyi7jF3BJuKbeMW86t4FZyq7jV3BpuLbeOW89t4DZym7jN3BZuK7eN287t4HZyu7jd3B5uL7eP288d4A5yh7jD3BHuKHeMO86d4E5yp7jT3BnuLHeOO89d4C5yl7jL3BXuKneNu87d4G5yt7jb3B3uLnePu8894B5yj7jH3BPuKfeMe8694F5yr7jX3BvuLfeOe8994D5yn7jP3BfuK/eN+8794H5yv7jf3B/uL/ePT+ARHuUxHucJnuQpnuYZnuU5nucFXuQlXuYVXuU1XucN3uQt3uYd3uU9PpFPxifnU/Ap+VR8aj4Nn5ZPx6fnM/AZ+Ux8Zj4Ln5XPxmfnc/A5eR/v5wN8kA/xYT7CR/kYn4vPzefh8/L5+Px8Ab4gX4gvzBfhi/LF+OJ8Cb4kX4ovzZfhy/Ll+PJ8Bb4iX4mvzFfhq/LV+Op8Db4mX4uvzdfh6/L1+Pp8A74h34hvzDfhm/LN+OZ8C74l34pvzbfh2/Lt+PZ8B74j34nvzHfhu/Ld+O58D74n34vvzffh+/L/8f34/vwAfiA/iB/MD+GH8sP44fwIfiQ/ih/Nj+HH8uP48fwEfiI/iZ/MT+Gn8tP46fwMfiY/i5/Nz+Hn8vP4+fwCfiG/iF/ML+GX8sv45fwKfiW/il/Nr+HX8uv49fwGfiO/id/Mb+G38tv47fwOfie/i9/N7+H38vv4/fwB/iB/iD/MH+GP8sf44/wJ/iR/ij/Nn+HP8uf48/wF/iJ/ib/MX+Gv8tf46/wN/iZ/i7/N3+Hv8vf4+/wD/iH/iH/MP+Gf8s/45/wL/iX/in/Nv+Hf8u/49/wH/iP/if/Mf+G/8t/47/wP/if/i//N/+H/8v+EBAERUAETcIEQSIESaIERWIETeEEQREESZEERVEETdMEQTMESbMERXMETEoVkQnIhhZBSSCWkFtIIaYV0Qnohg5BRyCRkFrIIWYVsQnYhh5BT8Al+ISAEhZAQFiJCVIgJuYTcQh4hr5BPyC8UEAoKhYTCQhGhqFBMKC6UEEoKpYTSQhmhrFBOKC9UECoKlYTKQhWhqlBNqC7UEGoKtYTaQh2hrlBPqC80EBoKjYTGQhOhqdBMaC60EFoKrYTWQhuhrdBOaC90EDoKnYTOQhehq9BN6C70EHoKvYTeQh+hr/Cf0E/oLwwQBgqDhMHCEGGoMEwYLowQRgqjhNHCGGGsME4YL0wQJgqThMnCFGGqME2YLswQZgqzhNnCHGGuME+YLywQFgqLhMXCEmGpsExYLqwQVgqrhNXCGmGtsE5YL2wQNgqbhM3CFmGrsE3YLuwQdgq7hN3CHmGvsE/YLxwQDgqHhMPCEeGocEw4LpwQTgqnhNPCGeGscE44L1wQLgqXhMvCFeGqcE24LtwQbgq3hNvCHeGucE+4LzwQHgqPhMfCE+Gp8Ex4LrwQXgqvhNfCG+Gt8E54L3wQPgqfhM/CF+Gr8E34LvwQfgq/hN/CH+Gv8E9MEBERFTERFwmRFCmRFhmRFTmRFwVRFCVRFhVRFTVRFw3RFC3RFh3RFT0xUUwmJhdTiCnFVGJqMY2YVkwnphcziBnFTGJmMYuYVcwmZhdziDlFn+gXA2JQDIlhMSJGxZiYS8wt5hHzivnE/GIBsaBYSCwsFhGLisXE4mIJsaRYSiwtlhHLiuXE8mIFsaJYSawsVhGritXE6mINsaZYS6wt1hHrivXE+mIDsaHYSGwsNhGbis3E5mILsaXYSmwtthHbiu3E9mIHsaPYSewsdhG7it3E7mIPsafYS+wt9hH7iv+J/cT+4gBxoDhIHCwOEYeKw8Th4ghxpDhKHC2OEceK48Tx4gRxojhJnCxOEaeK08Tp4gxxpjhLnC3OEeeK88T54gJxobhIXCwuEZeKy8Tl4gpxpbhKXC2uEdeK68T14gZxo7hJ3CxuEbeK28Tt4g5xp7hL3C3uEfeK+8T94gHxoHhIPCweEY+Kx8Tj4gnxpHhKPC2eEc+K58Tz4gXxonhJvCxeEa+K18Tr4g3xpnhLvC3eEe+K98T74gPxofhIfCw+EZ+Kz8Tn4gvxpfhKfC2+Ed+K78T34gfxo/hJ/Cx+Eb+K38Tv4g/xp/hL/C3+Ef+K/6QECZFQCZNwiZBIiZJoiZFYiZN4SZBESZJkSZFUSZN0yZBMyZJsyZFcyZMSpWRScimFlFJKJaWW0khppXRSeimDlFHKJGWWskhZpWxSdimHlFPySX4pIAWlkBSWIlJUikm5pNxSHimvlE/KLxWQCkqFpMJSEamoVEwqLpWQSkqlpNJSGamsVE4qL1WQKkqVpMpSFamqVE2qLtWQakq1pNpSHamuVE+qLzWQGkqNpMZSE6mp1ExqLrWQWkqtpNZSG6mt1E5qL3WQOkqdpM5SF6mr1E3qLvWQekq9pN5SH6mv9J/UT+ovDZAGSoOkwdIQaag0TBoujZBGSqOk0dIYaaw0ThovTZAmSpOkydIUaao0TZouzZBmSrOk2dIcaa40T5ovLZAWSoukxdISaam0TFourZBWSquk1dIaaa20TlovbZA2SpukzdIWaau0Tdou7ZB2Sruk3dIeaa+0T9ovHZAOSoekw9IR6ah0TDounZBOSqek09IZ6ax0TjovXZAuSpeky9IV6ap0Tbou3ZBuSrek29Id6a50T7ovPZAeSo+kx9IT6an0THouvZBeSq+k19Ib6a30TnovfZA+Sp+kz9IX6av0Tfou/ZB+Sr+k39If6a/0T06QERmVMRmXCZmUKZmWGZmVOZmXBVmUJVmWFVmVNVmXDdmULdmWHdmVPTlRTiYnl1PIKeVUcmo5jZxWTienlzPIGeVMcmY5i5xVziZnl3PIOWWf7JcDclAOyWE5IkflmJxLzi3nkfPK+eT8cgG5oFxILiwXkYvKxeTicgm5pFxKLi2XkcvK5eTycgW5olxJrixXkavK1eTqcg25plxLri3XkevK9eT6cgO5odxIbiw3kZvKzeTmcgu5pdxKbi23kdvK7eT2cge5o9xJ7ix3kbvK3eTucg+5p9xL7i33kfvK/8n95P7yAHmgPEgeLA+Rh8rD5OHyCHmkPEoeLY+Rx8rj5PHyBHmiPEmeLE+Rp8rT5OnyDHmmPEueLc+R58rz5PnyAnmhvEheLC+Rl8rL5OXyCnmlvEpeLa+R18rr5PXyBnmjvEneLG+Rt8rb5O3yDnmnvEveLe+R98r75P3yAfmgfEg+LB+Rj8rH5OPyCfmkfEo+LZ+Rz8rn5PPyBfmifEm+LF+Rr8rX5OvyDfmmfEu+Ld+R78r35PvyA/mh/Eh+LD+Rn8rP5OfyC/ml/Ep+Lb+R38rv5PfyB/mj/En+LH+Rv8rf5O/yD/mn/Ev+Lf+R/8r/lAQFUVAFU3CFUEiFUmiFUViFU3hFUERFUmRFUVRFU3TFUEzFUmzFUVzFUxKVZEpyJYWSUkmlpFbSKGmVdEp6JYOSUcmkZFayKFmVbEp2JYeSU/EpfiWgBJWQElYiSlSJKbmU3EoeJa+ST8mvFFAKKoWUwkoRpahSTCmulFBKKqWU0koZpaxSTimvVFAqKpWUykoVpapSTamu1FBqKrWU2kodpa5ST6mvNFAaKo2UxkoTpanSTGmutFBaKq2U1kobpa3STmmvdFA6Kp2UzkoXpavSTemu9FB6Kr2U3kofpa/yn9JP6a8MUAYqg5TByhBlqDJMGa6MUEYqo5TRyhhlrDJOGa9MUCYqk5TJyhRlqjJNma7MUGYqs5TZyhxlrjJPma8sUBYqi5TFyhJlqbJMWa6sUFYqq5TVyhplrbJOWa9sUDYqm5TNyhZlq7JN2a7sUHYqu5Tdyh5lr7JP2a8cUA4qh5TDyhHlqHJMOa6cUE4qp5TTyhnlrHJOOa9cUC4ql5TLyhXlqnJNua7cUG4qt5Tbyh3lrnJPua88UB4qj5THyhPlqfJMea68UF4qr5TXyhvlrfJOea98UD4qn5TPyhflq/JN+a78UH4qv5Tfyh/lr/JPTVARFVUxFVcJlVQplVYZlVU5lVcFVVQlVVYVVVU1VVcN1VQt1VYd1VU9NVFNpiZXU6gp1VRqajWNmlZNp6ZXM6gZ1UxqZjWLmlXNpmZXc6g5VZ/qVwNqUA2pYTWiRtWYmkvNreZR86r51PxqAbWgWkgtrBZRi6rF1OJqCbWkWkotrZZRy6rl1PJqBbWiWkmtrFZRq6rV1OpqDbWmWkutrdZR66r11PpqA7Wh2khtrDZRm6rN1OZqC7Wl2kptrbZR26rt1PZqB7Wj2kntrHZRu6rd1O5qD7Wn2kvtrfZR+6r/qf3U/uoAdaA6SB2sDlGHqsPU4eoIdaQ6Sh2tjlHHquPU8eoEdaI6SZ2sTlGnqtPU6eoMdaY6S52tzlHnqvPU+eoCdaG6SF2sLlGXqsvU5eoKdaW6Sl2trlHXquvU9eoGdaO6Sd2sblG3qtvU7eoOdae6S92t7lH3qvvU/eoB9aB6SD2sHlGPqsfU4+oJ9aR6Sj2tnlHPqufU8+oF9aJ6Sb2sXlGvqtfU6+oN9aZ6S72t3lHvqvfU++oD9aH6SH2sPlGfqs/U5+oL9aX6Sn2tvlHfqu/U9+oH9aP6Sf2sflG/qt/U7+oP9af6S/2t/lH/qv+0BA3RUA3TcI3QSI3SaI3RWI3TeE3QRE3SZE3RVE3TdM3QTM3SbM3RXM3TErVkWnIthZZSS6Wl1tJoabV0Wnotg5ZRy6Rl1rJoWbVsWnYth5ZT82l+LaAFtZAW1iJaVItpubTcWh4tr5ZPy68V0ApqhbTCWhGtqFZMK66V0EpqpbTSWhmtrFZOK69V0CpqlbTKWhWtqlZNq67V0GpqtbTaWh2trlZPq6810BpqjbTGWhOtqdZMa6610FpqrbTWWhutrdZOa6910DpqnbTOWhetq9ZN66710HpqvbTeWh+tr/af1k/rrw3QBmqDtMHaEG2oNkwbro3QRmqjtNHaGG2sNk4br03QJmqTtMnaFG2qNk2brs3QZmqztNnaHG2uNk+bry3QFmqLtMXaEm2ptkxbrq3QVmqrtNXaGm2ttk5br23QNmqbtM3aFm2rtk3bru3Qdmq7tN3aHm2vtk/brx3QDmqHtMPaEe2odkw7rp3QTmqntNPaGe2sdk47r13QLmqXtMvaFe2qdk27rt3Qbmq3tNvaHe2udk+7rz3QHmqPtMfaE+2p9kx7rr3QXmqvtNfaG+2t9k57r33QPmqftM/aF+2r9k37rv3Qfmq/tN/aH+2v9k9P0BEd1TEd1wmd1Cmd1hmd1Tmd1wVd1CVd1hVd1TVd1w3d1C3d1h3d1T09UU+mJ9dT6Cn1VHpqPY2eVk+np9cz6Bn1THpmPYueVc+mZ9dz6Dl1n+7XA3pQD+lhPaJH9ZieS8+t59Hz6vn0/HoBvaBeSC+sF9GL6sX04noJvaReSi+tl9HL6uX08noFvaJeSa+sV9Gr6tX06noNvaZeS6+t19Hr6vX0+noDvaHeSG+sN9Gb6s305noLvaXeSm+tt9Hb6u309noHvaPeSe+sd9G76t307noPvafeS++t99H76v/p/fT++gB9oD5IH6wP0Yfqw/Th+gh9pD5KH62P0cfq4/Tx+gR9oj5Jn6xP0afq0/Tp+gx9pj5Ln63P0efq8/T5+gJ9ob5IX6wv0Zfqy/Tl+gp9pb5KX62v0dfq6/T1+gZ9o75J36xv0bfq2/Tt+g59p75L363v0ffq+/T9+gH9oH5IP6wf0Y/qx/Tj+gn9pH5KP62f0c/q5/Tz+gX9on5Jv6xf0a/q1/Tr+g39pn5Lv63f0e/q9/T7+gP9of5If6w/0Z/qz/Tn+gv9pf5Kf62/0d/q7/T3+gf9o/5J/6x/0b/q3/Tv+g/9p/5L/63/0f/q/4wEAzFQAzNwgzBIgzJogzFYgzN4QzBEQzJkQzFUQzN0wzBMwzJswzFcwzMSjWRGciOFkdJIZaQ20hhpjXRGeiODkdHIZGQ2shhZjWxGdiOHkdPwGX4jYASNkBE2IkbUiBm5jNxGHiOvkc/IbxQwChqFjMJGEaOoUcwobpQwShqljNJGGaOsUc4ob1QwKhqVjMpGFaOqUc2obtQwahq1jNpGHaOuUc+obzQwGhqNjMZGE6Op0cxobrQwWhqtjNZGG6Ot0c5ob3QwOhqdjM5GF6Or0c3obvQwehq9jN5GH6Ov8Z/Rz+hvDDAGGoOMwcYQY6gxzBhujDBGGqOM0cYYY6wxzhhvTDAmGpOMycYUY6oxzZhuzDBmGrOM2cYcY64xz5hvLDAWGouMxcYSY6mxzFhurDBWGquM1cYaY62xzlhvbDA2GpuMzcYWY6uxzdhu7DB2GruM3cYeY6+xz9hvHDAOGoeMw8YR46hxzDhunDBOGqeM08YZ46xxzjhvXDAuGpeMy8YV46pxzbhu3DBuGreM28Yd465xz7hvPDAeGo+Mx8YT46nxzHhuvDBeGq+M18Yb463xznhvfDA+Gp+Mz8YX46vxzfhu/DB+Gr+M38Yf46/xz0wwERM1MRM3CZM0KZM2GZM1OZM3BVM0JVM2FVM1NVM3DdM0LdM2HdM1PTPRTGYmN1OYKc1UZmozjZnWTGemNzOYGc1MZmYzi5nVzGZmN3OYOU2f6TcDZtAMmWEzYkbNmJnLzG3mMfOa+cz8ZgGzoFnILGwWMYuaxcziZgmzpFnKLG2WMcua5czyZgWzolnJrGxWMaua1czqZg2zplnLrG3WMeua9cz6ZgOzodnIbGw2MZuazczmZguzpdnKbG22Mdua7cz2Zgezo9nJ7Gx2Mbua3czuZg+zp9nL7G32Mfua/5n9zP7mAHOgOcgcbA4xh5rDzOHmCHOkOcocbY4xx5rjzPHmBHOiOcmcbE4xp5rTzOnmDHOmOcucbc4x55rzzPnmAnOhuchcbC4xl5rLzOXmCnOlucpcba4x15rrzPXmBnOjucncbG4xt5rbzO3mDnOnucvcbe4x95r7zP3mAfOgecg8bB4xj5rHzOPmCfOkeco8bZ4xz5rnzPPmBfOiecm8bF4xr5rXzOvmDfOmecu8bd4x75r3zPvmA/Oh+ch8bD4xn5rPzOfmC/Ol+cp8bb4x35rvzPfmB/Oj+cn8bH4xv5rfzO/mD/On+cv8bf4x/5r/rAQLsVALs3CLsEiLsmiLsViLs3hLsERLsmRLsVRLs3TLsEzLsmzLsVzLsxKtZFZyK4WV0kplpbbSWGmtdFZ6K4OV0cpkZbayWFmtbFZ2K4eV0/JZfitgBa2QFbYiVtSKWbms3FYeK6+Vz8pvFbAKWoWswlYRq6hVzCpulbBKWqWs0lYZq6xVzipvVbAqWpWsylYVq6pVzapu1bBqWrWs2lYdq65Vz6pvNbAaWo2sxlYTq6nVzGputbBaWq2s1lYbq63VzmpvdbA6Wp2szlYXq6vVzepu9bB6Wr2s3lYfq6/1n9XP6m8NsAZag6zB1hBrqDXMGm6NsEZao6zR1hhrrDXOGm9NsCZak6zJ1hRrqjXNmm7NsGZas6zZ1hxrrjXPmm8tsBZai6zF1hJrqbXMWm6tsFZaq6zV1hprrbXOWm9tsDZam6zN1hZrq7XN2m7tsHZau6zd1h5rr7XP2m8dsA5ah6zD1hHrqHXMOm6dsE5ap6zT1hnrrHXOOm9dsC5al6zL1hXrqnXNum7dsG5at6zb1h3rrnXPum89sB5aj6zH1hPrqfXMem69sF5ar6zX1hvrrfXOem99sD5an6zP1hfrq/XN+m79sH5av6zf1h/rr/XPTrARG7UxG7cJm7Qpm7YZm7U5m7cFW7QlW7YVW7U1W7cN27Qt27Yd27U9O9FOZie3U9gp7VR2ajuNndZOZ6e3M9gZ7Ux2ZjuLndXOZme3c9g5bZ/ttwN20A7ZYTtiR+2YncvObeex89r57Px2AbugXcgubBexi9rF7OJ2CbukXcoubZexy9rl7PJ2BbuiXcmubFexq9rV7Op2DbumXcuubdex69r17Pp2A7uh3chubDexm9rN7OZ2C7ul3cpubbex29rt7PZ2B7uj3cnubHexu9rd7O52D7un3cvubfex+9r/2f3s/vYAe6A9yB5sD7GH2sPs4fYIe6Q9yh5tj7HH2uPs8fYEe6I9yZ5sT7Gn2tPs6fYMe6Y9y55tz7Hn2vPs+fYCe6G9yF5sL7GX2svs5fYKe6W9yl5tr7HX2uvs9fYGe6O9yd5sb7G32tvs7fYOe6e9y95t77H32vvs/fYB+6B9yD5sH7GP2sfs4/YJ+6R9yj5tn7HP2ufs8/YF+6J9yb5sX7Gv2tfs6/YN+6Z9y75t37Hv2vfs+/YD+6H9yH5sP7Gf2s/s5/YL+6X9yn5tv7Hf2u/s9/YH+6P9yf5sf7G/2t/s7/YP+6f9y/5t/7H/2v+cBAdxUAdzcIdwSIdyaIdxWIdzeEdwREdyZEdxVEdzdMdwTMdybMdxXMdzEp1kTnInhZPSSeWkdtI4aZ10Tnong5PRyeRkdrI4WZ1sTnYnh5PT8Tl+J+AEnZATdiJO1Ik5uZzcTh4nr5PPye8UcAo6hZzCThGnqFPMKe6UcEo6pZzSThmnrFPOKe9UcCo6lZzKThWnqlPNqe7UcGo6tZzaTh2nrlPPqe80cBo6jZzGThOnqdPMae60cFo6rZzWThunrdPOae90cDo6nZzOThenq9PN6e70cHo6vZzeTh+nr/Of08/p7wxwBjqDnMHOEGeoM8wZ7oxwRjqjnNHOGGesM84Z70xwJjqTnMnOFGeqM82Z7sxwZjqznNnOHGeuM8+Z7yxwFjqLnMXOEmeps8xZ7qxwVjqrnNXOGmets85Z72xwNjqbnM3OFmers83Z7uxwdjq7nN3OHmevs8/Z7xxwDjqHnMPOEeeoc8w57pxwTjqnnNPOGeesc84571xwLjqXnMvOFeeqc8257txwbjq3nNvOHeeuc8+57zxwHjqPnMfOE+ep88x57rxwXjqvnNfOG+et885573xwPjqfnM/OF+er88357vxwfjq/nN/OH+ev889NcBEXdTEXdwmXdCmXdhmXdTmXdwVXdCVXdhVXdTVXdw3XdC3Xdh3XdT030U3mJndTuCndVG5qN42b1k3npnczuBndTG5mN4ub1c3mZndzuDldn+t3A27QDblhN+JG3Ziby83t5nHzuvnc/G4Bt6BbyC3sFnGLusXc4m4Jt6Rbyi3tlnHLuuXc8m4Ft6Jbya3sVnGrutXc6m4Nt6Zby63t1nHruvXc+m4Dt6HbyG3sNnGbus3c5m4Lt6Xbym3ttnHbuu3c9m4Ht6Pbye3sdnG7ut3c7m4Pt6fby+3t9nH7uv+5/dz+7gB3oDvIHewOcYe6w9zh7gh3pDvKHe2Occe649zx7gR3ojvJnexOcae609zp7gx3pjvLne3Ocee689z57gJ3obvIXewucZe6y9zl7gp3pbvKXe2ucde669z17gZ3o7vJ3exucbe629zt7g53p7vL3e3ucfe6+9z97gH3oHvIPewecY+6x9zj7gn3pHvKPe2ecc+659zz7gX3onvJvexeca+619zr7g33pnvLve3ece+699z77gP3ofvIfew+cZ+6z9zn7gv3pfvKfe2+cd+679z37gf3o/vJ/ex+cb+639zv7g/3p/vL/e3+cf+6/7wED/FQD/Nwj/BIj/Joj/FYj/N4T/BET/JkT/FUT/N0z/BMz/Jsz/Fcz/MSvWReci+Fl9JL5aX20nhpvXReei+Dl9HL5GX2snhZvWxedi+Hl9PzeX4v4AW9kBf2Il7Ui3m5vNxeHi+vl8/L7xXwCnqFvMJeEa+oV8wr7pXwSnqlvNJeGa+sV84r71XwKnqVvMpeFa+qV82r7tXwanq1vNpeHa+uV8+r7zXwGnqNvMZeE6+p18xr7rXwWnqtvNZeG6+t185r73XwOnqdvM5eF6+r183r7vXwenq9vN5eH6+v95/Xz+vvDfAGeoO8wd4Qb6g3zBvujfBGeqO80d4Yb6w3zhvvTfAmepO8yd4Ub6o3zZvuzfBmerO82d4cb643z5vvLfAWeou8xd4Sb6m3zFvurfBWequ81d4ab623zlvvbfA2epu8zd4Wb6u3zdvu7fB2eru83d4eb6+3z9vvHfAOeoe8w94R76h3zDvunfBOeqe8094Z76x3zjvvXfAuepe8y94V76p3zbvu3fBuere8294d7653z7vvPfAeeo+8x94T76n3zHvuvfBeeq+8194b7633znvvffA+ep+8z94X76v3zfvu/fB+er+8394f76/3LzEhEUlEE7FEPJFIJBOpRDqRSWQTuUQ+UUgUE6VEOVFJVBO1RD3RSDQTrUQ70Ul0E73ExMRkickTUySmTEyVmDoxTWLaxHSJ6RMzJGZMzJSYOTFLYtbEbInZE3Mk5kz0JfoTA4nBxFBiODGSGE2MJeZKzJ2YJzFvYr7E/IkFEgsmFkosnFgksSjVsH3z9u2atqaa/t+fZLuGjbt2aUpW/r8/Ov/fH73+3x9srybtuzRs3Lhpuy50uYZtm5Ztmj3n/w6+/x38/zuE/ncI/+8Q+d8h+r9DjPnfr+dMOvmSTv6kUyDpFEw6hZJO4aRT0n3+pPv8Sff5k+7zJ93nT7rFn3SLP5J0SrovkHRfIOm+QNJ9gaT7AkmfL5B0cyDp5kDSzYFo0ilpI5i0EUzaCCZtBJM2gkk3B5NuDibdF0y6L5R0XyjpvlDSfaGk+0JJnzmUdHMo6eZQ0mcOJd0cTrovnHRLOOmWcNIt4aTfjSR9lkjS70aSPksk6ZZI0i2RpE8QgVuSvmUk6bNEk26OJt0cTbo5mnRzNOnmaNLniyZtRJNujibdHEu6L5Z0XyzpvljS78aSPl8s6ZZYjE36n+2Dox+OATiG4BiGYwSOUTjCvb6ccIQJH0z4YMIXhCOs+WDCBxM+mPDDhB8m/HCvH+71w71++BZ+uNcP9wbg3gDcG4CPHoCJAEwEYCIAEwH4FgFYC8BaENaCsBaEtSCsBWEtCGtBWAvCWhDWgrAWgrUQrIVgLQRrIVgLwVoI1kKwFoK1EKyFYS0Ma2FYC8NaGNbCsBaGtTCshWEtDGsRWIvAWgTWIrAWgbUIrEVgLQJrEViLwFoU1qKwFoW1KKxFYS0Ka1FYi8JaFNaisBaDtRisxWAtBmsxWIvBWgzWYrAWgzVAwZ8zJxx9cPTDMQDHIBxDcAzDMQLHKBxhDajwAxV+oMIPVPiBCj9Q4ffBGqjhBzX8oIYf1PCDGn4/rAEgfgDED4D4ARC/H9bAEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+sMQPlvjBEj9Y4gdL/GCJHyzxgyV+AMQPgPgBED8A4gdA/ACIHwDxAyB+AMQPavhBDT+g4AcU/ICCH1DwAwp+QMEPKPgBBT9I4AcJ/CCBH/L3Q/5+yN8P+fshfz/k74f8/ZC/H0L3Q+h+CD0AoQcg9ACEHoDQAxB6AEIPQOgBCD0AoQcg9ACEHoDQAxB6AEIPQOgBCD0AoQcg9ACEHoDQAxB6AEIPQOgBCD0AoQcg9ACEHoDQAxB6AEIPQOgBCD0AoQcg9ACEHoDQA1B3AOoOQN0BqDsAdQeg7gDUHYC6A1B3AJIOQNIB6DgAHQeg4wB0HICOA9BxADoOQMeBUNwEfAtIOgAdB6DjAMQbgHgD8MgPQLwBiDcAz/kAFBuAYgNQbACKDUCxAXh2ByDTAGQagAd2AIoNQLEBKDYAxQag2AAUG4BMA/CUDkCxASg2AMUGoc0gtBmENoPQZhDaDEKbQWgzCG0GIcggBBmEIIMQZBCCDEKQQQgyCEEGIcggBBmEIIMQZBCCDEKQQQgyCEEGIcggBBmEIIMQZBCCDEKQQQgyCEEGIcggPHmDEGQQggxCkEEIMghBBiHIIAQZhCCD8LgNQptBaDMIbQahzSC0GYQ2g9BmEIIMQpDBUNy98C2gwiA8QoNQYRAqDMIjNAhBBiHIIAQZhHfwILQZhHfwIDxug/C4DUK8QYg3CPEGId4gxBuEx20QOg7CkzcISQch6SAkHYSkg5B0EJIOQtJBSDoISQfhIRyEuoNQdxDewYMQehBCD0LoIXg0h+DRHIL8Q5B/CPIPQf4hyD8E+Ycg/xDkH4JHcwgkCIEEIZAgBBKEQIIQSBACCUIgQQgkCIEEIZAgBBKEQIIQSBACCUIgQQgkCIEEIZAgBBKEQIIQSBACCUIgQQgkCIEEIXhKhwCFEKAQAhRCgEIIUAgBCiFAIQQohACFEKAQAhRC8A4eAh9C4EMIfAiBDyHwIQTP7hBQEQIqQkBFCKgIwbM7BK/jIQAkBI/xEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUCiQEUUqIgCFVGgIgpURIGKKPgQBR+i4EMUUIgCClFAIQooRAGFKKAQBRSigEIUJIiCBFGQIAoSREGCKEgQBQmikH8U8o9C/lHIPwr5RyH/KOQfhfyjkH8UQo9C6FEIPQqhxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo9B6DEIPQahxyD0GIQeg9BjEHoMQo/BS0MMmo/BS0MMXhpiIEEMJIiBBDGQIAYSxECCGLw0xACFGKAQAxRi8NIQAx9i4EMMfIiBDzHwIQY+xMCHGPgQg5eGGFARAypiQEUMqIgBFTGgIgZUxOClIQZqxECNGKgRAzVioEYM1IiBGjFQIwZqxOClIQYvDTGwJAaWxMCSWCzG/X9HX86cOePOvrizP+4cgLMv7t/44v6NLxh3DsWdw3HnSNw5GneO+zz+uM/jj9vyx2354z6PP27XH7frj9v1x+3643b9cbuBuN1A3G4gbjcQtxuI2w3E7QbidgNxu4G43UDcbjBuNxi3G4zbDcbtBuN2g3G7wbjdYNxuMG43GLcbitsNxe2G4nZDcbuhuN1Q3G4objcUtxuK2w3F7YbjdsNxu+G43XDcbjhuNxy3G47bDcfthuN2w3G7kbjdSNxuJG43ErcbiduNxO1G4nYjcbuRuN1I3G40bjcatxWN24rGbUXj7o/G3R+Nuz8ad38s7v5Y3PeKxW3F4rZicVuxuO8Vi9uNxe3G4nbj3PDFueGLc8MX54Yvzo3/858v7hyKO4fjzpG4czTuHLfri9uNs8gXZ5HPF7cb55IvziVfnEu+OJd8cS754lzyxbnki3PJF+eSL84lX5xLvjiXfHEu+eJc8sW55ItzyRfnki/OJV+cS744l3xxLvniXPLFueSLc8kX55IvziVfnEu+OJd8cS754lzyxbnki3PJF+eSL84lX5xLvjiXfHEu+eJc8sW55ItzyRfnki/OJV+cS744l3xxLvniXPLFueSLc8kX55IvziVfnEu+OJd8cS754lzyxbnki3PJF+eSL84lX5xLvjiXfHEu+eJc8sW55ItzyRfnki/OJV+cS75o3G6cUb44o3xxRvmicbtxXvnivPL9P03aoYFlQQwDwZjWljzv55/YHSwmJtao6NUfvfqjV3/06o9e/dGrP3r1R6/+6NUfvfqjV3/0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Cr0KvQq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr0qvSq9Kr06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evHr169OrRq0evPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69+9OpHr3706kevfvTqR69w5oMzH5z54MwHZ/5/h132sR/7Y/P7x+8fv3/8/vH7x+8fv3/8/vH7x+8fv8Pv8Dv8Dr/D7/A7/A6/w+/wu/wuv8vv8rv8Lr/L7/K7/C6/4Tf8ht/wG37Db/gNv+E3/Jbf8lt+y2/5Lb/lt/yW3/J7/B6/x+/xe/wev8fv8Xv8Hr+P38fv4/fx+/h9/D5+H7+P38fvx+/H78fvx+/H78fvx+/H78fvx++P3x+/P35//P74/fH74/fH749feoVvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7YtvX3z74tsX37749sW3L7598e2Lb198++LbF9+++PbFty++ffHti29ffPvi2xffvvj2xbcvvn3x7Y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')format("woff");}.ff6{font-family:ff6;line-height:0.690918;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h4 yb ff2 fs0 fc0 sc0 ls0 ws0">2 </div><div class="t m0 x4 h8 yc ff4 fs4 fc1 sc0 ls0 ws0">Spis treści<span class="ff5"> </span></div><div class="t m0 x4 h9 yd ff6 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ye ff5 fs6 fc0 sc0 ls0 ws0">Sprawozdanie z sytuac<span class="_ _1"></span>ji finansowej<span class="_ _1"></span><span class="ls2">..............................................................................................................................</span> <span class="_ _1"></span>4<span class="ff2 fs1"> </span></div><div class="t m0 x4 ha yf ff5 fs6 fc0 sc0 ls0 ws0">Sprawozdanie z wyniku finan<span class="_ _1"></span>sowego<span class="_ _1"></span> <span class="_ _0"></span><span class="ls2">...........................................................................................................................<span class="ls0"> 5<span class="ff2 fs1"> </span></span></span></div><div class="t m0 x4 ha y10 ff4 fs6 fc0 sc0 ls0 ws0">Sprawozdanie z inn<span class="_ _1"></span>ych całkowitych docho<span class="_ _1"></span>dów<span class="ff5"> <span class="_ _0"></span><span class="ls2">............................................................................................................<span class="ls0"> 6<span class="ff2 fs1"> </span></span></span></span></div><div class="t m0 x4 ha y11 ff4 fs6 fc0 sc0 ls0 ws0">Sprawozdanie ze zm<span class="_ _1"></span>ian w kapitale własnym<span class="_ _2"></span><span class="ff5"> <span class="_ _3"></span><span class="ls2">................................................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff2 fs1"> </span></span></span></span></div><div class="t m0 x4 ha y12 ff4 fs6 fc0 sc0 ls0 ws0">Sprawozdanie z p<span class="_ _1"></span>rzepływów pieniężnych<span class="_ _1"></span><span class="ff5"> <span class="_ _4"></span><span class="ls2">.....................................................................................................................<span class="ls0"> <span class="_ _1"></span>8<span class="ff2 fs1"> </span></span></span></span></div><div class="t m0 x4 ha y13 ff4 fs6 fc0 sc0 ls0 ws0">Polityka rachun<span class="_ _1"></span>kowości oraz inne inform<span class="_ _1"></span>acje objaśniające<span class="_ _1"></span><span class="ff5"> <span class="ls2">..........................................................................................</span> 9<span class="ff2 fs1"> </span></span></div><div class="t m0 x9 ha y14 ff7 fs6 fc0 sc0 ls3 ws0">1.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Informacje ogó<span class="_ _1"></span>lne<span class="ff7"> <span class="_ _4"></span><span class="ls4">..............................................................................................................................................<span class="ls0"> <span class="_ _3"></span>9<span class="ff2 fs1"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y15 ff7 fs6 fc0 sc0 ls3 ws0">2.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Opis ważniejszych stoso<span class="_ _1"></span>wanych zasad rac<span class="_ _1"></span>hunkowości<span class="_ _1"></span><span class="ff7"> <span class="ls4">................................................................<span class="_ _1"></span>...................</span> <span class="_ _3"></span><span class="ls3">10<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y16 ff2 fs6 fc0 sc0 ls0 ws0">2.1<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Podstawa sp<span class="_ _1"></span>orządzenia</span><span class="ls4">...............................................................................................................................</span> <span class="_ _3"></span><span class="ls3">10<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y17 ff2 fs6 fc0 sc0 ls0 ws0">2.2<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Wpływ nowych s<span class="_ _1"></span>tandardów i interpretacji n<span class="_ _1"></span>a sprawozdan<span class="_ _1"></span>ie finansowe Spółki<span class="_ _2"></span></span><span class="ls4">.........................................</span> <span class="_ _3"></span><span class="ls3">11<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y18 ff2 fs6 fc0 sc0 ls0 ws0">2.3<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Udziały w jednos<span class="_ _1"></span>tkach zależnych<span class="_ _1"></span></span> <span class="_ _4"></span><span class="ls4">................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">15<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y19 ff2 fs6 fc0 sc0 ls0 ws0">2.4<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Sprawozdawczość do<span class="_ _1"></span>tycząca segmentów<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ls4">..................................................................................................</span> <span class="_ _3"></span><span class="ls3">15<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1a ff2 fs6 fc0 sc0 ls0 ws0">2.5<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Wycena pozycji wyrażo<span class="_ _1"></span>nych w walutach obcy<span class="_ _1"></span>ch</span> <span class="_ _7"></span><span class="ls4">........................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">15<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1b ff2 fs6 fc0 sc0 ls0 ws0">2.6<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Rzeczowe aktywa trwałe<span class="_ _1"></span></span> <span class="_ _7"></span><span class="ls4">.............................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">15<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1c ff2 fs6 fc0 sc0 ls0 ws0">2.7<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Wartości niematerialn<span class="_ _1"></span>e</span> <span class="_ _1"></span><span class="ls4">..............................................................................................................................</span> <span class="_ _3"></span><span class="ls3">16<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1d ff2 fs6 fc0 sc0 ls0 ws0">2.8<span class="fs1"> <span class="_ _6"> </span></span>Leasing <span class="ls4">........................................................................................................................................................</span> <span class="_ _3"></span><span class="ls3">17<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1e ff2 fs6 fc0 sc0 ls0 ws0">2.9<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Utrata wartości niefinans<span class="_ _1"></span>owych akt<span class="_ _1"></span>ywów trwałych<span class="_ _1"></span></span> <span class="_ _4"></span><span class="ls4">...................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">17<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1f ff2 fs6 fc0 sc0 ls0 ws0">2.10<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Koszty finans<span class="_ _1"></span>owania zewnętrznego<span class="_ _1"></span></span> <span class="_ _4"></span><span class="ls4">............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">18<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y20 ff2 fs6 fc0 sc0 ls0 ws0">2.11<span class="fs1"> <span class="_ _9"> </span></span>Aktywa finansowe<span class="_ _1"></span> <span class="_ _a"></span><span class="ls4">.......................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">18<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y21 ff2 fs6 fc0 sc0 ls0 ws0">2.12<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Utrata wartości akty<span class="_ _1"></span>wów finansowych<span class="_ _1"></span></span> <span class="_ _7"></span><span class="ls4">.......................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">19<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y22 ff2 fs6 fc0 sc0 ls0 ws0">2.13<span class="fs1"> <span class="_ _9"> </span></span>Zapasy <span class="_ _3"></span><span class="ls4">.........................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">19<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y23 ff2 fs6 fc0 sc0 ls0 ws0">2.14<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Środki pieniężne i ekwiwal<span class="_ _1"></span>enty ś<span class="_ _1"></span>rodków pieniężnych<span class="_ _1"></span></span> <span class="_ _a"></span><span class="ls4">................................<span class="_ _1"></span>................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">20<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y24 ff2 fs6 fc0 sc0 ls0 ws0">2.15<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Kapitały</span> <span class="ls4">.......................................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">20<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y25 ff2 fs6 fc0 sc0 ls0 ws0">2.16<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Zobowiązania z ty<span class="_ _1"></span>tułu kredytów bankowych<span class="_ _1"></span></span> <span class="_ _a"></span><span class="ls4">..............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">20<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y26 ff2 fs6 fc0 sc0 ls0 ws0">2.17<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Zobowiązania z ty<span class="_ _1"></span>tułu dostaw i us<span class="_ _1"></span>ług i pozostałe zobowiązan<span class="_ _1"></span>ia<span class="_ _1"></span></span> <span class="_ _8"></span><span class="ls4">................................................................<span class="_ _1"></span><span class="ls0"> <span class="_ _8"></span><span class="ls3">20<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y27 ff2 fs6 fc0 sc0 ls0 ws0">2.18<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Podatek bieżący i od<span class="_ _1"></span>roczony</span> <span class="_ _7"></span><span class="ls4">................................................................................................<span class="_ _1"></span>.......................<span class="ls0"> <span class="_ _8"></span><span class="ls3">21<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y28 ff2 fs6 fc0 sc0 ls0 ws0">2.19<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Zobowiązania z ty<span class="_ _1"></span>tułu świadczeń pracowniczych<span class="_ _1"></span></span> <span class="_ _8"></span><span class="ls4">.......................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">21<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y29 ff2 fs6 fc0 sc0 ls0 ws0">2.20<span class="fs1"> <span class="_ _9"> </span></span>Rezerwy <span class="_ _7"></span><span class="ls4">.......................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">22<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y2a ff2 fs6 fc0 sc0 ls0 ws0">2.21<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Rozpoznawanie przy<span class="_ _1"></span>chodów<span class="_ _1"></span></span> <span class="ls4">......................................................................................................................</span> <span class="_ _8"></span><span class="ls3">22<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y2b ff2 fs6 fc0 sc0 ls0 ws0">2.22<span class="fs1"> <span class="_ _9"> </span></span>Dywidendy <span class="ls4">..................................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">23<span class="fs1 ls0"> </span></span></div><div class="t m0 x9 ha y2c ff7 fs6 fc0 sc0 ls3 ws0">3.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Waluty przyjęte do<span class="_ _1"></span> sporządzenia sprawozdania <span class="_ _1"></span>finansowego<span class="_ _2"></span><span class="ff7"> <span class="_ _a"></span><span class="ls4">........................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">23<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y2d ff7 fs6 fc0 sc0 ls3 ws0">4.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Istotne wartości op<span class="_ _1"></span>arte na profesjonalnym<span class="_ _1"></span> osądzie i szac<span class="_ _1"></span>unkach<span class="_ _1"></span><span class="ff7"> <span class="_ _7"></span><span class="ls4">...................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">23<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y2e ff7 fs6 fc0 sc0 ls3 ws0">5.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Zarządzanie ryzykiem fina<span class="_ _1"></span>nsowym<span class="_ _1"></span><span class="ff7"> <span class="_ _8"></span><span class="ls4">..................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">25<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xa ha y2f ff2 fs6 fc0 sc0 ls0 ws0">5.1<span class="fs1"> <span class="_ _6"> </span></span>Ryzyko rynko<span class="_ _1"></span>we <span class="_ _3"></span><span class="ls4">..........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">25<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y30 ff2 fs6 fc0 sc0 ls0 ws0">5.2<span class="fs1"> <span class="_ _6"> </span></span>Ryzyko kredyto<span class="_ _1"></span>we <span class="_ _4"></span><span class="ls4">.......................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">27<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y31 ff2 fs6 fc0 sc0 ls0 ws0">5.3<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Ryzyko utra<span class="_ _1"></span>ty płynności</span> <span class="_ _3"></span><span class="ls4">..............................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">28<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y32 ff2 fs6 fc0 sc0 ls0 ws0">5.4<span class="fs1"> <span class="_ _6"> </span></span><span class="ff3">Zarządzanie kap<span class="_ _1"></span>itałem</span> <span class="_ _3"></span><span class="ls4">................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">30<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y33 ff7 fs6 fc0 sc0 ls3 ws0">6.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Instrumenty finansowe<span class="_ _1"></span> <span class="_ _8"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">30<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y34 ff7 fs6 fc0 sc0 ls3 ws0">7.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Rzeczowe akt<span class="_ _1"></span>ywa trwałe<span class="ff7"> <span class="ls4">................................................................................................................................</span>. <span class="_ _8"></span><span class="ls3">31<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y35 ff7 fs6 fc0 sc0 ls3 ws0">8.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Wartości niemate<span class="_ _1"></span>rialne<span class="ff7"> <span class="ls4">...................................................................................................................................</span> <span class="_ _8"></span><span class="ls3">33<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y36 ff7 fs6 fc0 sc0 ls3 ws0">9.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span><span class="ff8 fs6">Aktywa z tytułu p<span class="_ _1"></span>raw do użytkowania<span class="_ _1"></span><span class="ff7"> <span class="_ _7"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">34<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y37 ff7 fs6 fc0 sc0 ls3 ws0">10.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Inwestycje w jedn<span class="_ _1"></span>ostkach zależnych<span class="_ _1"></span><span class="ff7"> <span class="_ _a"></span><span class="ls4">................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">35<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y38 ff7 fs6 fc0 sc0 ls3 ws0">11.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Zapasy <span class="_ _a"></span><span class="ls4">..............................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">37<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y39 ff7 fs6 fc0 sc0 ls3 ws0">12.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Należności z<span class="_ _1"></span> tytułu dostaw i usług oraz p<span class="_ _1"></span>ozostałe należności<span class="_ _2"></span><span class="ff7"> <span class="_ _8"></span><span class="ls4">.........................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">37<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y3a ff7 fs6 fc0 sc0 ls3 ws0">13.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Środki pienięż<span class="_ _1"></span>ne i ich ekwiwalenty<span class="_ _1"></span></span></span><span class="ls4">...................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">39<span class="ff2 fs1 ls0"> </span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1401.320000px;width:491.300000px;height:30.200000px;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:1352.900000px;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:1304.480000px;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:1256.060000px;width:491.300000px;height:24.210000px;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:1207.660000px;width:491.300000px;height:24.200000px;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:1159.240000px;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:1131.160000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1103.080000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1078.680000px;width:467.300000px;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:151.500000px;bottom:1054.260000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1029.840000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1005.440000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:981.020000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:956.600000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:932.200000px;width:467.300000px;height:12.200000px;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:907.780000px;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:883.360000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:858.940000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:834.540000px;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:810.120000px;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:785.700000px;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:761.300000px;width:467.300000px;height:12.200000px;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:736.880000px;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:712.460000px;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:688.040000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:663.640000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:639.220000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:614.800000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:590.400000px;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:565.980000px;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:127.500000px;bottom:537.900000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:509.820000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:481.760000px;width:479.300000px;height:14.030000px;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:457.340000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:432.920000px;width:467.300000px;height:12.210000px;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:408.500000px;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:384.100000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:356.020000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:327.940000px;width:479.300000px;height:14.040000px;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:299.860000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:271.780000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:243.720000px;width:479.300000px;height:14.030000px;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:215.640000px;width:479.300000px;height:14.040000px;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:187.562000px;width:479.300000px;height:14.039000px;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:159.484000px;width:479.300000px;height:14.039000px;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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha yb ff2 fs0 fc0 sc0 ls0 ws0">3<span class="fs1"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 ha y41 ff7 fs6 fc0 sc0 ls3 ws0">14.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Objaśnienie do<span class="_ _1"></span> rachunku p<span class="_ _1"></span>rzepływów pieniężnych<span class="_ _1"></span><span class="ff7"> <span class="ls4">.........................................................................................</span> <span class="_ _8"></span><span class="ls3">40<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y42 ff7 fs6 fc0 sc0 ls3 ws0">15.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Kapitał po<span class="_ _1"></span>dstawowy<span class="ff7"> <span class="_ _3"></span><span class="ls4">................................................................................................................................<span class="_ _1"></span>........<span class="ls0"> <span class="_ _8"></span><span class="ls3">41<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y43 ff7 fs6 fc0 sc0 ls3 ws0">16.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Akcje własne<span class="ff7"> <span class="_ _0"></span><span class="ls4">....................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">41<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y44 ff7 fs6 fc0 sc0 ls3 ws0">17.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Kapitał rezerwowy<span class="_ _1"></span><span class="ff7"> <span class="_ _3"></span><span class="ls4">...........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">41<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y45 ff7 fs6 fc0 sc0 ls3 ws0">18.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zyski zatrzymane i d<span class="_ _1"></span>ywidendy przypad<span class="_ _1"></span>ające na<span class="_ _1"></span> jedną akcję<span class="_ _1"></span><span class="ff7"> <span class="_ _8"></span><span class="ls4">...........................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">42<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y46 ff7 fs6 fc0 sc0 ls3 ws0">19.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zobowiązania <span class="_ _1"></span>z tytułu kredytów<span class="_ _1"></span><span class="ff7"> <span class="_ _a"></span><span class="ls4">................................................................................................<span class="_ _1"></span>......................<span class="ls0"> <span class="_ _8"></span><span class="ls3">42<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y47 ff7 fs6 fc0 sc0 ls3 ws0">20.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zobowiązania <span class="_ _1"></span>z tytułu dostaw i usłu<span class="_ _1"></span>g oraz pozo<span class="_ _1"></span>stałe zobowiązania<span class="_ _1"></span></span></span><span class="ls4">...............................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">44<span class="ff2 fs1 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y48 ff7 fs6 fc0 sc0 ls3 ws0">21.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zobowiązania <span class="_ _1"></span>z tytułu świadczeń p<span class="_ _1"></span>racowniczych<span class="_ _1"></span><span class="ff7"> <span class="_ _4"></span><span class="ls4">............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">44<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y49 ff7 fs6 fc0 sc0 ls3 ws0">22.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zobowiązania <span class="_ _1"></span>z tytułu leasingu<span class="_ _1"></span></span></span><span class="ls4">........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">46<span class="ff2 fs1 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y4a ff7 fs6 fc0 sc0 ls3 ws0">23.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Rezerwy <span class="_ _7"></span><span class="ls4">............................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">47<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4b ff7 fs6 fc0 sc0 ls3 ws0">24.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Segmenty <span class="_ _1"></span>operacyjne <span class="_ _7"></span><span class="ls4">.......................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">47<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4c ff7 fs6 fc0 sc0 ls3 ws0">25.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Przychody ze sprzed<span class="_ _1"></span>aży<span class="ff7"> <span class="_ _7"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">49<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y4d ff7 fs6 fc0 sc0 ls3 ws0">26.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Koszty według rod<span class="_ _1"></span>zaju oraz koszt sprzeda<span class="_ _1"></span>nych towarów<span class="_ _1"></span><span class="ff7"> <span class="_ _a"></span><span class="ls4">................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">50<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y4e ff7 fs6 fc0 sc0 ls3 ws0">27.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Koszty świadcze<span class="_ _1"></span>ń pracowniczych<span class="_ _1"></span><span class="ff7"> <span class="_ _a"></span><span class="ls4">.....................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">50<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y4f ff7 fs6 fc0 sc0 ls3 ws0">28.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Pozostałe p<span class="_ _1"></span>rzychody i koszty operac<span class="_ _1"></span>yjne<span class="_ _1"></span><span class="ff7"> <span class="_ _4"></span><span class="ls4">................................<span class="_ _1"></span>.........................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">51<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y50 ff7 fs6 fc0 sc0 ls3 ws0">29.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Przychody i koszty fina<span class="_ _1"></span>nsowe<span class="_ _1"></span><span class="ls4">...........................................................................................................................</span> <span class="_ _8"></span><span class="ls3">51<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y51 ff7 fs6 fc0 sc0 ls3 ws0">30.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Podatek d<span class="_ _1"></span>ochodowy <span class="ls4">................................................................<span class="_ _1"></span>........................................................................</span> <span class="_ _8"></span><span class="ls3">52<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y52 ff7 fs6 fc0 sc0 ls3 ws0">31.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Zysk przypadając<span class="_ _1"></span>y na jedną akc<span class="_ _1"></span>ję<span class="ff7"> <span class="_ _a"></span><span class="ls4">....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">55<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y53 ff7 fs6 fc0 sc0 ls3 ws0">32.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span></span><span class="ls0">Udzielone i otrzym<span class="_ _1"></span>ane gwarancje fina<span class="_ _1"></span>nsowe<span class="_ _1"></span> <span class="_ _8"></span><span class="ls4">..................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">55<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y54 ff7 fs6 fc0 sc0 ls3 ws0">33.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Transakcje z jed<span class="_ _1"></span>nostkami powiązanymi<span class="_ _1"></span><span class="ff7"> <span class="_ _1"></span><span class="ls4">..........................................................................................................</span> <span class="_ _8"></span><span class="ls3">56<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y55 ff7 fs6 fc0 sc0 ls3 ws0">34.<span class="ff2 fs1 ls0"> <span class="_ _6"> </span><span class="ff8 fs6">Znacząc<span class="_ _1"></span>e zdarzenia po dniu kończą<span class="_ _1"></span>cym okres sprawozdawc<span class="_ _1"></span>zy<span class="_ _1"></span><span class="ff7"> <span class="_ _7"></span><span class="ls4">.......................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">58<span class="ff2 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xa ha y56 ff2 fs6 fc0 sc0 ls0 ws0">34.1<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Wpływ konfliktu n<span class="_ _1"></span>a Bliskim Wschod<span class="_ _1"></span>zie</span> <span class="ls4">......................................................................................................</span> <span class="_ _8"></span><span class="ls3">58<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y57 ff2 fs6 fc0 sc0 ls0 ws0">34.2<span class="fs1"> <span class="_ _9"> </span></span><span class="ff3">Aneks do umowy o<span class="_ _1"></span> kredyt w rachunku<span class="_ _1"></span> bieżącym<span class="_ _1"></span></span> <span class="_ _7"></span><span class="ls4">.......................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">58<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 x4 h3 y58 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y59 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y26 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y60 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y61 ff7 fs1 fc0 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff2 fs6"> </span></div></div><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1484.780000px;width:479.300000px;height:14.030000px;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:1456.700000px;width:479.300000px;height:14.040000px;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:1428.620000px;width:479.300000px;height:14.040000px;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:1400.540000px;width:479.300000px;height:14.040000px;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:1372.460000px;width:479.300000px;height:14.040000px;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:1344.400000px;width:479.300000px;height:14.030000px;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:1316.320000px;width:479.300000px;height:14.040000px;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:1288.240000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1260.160000px;width:479.300000px;height:14.040000px;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:1232.080000px;width:479.300000px;height:14.040000px;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:1204.020000px;width:479.300000px;height:14.030000px;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:1175.940000px;width:479.300000px;height:14.040000px;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:1147.860000px;width:479.300000px;height:14.040000px;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:1119.780000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1091.700000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1063.640000px;width:479.300000px;height:14.030000px;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:1035.560000px;width:479.300000px;height:14.040000px;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:1007.480000px;width:479.300000px;height:14.040000px;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:979.400000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:951.320000px;width:479.300000px;height:14.040000px;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:923.240000px;width:479.300000px;height:14.040000px;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:151.500000px;bottom:898.840000px;width:467.300000px;height:12.200000px;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:151.500000px;bottom:874.420000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha yb ff2 fs0 fc0 sc0 ls0 ws0">4<span class="fs1"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 ls0 ws0">Sprawozdanie z sy<span class="_ _3"></span>t<span class="_ _1"></span>uacji finansowe<span class="_ _3"></span>j </div></div><div class="c xf y63 w6 h10"><div class="t m0 x10 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y63 w7 h10"><div class="t m0 x12 h11 y64 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y63 w8 h10"><div class="t m0 x14 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x15 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x16 y63 w9 h10"><div class="t m0 x17 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x18 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf y67 w6 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">AKTYWA </div></div><div class="c x11 y67 w7 h12"><div class="t m0 x1a h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x13 y67 w8 h12"><div class="t m0 x1b h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y67 w9 h12"><div class="t m0 x1c h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y69 w6 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y69 w7 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y69 w8 h13"><div class="t m0 x1b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y69 w9 h13"><div class="t m0 x1c h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y6b w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe<span class="ff2"> </span></div></div><div class="c x11 y6b w7 h12"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">7  </div></div><div class="c x13 y6b w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">21 725      </span></div></div><div class="c x16 y6b w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">21 033      </span></div></div><div class="c xf y6c w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iemateri<span class="_ _0"></span>alne<span class="ff2"> </span></div></div><div class="c x11 y6c w7 h12"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">8  </div></div><div class="c x13 y6c w8 h12"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">2 829      </span></div></div><div class="c x16 y6c w9 h12"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 241      </span></div></div><div class="c xf y6d w6 h14"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu praw do użyt<span class="_ _0"></span>kowania<span class="ff2"> </span></div></div><div class="c x11 y6d w7 h14"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">9 </div></div><div class="c x13 y6d w8 h14"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">9 789      </span></div></div><div class="c x16 y6d w9 h14"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">16 100      </span></div></div><div class="c xf y6e w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Inwestycje w j<span class="_ _0"></span>ednostk<span class="_ _0"></span>ach zależnych<span class="ff2"> </span></div></div><div class="c x11 y6e w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">10<span class="ls0"> </span></div></div><div class="c x13 y6e w8 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">70 803      </span></div></div><div class="c x16 y6e w9 h12"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">70 803      </span></div></div><div class="c xf y6f w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu odroczone<span class="_ _0"></span>go podatku doc<span class="_ _0"></span>hodowego<span class="ff2"> </span></div></div><div class="c x11 y6f w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">30<span class="ls0"> </span></div></div><div class="c x13 y6f w8 h12"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 002      </span></div></div><div class="c x16 y6f w9 h12"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">2 431      </span></div></div><div class="c xf y70 w6 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x11 y70 w7 h12"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y70 w8 h12"><div class="t m0 x1e h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">108 148     <span class="ff5"> </span></span></div></div><div class="c x16 y70 w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">113 608      </span></div></div><div class="c xf y71 w6 h12"><div class="t m0 x19 h11 y72 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y71 w7 h12"><div class="t m0 x12 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y71 w8 h12"><div class="t m0 x24 h11 y72 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y71 w9 h12"><div class="t m0 xa h11 y73 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y74 w6 h14"><div class="t m0 x19 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x11 y74 w7 h14"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">11<span class="ls0"> </span></div></div><div class="c x13 y74 w8 h14"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">324 560      </span></div></div><div class="c x16 y74 w9 h14"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">328 095      </span></div></div><div class="c xf y75 w6 h15"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozostałe nal<span class="_ _0"></span>eżności <span class="ff2"> </span></div></div><div class="c x11 y75 w7 h15"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">12<span class="ls0"> </span></div></div><div class="c x13 y75 w8 h15"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">48 301      </span></div></div><div class="c x16 y75 w9 h15"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">52 968      </span></div></div><div class="c xf y76 w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ek<span class="_ _0"></span>wiwalenty<span class="ff2"> </span></div></div><div class="c x11 y76 w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">13<span class="ls0"> </span></div></div><div class="c x13 y76 w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">49 971      </span></div></div><div class="c x16 y76 w9 h12"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">7 711      </span></div></div><div class="c xf y77 w6 h12"><div class="t m0 x19 h11 y68 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5">Aktywa obrotowe<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x11 y77 w7 h12"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y77 w8 h12"><div class="t m0 x1e h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">422 832     <span class="ff5"> </span></span></div></div><div class="c x16 y77 w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">388 774      </span></div></div><div class="c xf y78 w6 h13"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y78 w7 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y78 w8 h13"><div class="t m0 x24 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y78 w9 h13"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y79 w6 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x11 y79 w7 h12"><div class="t m0 x12 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y79 w8 h12"><div class="t m0 x1e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">530 980 </span></div></div><div class="c x16 y79 w9 h12"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">502 382 </span></div></div><div class="c xf y7a w6 h16"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y7a w7 h16"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y7a w8 h16"><div class="t m0 x24 h6 y7b ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y7a w9 h16"><div class="t m0 xa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y7c w6 h13"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">PASYWA </div></div><div class="c x11 y7c w7 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y7c w8 h13"><div class="t m0 x24 h6 y7b ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y7c w9 h13"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y7d w6 h13"><div class="t m0 x19 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y7d w7 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y7d w8 h13"><div class="t m0 x24 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y7d w9 h13"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y1d w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Kapitał podst<span class="_ _0"></span>awowy<span class="ff2"> </span></div></div><div class="c x11 y1d w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x13 y1d w8 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">7 504      </span></div></div><div class="c x16 y1d w9 h12"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">7 504      </span></div></div><div class="c xf y7f w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Kapitał zapasowy <span class="_ _3"></span>z<span class="_ _1"></span> nadwyżki ceny<span class="_ _0"></span> emisy<span class="_ _0"></span>jnej nad wart<span class="_ _0"></span>ością nominalną<span class="_ _0"></span> akcji<span class="ff2"> </span></div></div><div class="c x11 y7f w7 h12"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y7f w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">35 677      </span></div></div><div class="c x16 y7f w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">35 677      </span></div></div><div class="c xf y80 w6 h12"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Akcje własne<span class="ff2"> </span></div></div><div class="c x11 y80 w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">16<span class="ls0"> </span></div></div><div class="c x13 y80 w8 h12"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(8 090)     </span></div></div><div class="c x16 y80 w9 h12"><div class="t m0 x25 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y59 w6 h14"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy<span class="ff2"> <span class="ls7">(*)</span> </span></div></div><div class="c x11 y59 w7 h14"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">17<span class="ls0"> </span></div></div><div class="c x13 y59 w8 h14"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">92 239      </span></div></div><div class="c x16 y59 w9 h14"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls5">100 <span class="ls0">329      </span></span></div></div><div class="c xf y81 w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe kapit<span class="_ _0"></span>ały<span class="ff2"> </span></div></div><div class="c x11 y81 w7 h12"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y81 w8 h12"><div class="t m0 x27 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(177)     </span></div></div><div class="c x16 y81 w9 h12"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">(89)     </span></div></div><div class="c xf y82 w6 h12"><div class="t m0 x19 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">Zyski zatr<span class="_ _0"></span>zymane </div></div><div class="c x11 y82 w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">18<span class="ls0"> </span></div></div><div class="c x13 y82 w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">334 274      </span></div></div><div class="c x16 y82 w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">256 652      </span></div></div><div class="c xf y83 w6 h15"><div class="t m0 x19 h11 y68 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Kapitał własny<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x11 y83 w7 h15"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y83 w8 h15"><div class="t m0 x1e h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">461 427     <span class="ff5"> </span></span></div></div><div class="c x16 y83 w9 h15"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">400 073      </span></div></div><div class="c xf y84 w6 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y84 w7 h14"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y84 w8 h14"><div class="t m0 x24 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y84 w9 h14"><div class="t m0 xa h6 y68 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y85 w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu <span class="ff2"> </span></div></div><div class="c x11 y85 w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">22<span class="ls0"> </span></div></div><div class="c x13 y85 w8 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 350      </span></div></div><div class="c x16 y85 w9 h12"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">9 647      </span></div></div><div class="c xf y86 w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu świadc<span class="_ _0"></span>zeń pracownic<span class="_ _0"></span>zych<span class="ff2"> </span></div></div><div class="c x11 y86 w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">21<span class="ls0"> </span></div></div><div class="c x13 y86 w8 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">971      </span></div></div><div class="c x16 y86 w9 h12"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">756      </span></div></div><div class="c xf y87 w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Inne zobowiązania dłu<span class="_ _3"></span>g<span class="_ _1"></span>oterminowe<span class="ff2"> </span></div></div><div class="c x11 y87 w7 h12"><div class="t m0 x29 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y87 w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">18      </span></div></div><div class="c x16 y87 w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">22      </span></div></div><div class="c xf y88 w6 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>e<span class="ff2"> </span></div></div><div class="c x11 y88 w7 h12"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y88 w8 h12"><div class="t m0 x20 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">4 339     <span class="ff5"> </span></span></div></div><div class="c x16 y88 w9 h12"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">10 425      </span></div></div><div class="c xf y89 w6 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y89 w7 h14"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y89 w8 h14"><div class="t m0 x24 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y89 w9 h14"><div class="t m0 xa h6 y68 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y8a w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozost<span class="_ _0"></span>ałe zobowią<span class="_ _0"></span>zania<span class="ff2"> </span></div></div><div class="c x11 y8a w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">20<span class="ls0"> </span></div></div><div class="c x13 y8a w8 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">38 828      </span></div></div><div class="c x16 y8a w9 h12"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">71 005      </span></div></div><div class="c xf y8b w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu świadc<span class="_ _0"></span>zeń pracownic<span class="_ _0"></span>zych<span class="ff2"> </span></div></div><div class="c x11 y8b w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">21<span class="ls0"> </span></div></div><div class="c x13 y8b w8 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">12 601      </span></div></div><div class="c x16 y8b w9 h12"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">9 495      </span></div></div><div class="c xf y8c w6 h12"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c x11 y8c w7 h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">22<span class="ls0"> </span></div></div><div class="c x13 y8c w8 h12"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">6 404      </span></div></div><div class="c x16 y8c w9 h12"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">6 770      </span></div></div><div class="c xf y8d w6 h14"><div class="t m0 x19 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu bieżące<span class="_ _0"></span>go podatku <span class="_ _0"></span>dochodowe<span class="_ _0"></span>go<span class="ff2"> </span></div></div><div class="c x11 y8d w7 h14"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y8d w8 h14"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">5 578      </span></div></div><div class="c x16 y8d w9 h14"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 182      </span></div></div><div class="c xf y8e w6 h12"><div class="t m0 x19 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">Rezerwy </div></div><div class="c x11 y8e w7 h12"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">23<span class="ls0"> </span></div></div><div class="c x13 y8e w8 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 803      </span></div></div><div class="c x16 y8e w9 h12"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 432      </span></div></div><div class="c xf y8f w6 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e<span class="ff2"> </span></div></div><div class="c x11 y8f w7 h12"><div class="t m0 x12 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y8f w8 h12"><div class="t m0 x1e h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">65 214     <span class="ff5"> </span></span></div></div><div class="c x16 y8f w9 h12"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">91 884      </span></div></div><div class="c xf y90 w6 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y90 w7 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y90 w8 h13"><div class="t m0 x24 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y90 w9 h13"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y91 w6 h17"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania raze<span class="_ _0"></span>m<span class="ff5"> </span></div></div><div class="c x11 y91 w7 h17"><div class="t m0 x12 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y91 w8 h17"><div class="t m0 x1e h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">69 553<span class="ff5"> </span></span></div></div><div class="c x16 y91 w9 h17"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">102 309 </span></div></div><div class="c xf y92 w6 h18"><div class="t m0 x19 h11 y93 ff5 fs2 fc0 sc0 ls0 ws0">Pasywa razem </div></div><div class="c x11 y92 w7 h18"><div class="t m0 x12 h11 y93 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13 y92 w8 h18"><div class="t m0 x1e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">530 980</span>     <span class="ls0"> </span></div></div><div class="c x16 y92 w9 h18"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">502 382      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y94 ff3 fs2 fc0 sc0 ls0 ws0">(*) W <span class="_ _3"></span>pozycji „kapitał <span class="_ _3"></span>rezerwowy” nastąpi<span class="_ _0"></span>ła zmiana pr<span class="_ _0"></span>ezentacji<span class="_ _0"></span> w <span class="_ _0"></span>stosunk<span class="_ _0"></span>u do <span class="_ _3"></span>danych opubliko<span class="_ _0"></span>wanych <span class="_ _0"></span>w rapo<span class="_ _0"></span>rcie r<span class="_ _0"></span>ocznym za <span class="_ _3"></span>2024<span class="_ _1"></span><span class="ff2"> </span>r. <span class="_ _3"></span>w taki sp<span class="_ _0"></span>osób, że </div><div class="t m0 x4 h6 y95 ff2 fs2 fc0 sc0 ls0 ws0">kwota 100 <span class="ff3">000 <span class="_ _2"></span>tys. <span class="_ _1"></span>zł <span class="_ _1"></span>wynikająca <span class="_ _1"></span>z <span class="_ _1"></span>utworzonego <span class="_ _1"></span>kapitału <span class="_ _1"></span>rezerwowego na<span class="_ _1"></span></span> <span class="ff3">skup akcji <span class="_ _2"></span>własnych z<span class="_ _1"></span>ostała <span class="_ _1"></span>przeniesiona z<span class="_ _1"></span> <span class="_ _1"></span>pozycji <span class="_ _1"></span>„zysków <span class="_ _1"></span>zatrzymanych” </span></div><div class="t m0 x4 h6 y96 ff3 fs2 fc0 sc0 ls0 ws0">do pozycji „k<span class="_ _0"></span>apitał rezer<span class="_ _0"></span>wowy<span class="ls8">”.</span><span class="ff2"> </span></div><div class="t m0 x4 h11 y97 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _c"> </span><span class="ff5"> </span></div></div><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:737.040000px;bottom:1337.080000px;width:8.550000px;height:9.760000px;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:737.040000px;bottom:1308.580000px;width:8.550000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:738.840000px;bottom:1280.080000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:1251.580000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:1223.080000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:1136.580000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:1108.080000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:1079.580000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:912.960000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:855.960000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:827.460000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:770.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:683.960000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:655.460000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:540.460000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:511.960000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:483.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:426.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha yb ff2 fs0 fc0 sc0 ls0 ws0">5<span class="fs1"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 ls0 ws0">Sprawozdanie <span class="ls9">z <span class="_ _0"></span><span class="ls0">wyniku <span class="_ _0"></span>finansowego  </span></span></div></div><div class="c xf y98 wa h19"><div class="t m0 x19 h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a y98 wb h19"><div class="t m0 x20 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Nota<span class="ff2"> </span></div></div><div class="c x2b y98 wc h19"><div class="t m0 x2c h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x2d h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x2f y98 wd h19"><div class="t m0 x2c h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x2d h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf y69 wa h12"><div class="t m0 x19 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a y69 wb h12"><div class="t m0 x28 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y69 wc h12"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f y69 wd h12"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y6b wa h12"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _0"></span>zedaży<span class="ff2"> </span></div></div><div class="c x2a y6b wb h12"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">24<span class="lsa">, </span>25<span class="ls0"> </span></div></div><div class="c x2b y6b wc h12"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">674 518      </span></div></div><div class="c x2f y6b wd h12"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">627 541      </span></div></div><div class="c xf y6c wa h12"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów <span class="ff2"> </span></div></div><div class="c x2a y6c wb h12"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">26<span class="ls0"> </span></div></div><div class="c x2b y6c wc h12"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(459 812)     </span></div></div><div class="c x2f y6c wd h12"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(434 874)     </span></div></div><div class="c xf y9a wa h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a y9a wb h13"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y9a wc h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f y9a wd h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y9b wa h1a"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _0"></span>zedaży<span class="ff5"> </span></div></div><div class="c x2a y9b wb h1a"><div class="t m0 x28 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y9b wc h1a"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">214 706      </span></div></div><div class="c x2f y9b wd h1a"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">192 667      </span></div></div><div class="c xf y9c wa h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a y9c wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y9c wc h16"><div class="t m0 x33 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f y9c wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y9d wa h14"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x2a y9d wb h14"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">26<span class="ls0"> </span></div></div><div class="c x2b y9d wc h14"><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(102 211)     </span></div></div><div class="c x2f y9d wd h14"><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(100 007)     </span></div></div><div class="c xf y9e wa h12"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Koszty administ<span class="_ _0"></span>racyjne </div></div><div class="c x2a y9e wb h12"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">26<span class="ls0"> </span></div></div><div class="c x2b y9e wc h12"><div class="t m0 x2c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(30 596)     </span></div></div><div class="c x2f y9e wd h12"><div class="t m0 x2c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(27 265)     </span></div></div><div class="c xf y9f wa h12"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Oczekiwane s<span class="_ _0"></span>traty kre<span class="_ _0"></span>dytowe  </div></div><div class="c x2a y9f wb h12"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">12<span class="ls0"> </span></div></div><div class="c x2b y9f wc h12"><div class="t m0 x2c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(46)     </span></div></div><div class="c x2f y9f wd h12"><div class="t m0 x2c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(88)     </span></div></div><div class="c xf ya0 wa h15"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe przycho<span class="_ _0"></span>dy operac<span class="_ _0"></span>yjne<span class="ff2"> </span></div></div><div class="c x2a ya0 wb h15"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">28<span class="ls0"> </span></div></div><div class="c x2b ya0 wc h15"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">3 959      </span></div></div><div class="c x2f ya0 wd h15"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">5 329      </span></div></div><div class="c xf ya1 wa h14"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe koszty<span class="_ _0"></span> operacy<span class="_ _0"></span>jne<span class="ff2"> </span></div></div><div class="c x2a ya1 wb h14"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">28<span class="ls0"> </span></div></div><div class="c x2b ya1 wc h14"><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(310)     </span></div></div><div class="c x2f ya1 wd h14"><div class="t m0 x34 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(748)     </span></div></div><div class="c xf ya2 wa h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a ya2 wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya2 wc h16"><div class="t m0 x30 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f ya2 wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ya3 wa h1a"><div class="t m0 x1a h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zysk na działalnoś<span class="_ _0"></span>ci operacyjnej<span class="ff5"> </span></div></div><div class="c x2a ya3 wb h1a"><div class="t m0 x28 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya3 wc h1a"><div class="t m0 x31 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">85 502      </span></div></div><div class="c x2f ya3 wd h1a"><div class="t m0 x31 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 888      </span></div></div><div class="c xf ya4 wa h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a ya4 wb h13"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya4 wc h13"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f ya4 wd h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ya5 wa h12"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Przychody fi<span class="_ _0"></span>nansowe </div></div><div class="c x2a ya5 wb h12"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">29<span class="ls0"> </span></div></div><div class="c x2b ya5 wc h12"><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 591      </span></div></div><div class="c x2f ya5 wd h12"><div class="t m0 x35 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">769      </span></div></div><div class="c xf ya6 wa h12"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Koszty finans<span class="_ _0"></span>owe </div></div><div class="c x2a ya6 wb h12"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">29<span class="ls0"> </span></div></div><div class="c x2b ya6 wc h12"><div class="t m0 x34 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(955)     </span></div></div><div class="c x2f ya6 wd h12"><div class="t m0 x34 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(1 727)     </span></div></div><div class="c xf ya7 wa h13"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a ya7 wb h13"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya7 wc h13"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f ya7 wd h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ya8 wa h1a"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zysk przed opodatko<span class="_ _3"></span>waniem </div></div><div class="c x2a ya8 wb h1a"><div class="t m0 x28 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya8 wc h1a"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">86 138      </span></div></div><div class="c x2f ya8 wd h1a"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">68 930      </span></div></div><div class="c xf ya9 wa h16"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a ya9 wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ya9 wc h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f ya9 wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yaa wa h14"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Podatek do<span class="_ _0"></span>chodowy </div></div><div class="c x2a yaa wb h14"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">30<span class="ls0"> </span></div></div><div class="c x2b yaa wc h14"><div class="t m0 x2c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(16 606)     </span></div></div><div class="c x2f yaa wd h14"><div class="t m0 x2c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(13 277)     </span></div></div><div class="c xf yab wa h16"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yab wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yab wc h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yab wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yac wa h1b"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x2a yac wb h1b"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yac wc h1b"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 532      </span></div></div><div class="c x2f yac wd h1b"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">55 653      </span></div></div><div class="c xf yad wa h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yad wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yad wc h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yad wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yae wa h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yae wb h13"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yae wc h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yae wd h13"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yaf wa h1c"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zysk netto za okr<span class="_ _0"></span>es przypadając<span class="_ _3"></span>y<span class="_ _1"></span> na akcjonari<span class="_ _0"></span>uszy Spółki<span class="ff5"> </span></div></div><div class="c x2a yaf wb h1c"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yaf wc h1c"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 532</span>     <span class="ls0"> </span></div></div><div class="c x2f yaf wd h1c"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">55 653      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf yb0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1d yb1 ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yb2 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e yb3 ff4 fs6 fc0 sc0 ls0 ws0">Zysk przypadający na jed<span class="_ _1"></span>ną akcję<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xf yb4 we h19"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x36 yb4 wf h19"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 yb4 w10 h19"><div class="t m0 x38 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x20 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 xe h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x2f yb4 wd h19"><div class="t m0 x2c h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x2d h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 x2e h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c xf yb5 we h14"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Podstawowy zy<span class="_ _0"></span>sk przypadający n<span class="_ _0"></span>a jedną akcj<span class="_ _0"></span>ę w zł<span class="ff5"> </span></div></div><div class="c x36 yb5 wf h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">31<span class="ls0"> </span></div></div><div class="c x37 yb5 w10 h14"><div class="t m0 x14 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">0,93      </span></div></div><div class="c x2f yb5 wd h14"><div class="t m0 x39 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">0,74      </span></div></div><div class="c xf y8a we h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">z działalności k<span class="_ _0"></span>ontynu<span class="_ _0"></span>owanej<span class="ff2"> </span></span></div></div><div class="c x36 y8a wf h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 y8a w10 h14"><div class="t m0 x14 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">0,93      </span></div></div><div class="c x2f y8a wd h14"><div class="t m0 x39 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">0,74      </span></div></div><div class="c xf yb6 we h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">z działalności zani<span class="_ _0"></span>echanej<span class="ff2"> </span></span></div></div><div class="c x36 yb6 wf h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 yb6 w10 h14"><div class="t m0 x3a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f yb6 wd h14"><div class="t m0 x3b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf yb7 we h14"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Rozwodniony zy<span class="_ _0"></span>sk przypadający n<span class="_ _3"></span>a jedną akcję w zł<span class="ff5"> </span></div></div><div class="c x36 yb7 wf h14"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">31<span class="ls0"> </span></div></div><div class="c x37 yb7 w10 h14"><div class="t m0 x14 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">0,93      </span></div></div><div class="c x2f yb7 wd h14"><div class="t m0 x39 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">0,74      </span></div></div><div class="c xf yb8 we h1f"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">z działalności k<span class="_ _0"></span>ontynu<span class="_ _0"></span>owanej<span class="ff2"> </span></span></div></div><div class="c x36 yb8 wf h1f"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 yb8 w10 h1f"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">0,93      </span></div></div><div class="c x2f yb8 wd h1f"><div class="t m0 x39 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">0,74      </span></div></div><div class="c xf yb9 we h14"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">z działalności zani<span class="_ _0"></span>echanej<span class="ff2"> </span></span></div></div><div class="c x36 yb9 wf h14"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 yb9 w10 h14"><div class="t m0 x3a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x2f yb9 wd h14"><div class="t m0 x3b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 yba ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybe ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc2 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc3 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc7 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:622.180000px;bottom:1337.080000px;width:12.610000px;height:9.760000px;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:646.000000px;bottom:1337.080000px;width:12.610000px;height:9.760000px;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:634.100000px;bottom:1308.580000px;width:12.600000px;height:9.760000px;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:634.100000px;bottom:1210.020000px;width:12.600000px;height:9.760000px;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:634.100000px;bottom:1181.520000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1153.020000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1124.520000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1096.020000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:997.460000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:968.960000px;width:12.600000px;height:9.760000px;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:634.100000px;bottom:870.380000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:635.000000px;bottom:568.860000px;width:12.610000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:635.000000px;bottom:483.960000px;width:12.610000px;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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha yb ff2 fs0 fc0 sc0 ls0 ws0">6<span class="fs1"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 yc8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h8 yc9 ff4 fs4 fc1 sc0 ls0 ws0">Sprawozdanie z i<span class="_ _3"></span>nnych całkowitych dochodów<span class="ff5"> </span></div></div><div class="c xf yca wa h20"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yca wb h20"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x2b yca wc h20"><div class="t m0 x2c h11 ycb ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x2d h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 x2e h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x2f yca wd h20"><div class="t m0 x2c h11 ycb ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy </div><div class="t m0 x2d h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony 31 gr<span class="_ _0"></span>udnia </div><div class="t m0 x2e h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf ycc wa h1b"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x2a ycc wb h1b"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ycc wc h1b"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 532      </span></div></div><div class="c x2f ycc wd h1b"><div class="t m0 x3d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">55 653      </span></div></div><div class="c xf ycd wa h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a ycd wb h16"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ycd wc h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f ycd wd h16"><div class="t m0 x33 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yce wa h14"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yce wb h14"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yce wc h14"><div class="t m0 x33 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yce wd h14"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ycf wa h12"><div class="t m0 x28 h6 y6a ff8 fs2 fc0 sc0 ls0 ws0">Pozycje, które n<span class="_ _0"></span>ie mogą<span class="_ _0"></span> być przeniesione d<span class="_ _0"></span>o wyniku f<span class="_ _0"></span>inansowego<span class="ff2"> </span></div></div><div class="c x2a ycf wb h12"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b ycf wc h12"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f ycf wd h12"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yd0 wa h12"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Zyski/st<span class="_ _0"></span>raty aktuarial<span class="_ _0"></span>ne </div></div><div class="c x2a yd0 wb h12"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">21<span class="ls0"> </span></div></div><div class="c x2b yd0 wc h12"><div class="t m0 x34 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(109)     </span></div></div><div class="c x2f yd0 wd h12"><div class="t m0 x35 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">18      </span></div></div><div class="c xf yd1 wa h12"><div class="t m0 x28 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Podatek do<span class="_ _0"></span>chodowy doty<span class="_ _0"></span>czący innych całk<span class="_ _0"></span>owitych <span class="_ _0"></span>dochodów<span class="ff2"> </span></div></div><div class="c x2a yd1 wb h12"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd1 wc h12"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">21      </span></div></div><div class="c x2f yd1 wd h12"><div class="t m0 x3e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(3)     </span></div></div><div class="c xf yd2 wa h14"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yd2 wb h14"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd2 wc h14"><div class="t m0 x33 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f yd2 wd h14"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yd3 wa h12"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Inne całkowite doc<span class="_ _0"></span>hody netto<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x2a yd3 wb h12"><div class="t m0 x28 h11 y64 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd3 wc h12"><div class="t m0 x2c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(88)     </span></div></div><div class="c x2f yd3 wd h12"><div class="t m0 x3d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">15      </span></div></div><div class="c xf yd4 wa h21"><div class="t m0 x1a h6 yd5 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2a yd4 wb h21"><div class="t m0 x28 h6 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd4 wc h21"><div class="t m0 x30 h6 yd5 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f yd4 wd h21"><div class="t m0 x30 h6 yd5 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yd7 wa h14"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto za rok <span class="_ _3"></span>obrotowy<span class="ff5"> </span></div></div><div class="c x2a yd7 wb h14"><div class="t m0 x28 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yd7 wc h14"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 444      </span></div></div><div class="c x2f yd7 wd h14"><div class="t m0 x3d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">55 668      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 yd8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yd9 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yda wa h22"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto pr<span class="_ _0"></span>zypadają<span class="_ _0"></span>ce na akcjonariusz<span class="_ _0"></span>y Spółki<span class="ff5"> </span></div></div><div class="c x2a yda wb h22"><div class="t m0 x28 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b yda wc h22"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">69 444      </span></div></div><div class="c x2f yda wd h22"><div class="t m0 x3d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">55 668      </span></div></div><div class="c xf ydb wa h22"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Inne całkowite doc<span class="_ _0"></span>hody przypadaj<span class="_ _3"></span>ące na akcjonariuszy Spó<span class="_ _0"></span>łki<span class="ff5"> </span></div></div><div class="c x2a ydb wb h22"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b ydb wc h22"><div class="t m0 x2c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(88)     </span></div></div><div class="c x2f ydb wd h22"><div class="t m0 x3d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">15      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 ydc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ydd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yde ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1235.820000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf7" class="pf w11 h23" ><div class="pc pc7 w11 h23"><img class="bi x3f ydf w12 h24" alt="" 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ucz217YsX/3REXeDZfRUWtYyVV9X7kxACSzabwmSZIkSZIkSZIkKX0ARGAJzFrOhtgbbxedqYMZi6NquOXefv2V777h0qVDGDNoACbCSGULg+BBBKJaM8+GVZwGgkDn97DUCA0gkGFEDyKYHKrznTIVSiCGYRA80KlR1VjSHo4ao4g1GdtBXwwQEEU1whhQMQRAhNTYCIhBFZEbw3M7PnomCz2yVaUO+l+qMQqUpc+yjAwJgtMKqszKAOqOcQXEANaxCwBZU6JP1jrblAjLDgqtQRbG9jvdAye07A0bV71r05ml4J4Hv/fZL9/15PbdvWzRZLcXpYnhpeAGqgik9CFJkiRJkiRJkiRJ6QNgLIMiSbSOHFM5tXdRAxR6608/6Rd+5v3nnz5OQAF0ymDYDGUE5ECuBgJEIMy1pTi6C0M8ssICAokggHPMNdHQ+R0jCcRgUwf0BWJBOfIcMzBkDYAKgEKDZo4MYJhosFsEOR8kEAioFEHgDPoK8bCEhnNEwoO1FMSDDTWF5ltr5HlgALCDxSYaYAEVsAIiZUBuFFwpvCCazGtsAKh0JJvfO4JBxEOtYcDPVN2iGGowrrn4zLdefOZff+Whv/nSXS5Q2W70XVlOzaA5knZ+SJIkSZIkSZIkSVL6AADqy4xhEKnuLB7Jzj9//WUXrFq7atlZa05oG9XgC6tAaORmstPf3VFxragmDhpG6CB1ECIdNMlQIp1v1BmEGcREMcYsN8sbQlCmwRqLuT6f3qGM2HVgdvuefTPd3qHSstaF0aVjw4vHRlYuGlnschV1Gi2LRj+lLee4W4ZDh7q2aAgbFYHE3DDFkFsebmYFEQBVEkIEouLgZBUl2izzOtgC00Rv23m+MCMTIxtRFW64g7PVTDktRSuSVXGsZqgAfK/ZaFV93ygAQMRWoZFlbW/N/umSgeFmnhn6xRs3fvDtG7e9tPeb3/nevd998dmZg750Eyb1vEiSJEmSJEmSJElS+gBkhrWcsY5vfMfVH37Pm9eMYxjIgUylQE22RtUtY0nZ8D/84x233PXgwbKo7JggG6y2yKSXaQUibzIAQkbAgxtR1BjjvVfV1atX3/pHH8WRRREEAQH49uNbbv7Hux//3oudQDbLX+4PtQqba93QsmVlxVj+3msuu+qSC1YuGEKsiQQWAfjGQ9/7L5/8lNii2yuZuZFnVuvZqYlNG879g9/7zSwjmU83BHjw0ac/+embd+/d7/KGF5CxtR052IlXbTz3tz/2nhUjxsIgYrZb/9lf3/ytBx/zrtWpwhBGDJWtrD+U9/7jv/2ttatWePGWm2VglzeeeX76z//2C7OGYn92QaG/8dEPrl1xQsthyWnL1q9e+hsfvvqxLbv/29987h92p+GaJEmSJEmSJEmS/C+ePii3oQL1rN4gWPEx1Ma5oEaIYYvoBTyBooWagByuhQiS2NDK+W4rdFcvP+HKN4++9dzTTz7p5IXjCwjBKFtiAEQMLYAC2XARDvbs6ObD4491T551KyFNSA10rY2gUiQyHEkGjeJL4yzIehgVBgxn0P6MxEWNHos9pBnVWLRnFg9s2/flr9/38DPPztSrSn+pHfWh2ovW8korI1WR2wj+3hTu/sKO0X96+Vfesf5fXbd+MXdHQ0fFbtpw9ufu23DP5r09tPN8OPb7CHVzOHvumXLpC51/s66fxUVQRNudNDM3f2fLbbvOjMX1Eg+jcRD1TNbLFmadq684ee2w5DUro7L63NTMzQ9OHeqeKw7RHazp5CYO5tP7Q77yk98d+u1V7RV+2lCnx+Of+PuHZg7svuDSjWao2cwLp/nf/dN9l28489IL1hmglROrXn3Wkqv+6OPbJqoHHtvyzUeffW7XwRcPlbG1eNZbtQXZTOuAGA1XDiWzqwUaVdnK4OJrNIgEIRUnakTTuE+SJEmSJEmSJEmOT/oA6Q9mqgwBEMiIzcnkPioiQIQs57hU+lK029ZytzOpVddpR3qvXHXp+l/6wE2nrRkeNyiAoCH6kGc5H9snguZbY5qi59VY0yyyjooW1gDS6wRfsWEhI2KgBHBetIKvowRYhgbE4KxRAxYvAd5mNawHbr9/93/4xGd4BBNliLGmfDSU06h6aNRGa8vS7XUgBiaj4dFDk6/8+V9+obfv5Y9/8G2rhguytk34P3/7pi2//scHSohGzVp11DIykf7XP//iL/7hu0dayHN4mB0Hw7fue85jLUwX6FtDIVBB8YzVy6644GzEQJYBVKDvPLn1cKfDxahYAwwBUFCn9EUr/9zNX/zwFb+5MOOWy7Y9v2ff7pd/9+Mf+MP/9Hd2dPnocHvLYw9+4k8+fvNn/2nTBevmGn8QAUTMyxYOv+/6i955/UUVcMcDe/74Lz5HIXZrjrCAabRaINMvLdRQVnBhRIAQoFEBUWEMPo3UuTNJkiRJkiRJkiT5SeOjOYRWViuDAIgCQlZMUcOCc2Q5XAY2DTNC3obpbvnK3qJ3aGlWnrey+Vf/8Tf/9HdvuuiU4cXGc+x6X7GiyAoGxRBe/5JCuXOWmWOotD+FiT3x0O6MagMRH8EZhEHW5q1INoLATBCQp1hJf0aqDmIFB8ragvaOaXzl7ocmg+3zkJg28gZJDd9buHRxHns2dBoIqDogccOjsVOiGOVFqz97yz0PPbcDZDudsmAsaePCN52cozIsQQmU1SFalx94Zc/Tz78yC0xJv4T93Bfv7/khMgaYhXSMKESHMv3Yz/90g6mwBvBRfCl49sXJYmSMMu7XNbgNFlW4RkvIHH7l8Hee3OOKAsbu2LHjg+97b8tgembmXTdc8QsfvCCKVjW894OGHnqkTIHICBzAAShx7UXLP/+Jf/3h6y9anpWt+uDytmblof7MBGBR1lr5CDO3TQUYREI2kpHBrplJkiRJkiRJkiRJ8pNlj0kfaoAjscAIscLAOvgAVjAhlJBgtTPK9XDBa1eOXbVx09qV7fXr1ixsIUM/gyeESC4aqwoVAcEYA+A1E95AmQBS9Vw1Pe64FrImopZAtm+aERaZA1MIHnWZ5460juV0YZTVI9SQMESlN6jU7uqG/+u//MNj2w/axWu6flazAnW0Otu2Vd6dPfOUtcOtfOfOnZlwV2O310ExCpHZGGyx7D9//oGL1p66YKwgwYjiI9ed/+DDT01EK5qhNY5qxoeZRmY/e9uLZ2w4rQ96ZtveL96xtcxOVleD+2xC7Fem7F939YaNp2XOQymSKYPJ+wEPP7GnIltxBTY+tqCzXvzQ0MKZMubjiz5z8y03nvPRJe2c1TeNEOCMueWWbz713Uevvfy8PMPwUAEd9PU4et0KoxJ1zNIwSxQMN82///lLf/Ed57+4a899jz772FNbn5/SCWa4hohSvwtj1BrIoLsGVCmSAUJad5EkSZIkSZIkSZIct/RByCggMJENYACCClFwGlDVjsLYSBszWzduOPd977hm01kLRwi9mXJhC1TXEELWhjJD2M7VUyhUda57xRwCBuUWEaetWHT5+lNmyhh8sAZkito0n9zbOTDj0SjQ78Jx1shjOb18wfBpZy5rSM9q6ayJMY6MjgZCz+PTX7jrnoeelPZpdU3gJkI53DQ8uf/n333FNVdeuHYpcmD3gfITf3vnA1te3NWrSxKQidqIZux7+/qfufXej3306paEIeMvOmXRh99+8aduf7LLLOxQtH1/ImP95pY9D+/tn7ms8eX7NnextE8WdgbWcGBXx5NPXPDB687nbr/VaJASKNaKO+7dt2eCZm2NXFGMalnk5mAEOl7FZMZmz+/a+djze847ZeXYyNDzW544ddmFeWauv+aK0abbv3dPDlRlYAbPLZKY+8eQGlZoNPCo60aRA250SfPUJWsvPW/t3ol3fvXRF26576mXd+6a6vZN0fCeg7LaAsSAAQHEiJ006JMkSZIkSZIkSZLjlj4EcgooeP4L94C6yo00tZY4O1LwmvHRn/vVn91w5mmLGnkGKYDWsEVdw2RgIAIEMAXvmdkYI1GICK8r9TcAhfD+d2668Z2byKBpECNgsH0K/+4v7/n6A1thHULFLldfmdi/5IJNv/nz5w4TbEQjQxnhaziHqos777630V4w7QOaFsrQeubQ7itOX/qzN1y4dAgOUODUxcWv/cyNxZfu+tQdj4OGAQeXwQz1+1P3fuepK6+64txVgFbtrHjvdVd86Z7vzgbp9bsoLFmrihnFl7567/DPXfv0tsnJHrJhgD0kar9ogc84adGpq80JnEsH1GCAK6nv+tYjVIzAdCHTUM+G2qauycyW0bRbvXJmUXt8667Dl59/yopVJ/7tH/7RVZdfmFtTOHzg/Rf/+9//TxOzkBhYQQSmo0lOBAwNGn0ocgP10Ggos2pbhtcsxIevPeWiDac8/J3nb73j7m0v723YPLpWTzRQJkwYfLIkoFT9kCRJkiRJkiRJkhyn9EFMjhgIalhVvJN+ge6KkeZ5p64+85Tlm9afuvbEUUcwUAfvNBhECGAzABEIQCRYUMZuMF82bL7vS5KG4cw0CBFgwEJgtFRz0ihMOWUaVqUiKyZWJOWQE+0cWG4xAjiOAKIxdQMAtj67vdeVKovGxUARdWTIsCk/eO05KxtoKyAlQg1brFuc/eoH3nb/d7dtneqKaUGAOsLmLx44ePs3Hzr75zblEih21p6w8I//4Fd+7Q+/0hOCesOmrJVcvO1b3zswXWx5obRDQ7VOIKvQcYXYy845/Q9+5apxmoL0yLYB8nDP7+9vfnFvPy4GMZwzoRoy9W98+J3/9f+7tePaIsrgvtoHtuz90A04cfmin3n/jf/vX3zy0o0XtE1NJb/nuks/99effe87r7Y0qD8ZXDIGVIgJysQAQwWqICXSnAfXG2MqC8bovOvW/vQlJz3x3O4t23Y+8OS2bXsnJ6q6HzOhLLA1pCo+jfskSZIkSZIkSZLk+KQPMIzKW4dM69CbWj6cvf/tV1x/yZlvWtm2gFE4ggoYxHAAQyNIQIgkHlwPqh9e/7W6vmrzAgVIPJPmNAgpPFBBtUEtD861dOoDmBGJlFQMhUyrJtDQCtIDGcs5IffQF7ZvL4qxVzqljHmU07AjRS0t6m84feWoFXiCKSF9kLRgV4/xOWuXb//Orr4YEAFKqlOVPvncS1PlJa3MkQltyKXrRq7feOoXvvHU9FQPY8ORC9hQxbF77nyGstGxxY2J/m5EcZwtH8n/4NffdvIIHCp4kBEwd6Xx8NNbDnSDth26NVRy7V9x0epfeseaL93WOLDPE5ui1ep0pp/c/srLUxgZjtdctumiiy665WsP/s1f/GWvM3P9VZd//Fc+0rCwOFKFwgBAUEBABENEwGBhBgGsAAMOMAgWHgGtRrbsvBOvOu/EX/7gJQ9t7X3y77702LMve9g6GGO1cDaN+yRJkiRJkiRJkuQ4pQ/9KWPISTXE1ZvOXvOvf/ld55w45BRcgxAzCyaCzM2EoQZsQEFJFXM9OXkwX1aaO+b7BRHH3BxsZyBQAUAqREyqpCBSBQOsTApWAg9yCvUgBRyAGjQxWyk32BJYASAGiLQbbny0heAhDgZghgixMHjR+IjFy6RBJYIUCpM39x2e7kXUVGTUJ6kyblx93rJb7vxWbDZ7/T4aLWhpuAUfi5Gm1z6iNmwzdKrzzl2xejGcekcOLkP0XZ9Thue2T0djhAJM5ghZmNh07poWsHzB0NaZ2lfe+8DWHe76R57cc86lSyT0G65xw/Wb3nHdpozhAAnI+OgCmCN47noxY9CHUxUEkIAJMABDIAECInVEgK0CLj69eca//Zk7H9x9/yOPP7F56/5OJbFO4z5JkiRJkiRJkiQ5PunD6Utba0868coNqy46++RlbTQFzVAzgY0yc4wiwkzz38PT4LdVRCBaqIUo1KiDuqNPT/NRw6tm0gYwMvjSngzBAIgwERBYgQlkQQpikHr4ACuDeTfmvu33QB+Y8Y2pPpl8SEOJYhglMbtFixYyo6p87nJBxs4ACKLKGB6yTEqiSgqAlBR0YHJmNmCW8jENLFUBuuKsle9/6/q//xEf9d8AACAASURBVMZ3+tkCeMBwWQY7MhRltn/4kG2N1RPdhcP2pveua6C2dS1ockZiQuR8ssSjT+9G5sRPk82yKIsKc8n6kaboeWesumf7s5zZ6HswWST391+5/aYNN420TKmgiBYpKyFKRkJRiQeXeq66QQGLSsEKFph4zAVmgBFokOZQBksAkYpDPUwkcNbipstXvPeSFc9v33jbtj3jtaRxnyRJkiRJkiRJkhyf9GF5w5974tjb1p+8rIUMKFBC69jrRiEeXkA2iyBGV0GAiTCDv2UYAwNR6KCcYa7hxesSh2MLHzIlhLlDrCMA6kEBCOyErFIOUrCFmhq15zwAIDP4CchroAZqbng0PalSBRGQC7GyLgtErtlGQEVFRmKgAlcDzhliCwFATFYpRpVIps8ogSpyg0HSH2H6Nx+7bstLLz9+CDMhJ2bLhl1UzGQNhzBkTPahn7r49JOyApOgYfUNdVVkr4Q77tm1c2+3ajBYjOSo8abTT1w1DBvL9Wed7P/hCbIZQWJVS9bY/crh3btfWbi8PRuL1shQgyiGuur383Zz/mICyoM1FwpAPRERsghS8GCXz8HWGowIDR5OOSOCBQhCKhkDGmKv7/LmiDPDq8b3tRZPbXs+jfskSZIkSZIkSZLk+KQPT7w09di222++7d6N608765SVG85asXapabRGHKwVidojBCELAARSBSLNTY1FQTpXmaDmyN4PdEzmcOx+EBwBw3qkMacFxTgXXXgnpRgXKQNnEIGq1dpBoUapBVhS5BoytsOtisy0y0ZKaSMWcNb3yv1TvX60/RgKpkhGIFDPAOB6dVRmYQNVtUQSc2uHM4xZDAEEo8hIakN1S+hPf+8XP/zvPvXcTIy1qtFKouPCstr+4V/6qSt//uq1C6kPeFUB90S1o3aPx+fu/nrl2qiMy+0IRV8dOP30VRE9T3bdqqVnLog7D09wa2ymIgVqat7+yEtnfOTiJmUaozDI2KLdFok0KHoABitTSBVASZaUmAadM8EqQBwsVBlEFYxaEElJ1Ao4ggI0ECZNY+uzU88998JDjz5+1/bypreehcvXpqGfJEmSJEmSJEmSHIf04bBdSo5nqrj1nudx59OLx/LLzl37C++5eMOaZhVgym67nUW0+j1viYrCQOrQLW3hFBSUyBhid+R7+tfSYyohKJCyPRJJkMjcSg4QaoOatY4YLL5QJ3VDejkAGKVCCUbRlFixXTSkuZ3q9oXz5ZKNoOxzO5uYqXftOXzi2hMArwLmaBB9RB3dy7sOdXxElsMUWnfYgqryjDVrF1oMYbCKxJLLELsj1q9b1HrnpefuuPWhHvKgNazzasnPnLd66H/74FkLHXJkgBUXidQQey1uf+C57+3f16GloHHtVNzojAxhzZqlHs1pxvgYNqxbcfCBzYdnO7BtNVKK+/Yzr/wqZS2gYcyRq8bmSK8QGRRBECkBkQqer3cwUCBCI6BQAAQxFCuXE2DLSB1hk2Gixp0P7f/8rfc8u2N/v1bYonbtwEUa90mSJEmSJEmSJMnxSR/g+6pK1mStFoKbrfp33fvolice/8DbL7v+ik1rl4wfDpAwPdxsGWi/mimMta0mlAjWeojCGLx6s0Q++uSvWoXBrz4HAVTnNqI0Qkah0ArCEG80Gg2DL/8BRIAJRAxgyaLFGRkJ3jQhGiBREIOvDhw4KGtP6NceplBBp1cW7UW5xe79h6MQOIMyeqXkiFX/3HPPtAYYVBAQQxXEsV+h2Tpx5ViM4rT2YkCAwiCOjw41HQBIBBtmNiqx6pbSanz9nnsrX4NquDJyKJkajbFHn5/q25e0y4322OHYlGJcQ5YPjfdnOwR5Zc+uQwcxtghmfqGKHo1rADAIgBlcvBwABm04BRrnlmaISlQYyzYXW0xXfrZftoZztbj/6YOfv/Weh59+4VA3muZCbrqoBohp0CdJkiRJkiRJkiTHLX3IbIgSVShKRsaqFnZk6KXO5J9+8f6/uvXBM05ZteH80zadbNaedNJIM8/zVg3SKJkalvkNCAJAQHb02V89l577bQZVDoM7IqBADJCLgOe8pKZRZKH0YBLvxBtRwmAng7mps2NWwZvPWDvazLpqZkKF3gSynCSGyF/95nfPXnvS6sXNGNHXnBrjzx/s3vnItq27Z2DGEQwQXauVSXfVCe23bjzDqkosyTgi6vfrRmHJUFQQGUQ4VCATSElh1EusFIgCx6xQr0TRGtd+6aWJpza/ZBoLYQGZRMN1ur2yNJ+7dTPduiWaPtREkwdtx4B+X9g4KM92pu+6485Tf/ba4IO1DBARAZC5/prQY7qDNKQ85nISiAXGg8gZYfiIWdU9HX5xx4FvP3rfw49vPTQ92w3OU0Nbzb5aXxNnGWk/DfokSZIkSZIkSZLkuKUPwXesy2EyAdQ4cY3ZXolsUQmZ7vf3bD788M7N/xC3rFm58torL7/2kjcvLKAwbOEUUqsxg0BBBx00AQbJXK/M+RnzfBjBx3zRH6GR5ksjItnImVUh1KxQJaW5HyjJkW0tSV3EwnZ2zcUXfv6O+3syW5thaG2UUIx97ZGtjeadm95y/rWbVjHw0v74Z5++4xuPbT2McbRG4RUaSUvtTd30kevWLrENiIEoRICi2UIoOSsMwbHRKDDzi0IIgFpDBFgGK4JEgSGyyPHAEzsCjYsdg3igp6SaQaioZLhhF3RlO0S4MSQ9jygQoqzRm5nuRL7tGw+87arL1i1rHL1MBFboqwMIANByrsEFEcgpZTXgLQLQCXhpr7/l3sfueOCJ6elZISuc9WWkF0nhyDrXGnHguqxsGvJJkiRJkiRJkiTJcUwfsiJnsmVVSyXIBFkBWMDAWh5uIYaZydkYx3ZNTG7d/tVHvrvrgzdc9eZ1Re0x5mCzCIpAgDAw6LgpUAYJgEEGQXOPvqYbhoAU0PnWnARiBYvmkRwRi2YCK3OPz/0hIbStheCqTRte3PXKPZt3R6MeqALgmsgX3P7wtm89sf2Wry7Ki+az23fuONQL+bjQEFwDVcdyXU8dWLti/PJN5w7aQ4AweH4AEpWZadAINMRgm4GcslONkTiCFKhqWBMNgQjBogd8b/uBSlt1aAIVrAf6rnDka4S605mk4UCWMpbSEbIG8mYMNTiveHjX7NRt335qzfsvfHUuIATYQYQDkiMLMcAgA3JCtgZmFEKY8vj6Azu/+JV/em7/7LTkZT+CCNYYW3AjtzZXNnW/D1EYl0Z8kiRJkiRJkiRJcjzTh7IGWUWWIzNEThWDzo2o+qIgw5TnNZ0F9fti/5YHX/r2U59cOGwuOe+UKy485ZxTVo41DIOsagEDQFSYCTqYOAuRAgpRo6rGKWG+MwYPvtxnggEo1pbER6ZsGGKVYifYvloPOPCgCIGhUE9CDTEXrBuRD1z70r7PbT00pVqY5mjlY02LulDp+YPPzwSZ8bGozZArRlEKfGmoasjMaMv/8nsvXjUGIyDUQASpACqwzgGqERRDTmGW2+AcMCAftS9EBDirTCLBE9uSsTfax7a95Gkk1C1kLTJM5cSC4ZCzZ1AxSuCuKJexWxftfRMTFIbVNNEYLsXsrfjv7tv6UzdeeFIGVTBAGlUDEaCRSZlYRciYWhtsjBAHYCZg33S897Fn7n9yx4s79+3YP1EG1WyoJsdDQ8wm1DFCoRTreq5wwzBQpxGfJEmSJEmSJEmSHM/0Aa7QQRYAqMTBPyS14UgKFiWgNAwYaA4zss/3Dh7u77z7iS9+9d5TVi54x9suu2TjBaeOgWkQKhgFoldCjKG2BFtYkIBAmGvbCQBqQAakot6Qa7EfMvVstJEaqAO38sK18tbwkcMN4BChHkqW0Ga78YyFH7vpHf/7f/7M8FDzcN2Hayts5Ax5Mb3/RQyNopFDyQehDC1bFtpzM/t+7UPX/fRVb3ZAzjCqmFvlASG4qBDf74lWZa79WSEAIIXEKAEaGHBMGgL5mhpWgDsf/M6ug6/40EJmUAWdnDhhgfuz3/v42lXNtkAEsevzpskb/OjznY/9/p92RLsS0ByPPdOjoa0H/RPby+XrirLESBN13+cFI9SIHgCsJWZAu9Z5YKbGoWl85a6HP/eVr8Zi9GDXwzXFLhDLYAMVUUhQ8GCFyuDshTUN9SRJkiRJkiRJkuSNkD4Mbs9NUwWqrJEhVpQgpEIkMDOAQAEVrzZoQ8Q6ZE++2Nn/9w99/cGd77ni/LdfdGK7ibqGRgwX1pF1LjcIoeowKWdufiuDQUrBgAVFC2LA+o7M7G/kYx6u1Cjdfqc8WHUWioB4sPsC5k+SAEglWc6XnX/SL990w6dvvk27ZIeXhmDhe8BIsWhhWXl0ZkGAMybWMnlo6vCuX/3ANb/0gYuzOFjJcKTxJyngIzIVNjw20hhr2fGWmww+QgEL8gV5Cx8VTEIqsHZQinHXXXdlJpqq08xG6n65ZMmiEdpz8nhzjNAyWmSUF64OkYDTlzRXj9odE9OBiOxISd4289CdeWnHLj19bbOJCPgYrLekxHlzsMuDgqva71EcmtI773n0zm/c9+yO/YtWrT041QvZiMmb4iOEAZrfdEMHXUJoLncQOrJ3BEwa9EmSJEmSJEmSJMnxSx8Gey/o3F6HpMJQUhGS+Wk/gw5BeRAUAE6R1dwg64Tqlyb8runJLc/d8umbcfLqVZdffMaGN58WC5gahQNHzl3bsEis2QSAFRAaBApOYrRGbQzL21hZ9E1uSi7LkbYaNxLsSQuyLFSwMJzNt9fIQE5CzDIqfVzWMh9777nXXHT6nfc/dfcDT+48MNURUG8i+n7bZWDD0Ex12Wi28aJ1F5974xXnnZoFyRAEGQNQBiBKkWAtyAs0AEBd5do5rTFVcR7IKsWG+CVtkrKiBoEItlDY3bsPdHe+srw1tnC46vuX3ZAxvem3nLXi1FFkgNGapJZITWNF4+oh964LT/vK3d8eNRxgQ5tyU3mqtm9+uLrqpIYzQbRot0MUZq4JlaAUPL9j6sFHnvr2rv7mZ549PNM1eYvHT9zTUcpHoByDQgCm+dBhkDvoXMpDCtVU+pAkSZIkSZIkSZIcR3RkZsrv/zQAQGiuw6MOooi59hQEAE4qJYpwCguyAMM6hDg4SqOnuhxtN1q5nTy4aySTD737mvded8HSBRgCHGChBC3QgxaRbJwvgdBQi1Qua8wGO1NjuAkvmPSIDqaHhewX5CVAws1AbAAjXtlhsGEkBNBe1c/ytgdP1th3qHrsqWdfeHHHdKfbqUKrPXzGmevWnbRq3YnNFmPEgUKdWeqVfVMMZwDFCoTAeR+oa4zbiqQDzidje7fHEqA0qBiBwUBRVitbhuC18siHPaCKXh9TCtfC/h6Gm2gArqsjljICc4/IBzPiq14jz+oQxeaHeyKO+wpnEPrIDXLtjzUbCgXghcCogQDct3nyzz996+bnd7VGF0/6uvZBTS4gJYcsh49QhSE2LL4mESJ+zQesJMfeNYKPXrXuk//q0jT0kyRJkiRJkiRJkuOQPrj3/dXRnphAJCgRBj8Y1DvQUNcLUWAOTJEJrECA1DABTgkKGdaygNRZplmczcP0omY8admCyy447eL1p562ekXmzJDOAo1ANgARMABLZFQiwrbVD5RjxjHV3OorF4RC+/Az4EzMsCfDgBXtKlmCQTRaE/rEESECDNsUcQIDNjVICWGQrSgySKYlaQQjRBFyME2nIPEAArs+gYGmlFRPwrieGZlmt7TuKee1MRUBQA5xocMEhQum0Q3IAxoRZQMle49agAyukKyIIEHU2jhMcWZUCqZY9azLo0LAymwRWYKlGEXIusp7YxuHO9WjW174+kPPPr9n8qmd0zMY6aMpwRg7TdaFqADB5vAehkEg8ayRNQqMksWgdch8gASiYz9vKyGlD0mSJEmSJEmSJMlxSx/max/+hY6UTszfr2tYm2VZjPH8889/3/vWf3gJhgs0AIJH7GN2Au1hcA7Ku9F6i4YiExEBORYgAiJwDNbBNg0CjeD55pEEfXUPT3r13R+3weWLxzxiANIA9XM/kFoWZQ4gD/QwKGtQBjV8zGFyBSaAacADn79r79/cfNv+qZ66pg5CHxXSSFBF9i8/W4Pqo1ed8clfviwN/SRJkiRJkiRJkuQnxv64XyBrNr33MUYReeSBBzZv3vy903HDdW/beM4SU7sWtBg5Ab6CBBCaliIMQUkjRKW2ZNkylEE4kikMFhfI3A0FHVuz8RNHKiBY0KDiYC56IQMAZKEWUDMfyGhUMkZFlTJFIxpXAyHiYB9fvvfFr339W8/s2JOPLMkbrTIoXreMIkmSJEmSJEmSJElS+vB9iIiGIMZkeR6Yvfeffaz/pc1fPvPExaevXnzluSsvPXvNgqzIERFqjn1LKl6RNQwTNKoKlKD/P3v3+mvZWR92/PestfblzHjGjDGXlBKu3TFNCaHEEJECaVNQk0aVUNSmqtrkZfuu/0artK+qSE2vEmmUBGgrKpImMQXiYLAMDgRjLttgLr5QbDwzHs+cc/beaz1PX+yZsUlThVbnZ3Oqz+fFzBrNSGef39lv9neey/52jFL3J1CUrq9TxBRxPUuU/UWhJWJ/dkKL+NN7DvJMUceIsj9zoY++lX6M0srQIlqZtYhl2UbrxnGMsmxtOJ5iW7qjqT1y8epnHlh/4UuPf+aB9bcvP7OrZYzZtWeujTFrw0HE/uSN66dIOjkSAAAA9eHPNo5jN5v1fb/ZbOL4eBqGuO0vXbly6VOPjJ9/4vEP3f0n58eL//gXf+6Xfv7OC/OhHR0dzFrry1SnPkqUVrp24/aGIUpfo5siakS/X2RQrt+WGVEiuv2ei+f7U3oZovTR6o0VGLW01pVhjKgR+1+XQzeO07bNu1m/jbhS4pHvbv7V+37/o/d+9urUx3y5mA3Rnbm22exK388Pun4+3VguUaJ1UYu3KgAAAOrD/0nXdXWaWq3L5bI/e3aapuPjq1FabHbXjqej6Nv8wr/5rx+7+94/ftdb3/T3fvYnXzLENMZy/7p2235/sGWr+yUNXZm3eM7BEu17Dli8sSnj+j/on5cJ7qJMUbrSzSOi7WtD7Vqdl2GKrts3iDJMsyEiLm3igYc33/z2pV/99fc/culoOvPSbnn26vHxtSuXl8vhlhe//GhbDw83ZTm/sc/EigcAAADUhz+3PrRWhqFrbXN8HKWUUubjo/3iYDu1qUXrlxc349Nl9vhXjz71yH3/8a7P3/mmv/w33/aaO1evuO1cLIfZQatD6btuG9EiphK7PvoS+5s42vWP5+W5Jz927fn91L6NOI7rB0LOylDqJtouIqJMfRn6MrQoT0R86/FnPnn/+t77v/759befePp4O5w97C7UcV6vbKLvy/kXb3eb46u70g/9mfNTrd6aAAAAqA/fr1pKtDZFlO76woQL9eJ0PB+6xa5bbFofs7NTKVOL4zZdurRbf/yL//kjn3z1bbO3vvmNv/QL73zjy+eziEUMyzLW3a60XZlH241tdlAi9gsNou4XGTwbIFK/o2maIqLv+3EcW2vdMMxLme2XWtQxIsbjXb8407rFWOLy4e4rX3vsX3z4vi996eFLl3e1P7etBzG/dVP6qSstasza/uKR1i/3HWWq+29BgAAAAEB9+H/VyjCVrkVfo/vfSkGJ6GJ+/qtPPv3wf7/ni+uv//w73vzOO3/sTa+a1zYsZ0OJOu52Qz9sI3bbaVZiPhuibzHVGwEiXSmllBIRwzBExKzVaNPu+KifzaIfoszj7OIw4uI2Hn7s6L/87kc+/Pv/45lbX/P007Wb3Rrdmd0464f5WCOiRkxRp4gapcT3XKh5cwGHBgEAAID68H/vcv/iFv3U9S26VvpoU9TWxa60OrTtrI27ttgtbh9KffDxo4d+4w9+/UMff9PrX/HOt7z+XT9xxw/ffm7oF6XWw10sZn0pUWudRdd17cZWjFpuXH6ZobVWSmmt1VpbaxHRT1dLt5vNZuNUdnV4JspnvvrkR+//2h/+8frRp64+eXXTH9yxOyptcWaYnZm2U4s2dSViLDF2bde3XYk2lWHqntsd6nPvuGg39pYAAACA+vB92Q4vevawhjZFm/o29bHrW+3aWKK2Fq2WXYtdWx6WxXYcLn358h898LFf+bcfes9PveUX/s7f+iurg+UQm4jDbSz7ru+jjdMwlOd+SE/KD9M0DcOwX/swjmOtNbr50C9qWVyO7rMPPfXPfu03P/uNpw5nF+LMbZvpfHTTdHAujg5jHMfdGCViEdHvYtxGq6VNJaJrpV5fA3Lj4ozWIlq5sfChle7ZLgEAAADqw5+vThGttBpRS7t+l+QUs7GU6A4iStemedSp9LWftzK7NrXDtmzl4EWz8x/8xPp3PvnlH3ntK9714y//qbe+4Udf+8rWx9hiMcwjxrj+Gb120SftWBiGoda6P/phGIZhGL5+cfrU+rG77vnCvV/8xneubA/joM5+aOwXsRljGkupi81uqrPaRetr9K1O29iMMQwtSovS6qy2aKVcP7Si7XdbtLJf+1BuXulRXLoJAACA+vB9f8m2iagl6vXVD6Wboq9lHl0fsYgyDNMzi3Zt7PvjqUXpo1+0vo/d0dXFLWeWt1y+evFzDz/52EP3fPAD7Udf/8M/886ffO973tEtZ4u+23+ALxEtapdz9mStNSJms1mt9aGHHrr77rvf94mHP3Pplro4t51daLtNLM/FYhnbwzi8NFuU8/145dKTZfGqrq/juGt96w+GspyNm11E39rQoo/o2s1VD9FKtGit7K8YbRFlv5FEfAAAAOC0Ku3G+QLzv/uvT9Hrnk3Hs6Ev07buDu984+v+0Xvf85Y7bn/VLXGuPh3TxSiHcXx4fPbOWmPex7jZdaXNZvNaokVMEVPEtsaLuv0KiRr7D/qlj+imiKMpaonooka8aPdIDMsos6md2ZT5tYjjiCc28Zsf+vIH/tsfPH3laJyd2Xaz0zK3ed398rvf+Kv/5Ke99QEAAHjePLv2YYr+FL3ucfaSw+1Rt7y1W7SPf+Xip3/lfT9025m33vGKd7/tR97+xle+9GxXbqnzqc260rVpmLdoLephHyVK6aKbtViWchSziOij6yO6Ukur027bD92Z2qIfWis1yqa/fTdG3w/XWveVbz15z+e+eu8Dj3756489fvGozW6pi/PbdppGN5VaLaMAAADghaoPtRtO0wtfnIkyr6XU1mI4uLLsrzz2nYevPPGh+x+9sIj3/u13/7W3v/5nb4+uxPFmOpiXiCnaGNM2+q6LiFojYje/vdzY8FCilNLa7ij6ZddFbK7WcZqdOftof1C6ePDrm3//n37r0w889PSmHNdltzg3HrxsW4dauoh248iJU6BOUy2d9z0AAAAvTH2I0/Wh9MoTMZ9Hv4hxinGK2h/8xdccPfU/d8flyjPbX/vt3/ut3zn3T9/xkn/wiz93YTG/OsXQhkUZSkSMUwxd9F20toiIiC6iu36sQj+cOTdtd7W22fLWLmKq7RMPH/72++968CvrS1c2m3pmHA7G7mC3rVFmZXkuxhrjUfSnZnStRLP2AQAAgBesPpyqD6UvPtgcbq5ut6Ub5m22nOq4u/hEGacyWw6x2O22T10++pcffuDffeyhn/ixO37mztfe8bpXv+K22YXFbIjoap2VViIW9XJERPRRZi3mu9Jd2XRlMRy2+Oajx3/06S/ce9+ffOI78czVoxYHpT8fQ1/LfKxdWXQtZm3XogwxzKJNp6Y+RHN1JwAAAC9YfSh1e4pe91PPXDl7/sLBMN+NdRelm83H4223PIjWtuOudPMuynfnt313N37tvsfe/4cPXjgz/I23vekfvvddb/jhWHbdMiIiXjpejSjRLaIMY+muRmyW8Rt3fes/fPD3HnniyjQ/G91iM9Y2zYfFokaZanQ1SleG2Xwax3p8GBHR19Kdmvowi+P+9OwTAQAA4P+3+rCM41P0urfnX3YUpU4lyhDRRS0xX9SpRUQpfYlopUbropWIoVucvTbu7rr7U5+7/743v+H1v/z33/3jr7mli4hdF7P5tO3i4OCJq9Ndn/nqB37341945PKTmyGWt27rUHdl3u1iiJiOI6KPKNfvzDgcWlw/a7KM+5s+T8fPezyal8n7HgAAgBemPry4XT5Fr/tKf1tEu7lXpLTWRS3RutZKTCVaaXFUr0VMfZuG2A4xLvpt98zVL973yD9/8J7XvfLl73r7X/3rb3/bUOdf+8YjH73nI/c/+PA3n3i69os2lhcN81ovjbXrZ/Nu2kRE19r+zIQSrbT9120l2n4nQz1FP+/+8Ew79L4HAADg+VRau34KwKefOlUvvEWU6FpERNkfG9miROuiRqul1Ig47BbX/7ZFFzGUmLXdrItZ7LZXL9fd9vgvvLrronRx7SiOjmI+j6gx62IoUaeIKWZDHLabk/qer7jXtZhK1HKKft7xsrPxygPvfAAAAF6I+nC6/kN8WafndIhWys3nfSeIiJjafqtEV0tpN/6y1Zh1EbVGm55qfRm62mIo0ZXYbqaDRd+36GsbSutKlFaP/6yLSMuzX+yUaRFDxMIbHwAAgOeRyxcBAACAE3ZzrcNe+VN/BgAAADhZnREAAAAAqdQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAK8oChQAAGDxJREFUyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQa7j5VEoxDgAAAODEldba/mm9XhsHAAAAcLJWq5WdFwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKV1tr1p1KMAwAAADhxz9aH9XptHAAAAMDJWq1Wdl4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKV1tr1p1KMAwAAADhxz9YHAAAA+MG3Xq8N4XRZrVZ2XgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAINdw86mUYhwAAADAiSutNVMAAADgtFiv14ZwuqxWKzsvAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC5hptPpRTjAAAAAE5caa2ZAgAAAKfFer02hNNltVrZeQEAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABArtJaMwUAAAAgz2AEAAAAnCLr9doQTpfVamXnBQAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADINdx8KqUYBwAAAHDiSmvNFAAAADgt1uu1IZwuq9XKzgsAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcg03n0opxgEAAACcuNJaMwUAAAAgz7NrH9brtXEAAAAAJ2u1Wjn3AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBcpbV2/akU4wAAAABO3LP1AQAAAH7wrddrQzhdVquVnRcAAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5CqtNVMAAAAA8gxGAAAAwCmyXq8N4XRZrVZ2XgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQa7j5VEoxDgAAAODEldba/mm9XhsHAAAAcLJWq5WdFwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXKW1dv2pFOMAAAAATtyz9QEAAAB+8K3Xa0M4XVarlZ0XAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADINdx8KqUYBwAAAHDiSmvNFAAAADgt1uu1IZwuq9XKzgsAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQK7h5lMpxTgAAACAE1daa6YAAADAabFerw3hdFmtVnZeAAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBcw82nUopxAAAAACeutNZMAQAAgNNivV4bwumyWq3svAAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5BpuPpVSjAMAAAA4caW1tn9ar9fGAQAAAJys1Wpl5wUAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAuYb9b6UUswAAAAAylNaaKQAAAAB57LwAAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAAgl/oAAAAA5FIfAAAAgFzqAwAAAJBLfQAAAAByqQ8AAABALvUBAAAAyKU+AAAAALnUBwAAACCX+gAAAADkUh8AAACAXOoDAAAAkEt9AAAAAHKpDwAAAEAu9QEAAADIpT4AAAAAudQHAAAAIJf6AAAAAORSHwAAAIBc6gMAAACQS30AAAAAcqkPAAAAQC71AQAAAMilPgAAAAC51AcAAAD+Vzt2aAQACMBA7Nh/6GIZgHeJq618aKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgpT4AAAAALfUBAAAAaKkPAAAAQEt9AAAAAFrqAwAAANBSHwAAAICW+gAAAAC01AcAAACgdVwAAAAA/LXtnReNBjwB6eHW5QAAAABJRU5ErkJggg=="/><div class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 x42 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x43 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x44 h4 yb ff2 fs0 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x45 h8 ye3 ff5 fs4 fc1 sc0 ls0 ws0">Sprawozdanie ze <span class="_ _0"></span>zmian w kapi<span class="_ _0"></span>tale <span class="ff4">własnym</span> </div><div class="t m0 xe h6 ye4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe ye5 w14 h25"><div class="t m0 x46 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x47 ye5 w15 h25"><div class="t m0 x48 h11 ye6 ff4 fs2 fc0 sc0 ls0 ws0">Kapitał<span class="ff5"> </span></div><div class="t m0 x49 h11 ye7 ff5 fs2 fc0 sc0 ls0 ws0">podstawowy </div></div><div class="c x4a ye5 w16 h25"><div class="t m0 x1a h11 ye8 ff4 fs2 fc0 sc0 ls0 ws0">Kapitał zapaso<span class="_ _0"></span>wy </div><div class="t m0 x23 h11 ye9 ff5 fs2 fc0 sc0 ls0 ws0">z <span class="ff4">nadwyżki ceny </span></div><div class="t m0 x4b h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">emisyjnej nad </div><div class="t m0 x34 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">wartością </div><div class="t m0 x4c h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">nominalną<span class="ff5"> </span></div></div><div class="c x4d ye5 w15 h25"><div class="t m0 x4e h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Akcje własne<span class="ff5"> </span></div></div><div class="c x4f ye5 w16 h25"><div class="t m0 x50 h11 ye6 ff4 fs2 fc0 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy </div><div class="t m0 x51 h11 ye7 ff5 fs2 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x52 ye5 w16 h25"><div class="t m0 x53 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Pozostałe kapit<span class="_ _0"></span>ały<span class="ff5"> </span></div></div><div class="c x54 ye5 w17 h25"><div class="t m0 x20 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Zyski zatrzyman<span class="_ _0"></span>e </div></div><div class="c x55 ye5 w16 h25"><div class="t m0 x56 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xe yea w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> Stan na 1 stycznia 2<span class="_ _3"></span>025 </div></div><div class="c x47 yea w15 h26"><div class="t m0 x22 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">7 504      </span></div></div><div class="c x4a yea w16 h26"><div class="t m0 x4e h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">35 677      </span></div></div><div class="c x4d yea w15 h26"><div class="t m0 x24 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f yea w16 h26"><div class="t m0 x2c h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls5">329<span class="ls0"> </span></span></div></div><div class="c x52 yea w16 h26"><div class="t m0 x14 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(89)     </span></div></div><div class="c x54 yea w17 h26"><div class="t m0 x1a h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">356 652      </span></div></div><div class="c x55 yea w16 h26"><div class="t m0 x29 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">400 073      </span></div></div><div class="c xe yed w14 h26"><div class="t m0 x19 h27 yeb ff7 fs2 fc0 sc0 ls0 ws0"> <span class="ff8">Całkowite d<span class="_ _0"></span>ochody <span class="ff7"> </span></span></div></div><div class="c x47 yed w15 h26"><div class="t m0 x57 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a yed w16 h26"><div class="t m0 x57 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yed w15 h26"><div class="t m0 x57 h11 yec ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f yed w16 h26"><div class="t m0 x57 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 yed w16 h26"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 yed w17 h26"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x55 yed w16 h26"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe yef w14 h28"><div class="t m0 x19 h6 yf0 ff2 fs2 fc0 sc0 ls0 ws0"> Zysk  </div></div><div class="c x47 yef w15 h28"><div class="t m0 x1d h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yef w16 h28"><div class="t m0 x2d h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yef w15 h28"><div class="t m0 x12 h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f yef w16 h28"><div class="t m0 x28 h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x52 yef w16 h28"><div class="t m0 x20 h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x54 yef w17 h28"><div class="t m0 x59 h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">69 532      </span></div></div><div class="c x55 yef w16 h28"><div class="t m0 x19 h6 yf0 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">69 532      </span></div></div><div class="c xe yf1 w14 h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff3">Inne całkowi<span class="_ _0"></span>te docho<span class="_ _0"></span>dy <span class="ff2"> </span></span></div></div><div class="c x47 yf1 w15 h26"><div class="t m0 x1d h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yf1 w16 h26"><div class="t m0 x28 h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf1 w15 h26"><div class="t m0 x20 h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f yf1 w16 h26"><div class="t m0 x2d h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x52 yf1 w16 h26"><div class="t m0 x5a h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(88)     </span></div></div><div class="c x54 yf1 w17 h26"><div class="t m0 x1b h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x55 yf1 w16 h26"><div class="t m0 x1d h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(88)     </span></div></div><div class="c xe yf3 w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Razem całkowite do<span class="_ _3"></span>chody <span class="ff5"> </span></span></div></div><div class="c x47 yf3 w15 h26"><div class="t m0 x1d h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yf3 w16 h26"><div class="t m0 x20 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf3 w15 h26"><div class="t m0 x5b h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f yf3 w16 h26"><div class="t m0 x1d h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x52 yf3 w16 h26"><div class="t m0 x5b h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(88)     </span></div></div><div class="c x54 yf3 w17 h26"><div class="t m0 x59 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">69 532      </span></div></div><div class="c x55 yf3 w16 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">69 444      </span></div></div><div class="c xe yf4 w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Transakcje z właścici<span class="_ _0"></span>elami <span class="ff5"> </span></span></div></div><div class="c x47 yf4 w15 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a yf4 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yf4 w15 h26"><div class="t m0 x57 h6 yec ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f yf4 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 yf4 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 yf4 w17 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 yf4 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yf5 w14 h26"><div class="t m0 x19 h11 yf6 ff9 fs2 fc0 sc0 ls0 ws0">Skup akcji własn<span class="_ _0"></span>ych<span class="ff5"> </span></div></div><div class="c x47 yf5 w15 h26"><div class="t m0 x1d h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yf5 w16 h26"><div class="t m0 x5c h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf5 w15 h26"><div class="t m0 x26 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(8 090)     </span></div></div><div class="c x4f yf5 w16 h26"><div class="t m0 x2d h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x52 yf5 w16 h26"><div class="t m0 x53 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x54 yf5 w17 h26"><div class="t m0 x53 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x55 yf5 w16 h26"><div class="t m0 x22 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(8 090)     </span></div></div><div class="c xe yf7 w14 h29"><div class="t m0 x19 h6 yf8 ff3 fs2 fc0 sc0 ls0 ws0">Rozliczenie<span class="_ _0"></span> kapitału r<span class="_ _0"></span>ezerwowego utworzone<span class="_ _0"></span>go na skup </div><div class="t m0 x19 h11 y6a ff3 fs2 fc0 sc0 ls0 ws0">akcji własnyc<span class="_ _0"></span>h zgodnie z art. 363 §<span class="_ _0"></span> 6 KSH<span class="ff5"> </span></div></div><div class="c x47 yf7 w15 h29"><div class="t m0 x1d h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yf7 w16 h29"><div class="t m0 x20 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf7 w15 h29"><div class="t m0 x12 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f yf7 w16 h29"><div class="t m0 x53 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(8 090)     </span></div></div><div class="c x52 yf7 w16 h29"><div class="t m0 x1a h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x54 yf7 w17 h29"><div class="t m0 x59 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">8 090      </span></div></div><div class="c x55 yf7 w16 h29"><div class="t m0 x12 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe yf9 w14 h2a"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> Razem <span class="ff4">zmiany kapi<span class="_ _0"></span>tału własneg<span class="_ _0"></span>o<span class="ff5">  </span></span></div></div><div class="c x47 yf9 w15 h2a"><div class="t m0 x1d h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a yf9 w16 h2a"><div class="t m0 x53 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d yf9 w15 h2a"><div class="t m0 x26 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(8 090)     </span></div></div><div class="c x4f yf9 w16 h2a"><div class="t m0 x5d h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(8 090)     </span></div></div><div class="c x52 yf9 w16 h2a"><div class="t m0 x5a h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(88)     </span></div></div><div class="c x54 yf9 w17 h2a"><div class="t m0 x59 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">77 622      </span></div></div><div class="c x55 yf9 w16 h2a"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">61 354      </span></div></div><div class="c xe yfa w14 h2a"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> Stan na 31 grudnia 2<span class="_ _3"></span>025 </div></div><div class="c x47 yfa w15 h2a"><div class="t m0 x22 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">7 504      </span></div></div><div class="c x4a yfa w16 h2a"><div class="t m0 x12 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">35 677      </span></div></div><div class="c x4d yfa w15 h2a"><div class="t m0 x27 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(8 090)     </span></div></div><div class="c x4f yfa w16 h2a"><div class="t m0 x12 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">92 239      </span></div></div><div class="c x52 yfa w16 h2a"><div class="t m0 x1d h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(177)     </span></div></div><div class="c x54 yfa w17 h2a"><div class="t m0 x1a h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">334 274      </span></div></div><div class="c x55 yfa w16 h2a"><div class="t m0 x1d h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">461 427      </span></div></div><div class="c xe yfb w14 h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x47 yfb w15 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a yfb w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfb w15 h26"><div class="t m0 x57 h6 yec ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f yfb w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 yfb w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 yfb w17 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 yfb w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yfc w14 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x47 yfc w15 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a yfc w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfc w15 h26"><div class="t m0 x57 h6 yec ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f yfc w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 yfc w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 yfc w17 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 yfc w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe yfd w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> Stan na 1 stycznia 2<span class="_ _3"></span>024 </div></div><div class="c x47 yfd w15 h26"><div class="t m0 x5e h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">7 504      </span></div></div><div class="c x4a yfd w16 h26"><div class="t m0 x2d h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">35 677      </span></div></div><div class="c x4d yfd w15 h26"><div class="t m0 x24 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f yfd w16 h26"><div class="t m0 x49 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">329      </span></div></div><div class="c x52 yfd w16 h26"><div class="t m0 x5f h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(104)     </span></div></div><div class="c x54 yfd w17 h26"><div class="t m0 x4b h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">300 999      </span></div></div><div class="c x55 yfd w16 h26"><div class="t m0 x5f h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">344 405      </span></div></div><div class="c xe yfe w14 h2b"><div class="t m0 x19 h27 yeb ff7 fs2 fc0 sc0 ls0 ws0"> <span class="ff8">Całkowite d<span class="_ _0"></span>ochody <span class="ff7"> </span></span></div></div><div class="c x47 yfe w15 h2b"><div class="t m0 x57 h6 yff ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a yfe w16 h2b"><div class="t m0 x57 h6 yff ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfe w15 h2b"><div class="t m0 x57 h6 y100 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f yfe w16 h2b"><div class="t m0 x57 h6 yff ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 yfe w16 h2b"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x54 yfe w17 h2b"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x55 yfe w16 h2b"><div class="t m0 x58 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c xe y101 w14 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Zysk  </div></div><div class="c x47 y101 w15 h26"><div class="t m0 x24 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4a y101 w16 h26"><div class="t m0 x24 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4d y101 w15 h26"><div class="t m0 x24 h6 yec ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y101 w16 h26"><div class="t m0 x24 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y101 w16 h26"><div class="t m0 x5f h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x54 y101 w17 h26"><div class="t m0 x59 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">55 653      </span></div></div><div class="c x55 y101 w16 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">55 653      </span></div></div><div class="c xe y102 w14 h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff3">Inne całkowi<span class="_ _0"></span>te docho<span class="_ _0"></span>dy <span class="ff2"> </span></span></div></div><div class="c x47 y102 w15 h2a"><div class="t m0 x24 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4a y102 w16 h2a"><div class="t m0 x24 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4d y102 w15 h2a"><div class="t m0 x24 h6 y103 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y102 w16 h2a"><div class="t m0 x24 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y102 w16 h2a"><div class="t m0 x53 h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">15      </span></div></div><div class="c x54 y102 w17 h2a"><div class="t m0 x1b h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x55 y102 w16 h2a"><div class="t m0 x5f h6 yf2 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">15      </span></div></div><div class="c xe y104 w14 h26"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Razem całkowite do<span class="_ _3"></span>chody <span class="ff5"> </span></span></div></div><div class="c x47 y104 w15 h26"><div class="t m0 x24 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4a y104 w16 h26"><div class="t m0 x24 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4d y104 w15 h26"><div class="t m0 x24 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y104 w16 h26"><div class="t m0 x24 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y104 w16 h26"><div class="t m0 x1a h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">15      </span></div></div><div class="c x54 y104 w17 h26"><div class="t m0 x59 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">55 653      </span></div></div><div class="c x55 y104 w16 h26"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">55 668      </span></div></div><div class="c xe y105 w14 h26"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Transakcje z właścici<span class="_ _0"></span>elami <span class="ff5"> </span></span></div></div><div class="c x47 y105 w15 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a y105 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y105 w15 h26"><div class="t m0 x57 h6 yec ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y105 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y105 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y105 w17 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 y105 w16 h26"><div class="t m0 x57 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y106 w14 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Utworzenie k<span class="_ _0"></span>apitału re<span class="_ _0"></span>zerwowego na sk<span class="_ _0"></span>up akcji </div><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">własnych<span class="ff2"> </span></div></div><div class="c x47 y106 w15 h10"><div class="t m0 x1d h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a y106 w16 h10"><div class="t m0 x28 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y106 w15 h10"><div class="t m0 x5f h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f y106 w16 h10"><div class="t m0 x29 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">100 000      </span></div></div><div class="c x52 y106 w16 h10"><div class="t m0 x1f h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x54 y106 w17 h10"><div class="t m0 x60 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(100 000)     </span></div></div><div class="c x55 y106 w16 h10"><div class="t m0 x61 h6 y64 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xe y107 w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Razem zmiany kapi<span class="_ _0"></span>tału własneg<span class="_ _0"></span>o <span class="ff5"> </span></span></div></div><div class="c x47 y107 w15 h26"><div class="t m0 x1d h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4a y107 w16 h26"><div class="t m0 x4b h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y107 w15 h26"><div class="t m0 x1a h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f y107 w16 h26"><div class="t m0 x1e h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">100 000      </span></div></div><div class="c x52 y107 w16 h26"><div class="t m0 x28 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">15      </span></div></div><div class="c x54 y107 w17 h26"><div class="t m0 x60 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(44 347)     </span></div></div><div class="c x55 y107 w16 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">55 668      </span></div></div><div class="c xe y108 w14 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0"> Stan na 31 grudnia 2<span class="_ _3"></span>024  </div></div><div class="c x47 y108 w15 h26"><div class="t m0 x22 h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">7 504      </span></div></div><div class="c x4a y108 w16 h26"><div class="t m0 x1d h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">35 677      </span></div></div><div class="c x4d y108 w15 h26"><div class="t m0 x1a h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4f y108 w16 h26"><div class="t m0 x1e h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">100 329      </span></div></div><div class="c x52 y108 w16 h26"><div class="t m0 x5a h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(89)     </span></div></div><div class="c x54 y108 w17 h26"><div class="t m0 x1a h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">256 652      </span></div></div><div class="c x55 y108 w16 h26"><div class="t m0 x4b h11 yeb ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">400 073      </span></div></div><div class="c x0 y1 w13 h23"><div class="t m0 xe h6 y109 ff3 fs2 fc0 sc0 ls0 ws0">(*) <span class="_ _2"></span>W <span class="_ _d"></span>pozycji <span class="_ _2"></span>„kapitał <span class="_ _2"></span>rezerwowy” <span class="_ _2"></span>nastąpiła <span class="_ _2"></span>zmiana <span class="_ _d"></span>prezentacji <span class="_ _1"></span>w <span class="_ _d"></span>stosunku <span class="_ _2"></span>do <span class="_ _d"></span>danych <span class="_ _2"></span>opublikowanych <span class="_ _2"></span>w <span class="_ _2"></span>raporcie <span class="_ _d"></span>rocznym <span class="_ _2"></span>za <span class="_ _d"></span>2024<span class="_ _1"></span><span class="ff2"> <span class="_ _2"></span></span>r. <span class="_ _d"></span>w <span class="_ _2"></span>taki <span class="_ _2"></span>sposób, <span class="_ _d"></span>że <span class="_ _d"></span>kwota <span class="_ _2"></span>100<span class="ff2"> </span>000 <span class="_ _d"></span>tys. <span class="_ _2"></span>zł <span class="_ _d"></span>wynikając<span class="_ _0"></span>a <span class="_ _2"></span>z <span class="_ _d"></span>utworzonego <span class="_ _2"></span>kapitału </div><div class="t m0 xe h3 y10a ff2 fs2 fc0 sc0 ls0 ws0">rezerwowego na <span class="ff3">sk<span class="_ _0"></span>up akcji własny<span class="_ _0"></span>ch została pr<span class="_ _0"></span>zeniesiona z po<span class="_ _0"></span>zycji „zysków zatr<span class="_ _0"></span>zymanych” do<span class="_ _0"></span> pozycji „k<span class="_ _0"></span>apitał rezerwowy”.<span class="ff1 fs1"> </span></span></div><div class="t m0 xe h6 y10b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y10c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y10d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y10e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf yc5 ff2 fs6 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 x3 y5 w18 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h4 yb ff2 fs0 fc0 sc0 ls0 ws0">8 </div><div class="t m0 xe h8 y10f ff5 fs4 fc1 sc0 ls0 ws0">Sprawozdanie <span class="ff4">z p<span class="_ _0"></span>rzepływów <span class="_ _0"></span>pieniężnych <span class="ff5"> </span></span></div><div class="t m0 x4 h3 y110 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y111 w19 h20"><div class="t m0 x62 h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y111 w1a h20"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Nota<span class="ff2"> </span></div></div><div class="c x64 y111 w1b h20"><div class="t m0 x4c h11 ycb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Okres 12 miesi<span class="_ _0"></span>ęcy </span></div><div class="t m0 xf h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony <span class="ff5"> </span></div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">20</span>25<span class="_ _0"></span> </div></div><div class="c x65 y111 w1c h20"><div class="t m0 x66 h11 ycb ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Okres 12 miesi<span class="_ _0"></span>ęcy </span></div><div class="t m0 x56 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">zakończony <span class="ff5"> </span></div><div class="t m0 x67 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">20</span>24<span class="_ _0"></span> </div></div><div class="c xf y112 w19 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y112 w1a h26"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y112 w1b h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y112 w1c h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y113 w19 h2c"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _0"></span>pieniężn<span class="_ _0"></span>ych z dzi<span class="_ _0"></span>ałalności operacyj<span class="_ _0"></span>nej<span class="ff5"> </span></div></div><div class="c x63 y113 w1a h2c"><div class="t m0 x68 h6 y114 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y113 w1b h2c"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y113 w1c h2c"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y115 w19 h26"><div class="t m0 x29 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Zysk brutto<span class="_ _0"></span> </div></div><div class="c x63 y115 w1a h26"><div class="t m0 x68 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y115 w1b h26"><div class="t m0 x67 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">86 138      </span></div></div><div class="c x65 y115 w1c h26"><div class="t m0 x69 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">68 930      </div></div><div class="c xf y116 w19 h26"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Korekty o pozycj<span class="_ _0"></span>e: </div></div><div class="c x63 y116 w1a h26"><div class="t m0 x68 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y116 w1b h26"><div class="t m0 x30 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y116 w1c h26"><div class="t m0 x3a h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y117 w19 h2a"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x63 y117 w1a h2a"><div class="t m0 x27 h6 yf2 ff2 fs2 fc0 sc0 ls5 ws0">26<span class="ls0"> </span></div></div><div class="c x64 y117 w1b h2a"><div class="t m0 x38 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">10 140      </span></div></div><div class="c x65 y117 w1c h2a"><div class="t m0 x69 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">11 208      </div></div><div class="c xf y118 w19 h26"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> netto </div></div><div class="c x63 y118 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">29<span class="ls0"> </span></div></div><div class="c x64 y118 w1b h26"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">(591)     </span></div></div><div class="c x65 y118 w1c h26"><div class="t m0 x6a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">923      </div></div><div class="c xf y119 w19 h26"><div class="t m0 x1f h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zysk/Strat<span class="_ _0"></span>a na działalnośc<span class="_ _0"></span>i inwestyc<span class="_ _0"></span>yjnej<span class="ff2"> </span></div></div><div class="c x63 y119 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">28<span class="ls0"> </span></div></div><div class="c x64 y119 w1b h26"><div class="t m0 x27 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                     <span class="ls0">(734)    <span class="_ _1"></span> </span></div></div><div class="c x65 y119 w1c h26"><div class="t m0 x6b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(1 344)     </div></div><div class="c xf y11a w19 h26"><div class="t m0 x1f h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zyski / strat<span class="_ _0"></span>y z tytułu r<span class="_ _0"></span>óżnic kursowy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x63 y11a w1a h26"><div class="t m0 x68 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y11a w1b h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                         <span class="ls5">12<span class="ls0">8</span></span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x65 y11a w1c h26"><div class="t m0 x6c h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(247)     </div></div><div class="c xf y11b w19 h2a"><div class="t m0 x1f h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe kore<span class="_ _0"></span>kty<span class="ff2"> </span></div></div><div class="c x63 y11b w1a h2a"><div class="t m0 x68 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y11b w1b h2a"><div class="t m0 x49 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">(44)    <span class="_ _1"></span> </span></div></div><div class="c x65 y11b w1c h2a"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">35      </div></div><div class="c xf y11c w19 h26"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y11c w1a h26"><div class="t m0 x68 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y11c w1b h26"><div class="t m0 x33 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x65 y11c w1c h26"><div class="t m0 x6d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y11d w19 h2b"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Zmiany w pozycjach bi<span class="_ _0"></span>lansowyc<span class="_ _0"></span>h: </div></div><div class="c x63 y11d w1a h2b"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y11d w1b h2b"><div class="t m0 x30 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y11d w1c h2b"><div class="t m0 x6d h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y11e w19 h2c"><div class="t m0 x1f h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>należności z t<span class="_ _0"></span>ytułu dostaw i u<span class="_ _0"></span>sług oraz pozost<span class="_ _0"></span>ałych nale<span class="_ _0"></span>żności<span class="ff2"> </span></div></div><div class="c x63 y11e w1a h2c"><div class="t m0 x27 h6 y11f ff2 fs2 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y11e w1b h2c"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                         <span class="ls0">4 667     <span class="_ _1"></span> </span></div></div><div class="c x65 y11e w1c h2c"><div class="t m0 x6e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">(19 678)     </div></div><div class="c xf y120 w19 h26"><div class="t m0 x1f h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zapasów <span class="ff2"> </span></div></div><div class="c x63 y120 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y120 w1b h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                         <span class="ls0">3 535     <span class="_ _1"></span> </span></div></div><div class="c x65 y120 w1c h26"><div class="t m0 x6f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">(123 640)     </div></div><div class="c xf y121 w19 h26"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>rezerw </div></div><div class="c x63 y121 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y121 w1b h26"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                            <span class="ls0">371     <span class="_ _1"></span> </span></div></div><div class="c x65 y121 w1c h26"><div class="t m0 x6a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">427      </div></div><div class="c xf y122 w19 h13"><div class="t m0 x1f h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tyt. do<span class="_ _0"></span>staw i usług or<span class="_ _0"></span>az pozostałyc<span class="_ _0"></span>h zobowiązań<span class="ff2"> </span></div></div><div class="c x63 y122 w1a h13"><div class="t m0 x27 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y122 w1b h13"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(32 136)     </span></div></div><div class="c x65 y122 w1c h13"><div class="t m0 x69 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">45 939      </div></div><div class="c xf y123 w19 h16"><div class="t m0 x1f h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu świ<span class="_ _3"></span>adczeń pracowniczych<span class="ff2"> </span></div></div><div class="c x63 y123 w1a h16"><div class="t m0 x27 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y123 w1b h16"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                         <span class="ls0">3 212     <span class="_ _1"></span> </span></div></div><div class="c x65 y123 w1c h16"><div class="t m0 x58 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 411      </div></div><div class="c xf y124 w19 h18"><div class="t m0 x1a h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy zapłacony<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x63 y124 w1a h18"><div class="t m0 x68 h6 y125 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y124 w1b h18"><div class="t m0 x38 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(14 760)     </span></div></div><div class="c x65 y124 w1c h18"><div class="t m0 x6e h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(13 040)     </div></div><div class="c xf y126 w19 h2a"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y126 w1a h2a"><div class="t m0 x68 h6 y127 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y126 w1b h2a"><div class="t m0 x30 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y126 w1c h2a"><div class="t m0 x6d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y128 w19 h2a"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _0"></span>netto z działal<span class="_ _0"></span>ności operac<span class="_ _0"></span>yjnej <span class="ff5"> </span></div></div><div class="c x63 y128 w1a h2a"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y128 w1b h2a"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">59 926      </span></div></div><div class="c x65 y128 w1c h2a"><div class="t m0 x4e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(29 076)     </span></div></div><div class="c xf y129 w19 h2c"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _0"></span>pieniężn<span class="_ _0"></span>ych z dzi<span class="_ _0"></span>ałalności inwestycyj<span class="_ _3"></span>ne<span class="_ _1"></span>j<span class="ff5"> </span></div></div><div class="c x63 y129 w1a h2c"><div class="t m0 x68 h6 y114 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y129 w1b h2c"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y129 w1c h2c"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y12a w19 h2d"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż rzeczowyc<span class="_ _0"></span>h aktywów t<span class="_ _0"></span>rwałych<span class="ff2"> </span></div></div><div class="c x63 y12a w1a h2d"><div class="t m0 x68 h6 y114 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y12a w1b h2d"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 849      </span></div></div><div class="c x65 y12a w1c h2d"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 114      </div></div><div class="c xf y12b w19 h2e"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wydatki i<span class="_ _0"></span>nwestycyjne n<span class="_ _0"></span>a rzeczowe akt<span class="_ _0"></span>ywa trwałe i war<span class="_ _0"></span>tości<span class="_ _0"></span> niematerialne<span class="ff2"> </span></div></div><div class="c x63 y12b w1a h2e"><div class="t m0 x68 h6 y12c ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y12b w1b h2e"><div class="t m0 x3e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(4 <span class="ls5">901</span>)     </span></div></div><div class="c x65 y12b w1c h2e"><div class="t m0 x6b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(8 101)     </div></div><div class="c xf y12d w19 h2e"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wpływy z tyt<span class="_ _0"></span>ułu udzielony<span class="_ _0"></span>ch pożyczek<span class="ff2"> </span></div></div><div class="c x63 y12d w1a h2e"><div class="t m0 x68 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y12d w1b h2e"><div class="t m0 x38 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">16 510      </span></div></div><div class="c x65 y12d w1c h2e"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y12e w19 h2f"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wydatki z ty<span class="_ _0"></span>tułu udzielo<span class="_ _0"></span>nych pożyczek<span class="ff2"> </span></div></div><div class="c x63 y12e w1a h2f"><div class="t m0 x68 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y12e w1b h2f"><div class="t m0 x2d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(16 749)     </span></div></div><div class="c x65 y12e w1c h2f"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y12f w19 h2a"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> otrzymane </div></div><div class="c x63 y12f w1a h2a"><div class="t m0 x5c h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y12f w1b h2a"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                      <span class="ls0">1 034      </span></div></div><div class="c x65 y12f w1c h2a"><div class="t m0 x6a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">764      </div></div><div class="c xf y130 w19 h26"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Dywidendy o<span class="_ _0"></span>trzymane </div></div><div class="c x63 y130 w1a h26"><div class="t m0 x68 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y130 w1b h26"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">512      </span></div></div><div class="c x65 y130 w1c h26"><div class="t m0 x71 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y131 w19 h26"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _0"></span>netto z działal<span class="_ _0"></span>ności inwestyc<span class="_ _0"></span>yjnej<span class="ff5"> </span></div></div><div class="c x63 y131 w1a h26"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y131 w1b h26"><div class="t m0 x5c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">(1 7<span class="ls5">45</span>)     </span></div></div><div class="c x65 y131 w1c h26"><div class="t m0 x22 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(5 223)     </span></div></div><div class="c xf y132 w19 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y132 w1a h26"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y132 w1b h26"><div class="t m0 x30 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y132 w1c h26"><div class="t m0 x6d h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y133 w19 h2c"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _0"></span>pieniężn<span class="_ _0"></span>ych z dzi<span class="_ _0"></span>ałalności finanso<span class="_ _0"></span>wej<span class="ff5"> </span></div></div><div class="c x63 y133 w1a h2c"><div class="t m0 x68 h6 y134 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y133 w1b h2c"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y133 w1c h2c"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y135 w19 h26"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Wpływy z tyt<span class="_ _0"></span>ułu zaciągnięcia <span class="_ _0"></span>kredyt<span class="_ _0"></span>ów<span class="ff2"> </span></div></div><div class="c x63 y135 w1a h26"><div class="t m0 x27 h6 yf2 ff2 fs2 fc0 sc0 ls5 ws0">19<span class="ls0"> </span></div></div><div class="c x64 y135 w1b h26"><div class="t m0 x4c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">15 192      </span></div></div><div class="c x65 y135 w1c h26"><div class="t m0 x69 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">31 971      </div></div><div class="c xf y136 w19 h26"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Spłata kredy<span class="_ _0"></span>tów<span class="ff2"> </span></div></div><div class="c x63 y136 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">19<span class="ls0"> </span></div></div><div class="c x64 y136 w1b h26"><div class="t m0 x38 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(15 192)     </span></div></div><div class="c x65 y136 w1c h26"><div class="t m0 x6e h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(31 971)     </div></div><div class="c xf y137 w19 h26"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Spłata zobowią<span class="_ _0"></span>zań z tytułu leas<span class="_ _0"></span>ingu<span class="ff2"> </span></div></div><div class="c x63 y137 w1a h26"><div class="t m0 x27 h6 yeb ff2 fs2 fc0 sc0 ls5 ws0">22<span class="ls0"> </span></div></div><div class="c x64 y137 w1b h26"><div class="t m0 x14 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(6 <span class="ls5">877</span>)     </span></div></div><div class="c x65 y137 w1c h26"><div class="t m0 x6b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(5 419)     </div></div><div class="c xf y138 w19 h2a"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zapłacone ods<span class="_ _0"></span>etki od kre<span class="_ _0"></span>dytów<span class="ff2"> </span></div></div><div class="c x63 y138 w1a h2a"><div class="t m0 x27 h6 yf2 ff2 fs2 fc0 sc0 ls5 ws0">19<span class="ls0"> </span></div></div><div class="c x64 y138 w1b h2a"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">(81)    <span class="_ _1"></span> </span></div></div><div class="c x65 y138 w1c h2a"><div class="t m0 x6c h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">(451)     </div></div><div class="c xf y139 w19 h26"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zapłacone ods<span class="_ _0"></span>etki od l<span class="_ _0"></span>easingu<span class="ff2"> </span></div></div><div class="c x63 y139 w1a h26"><div class="t m0 x27 h6 yf2 ff2 fs2 fc0 sc0 ls5 ws0">22<span class="ls0"> </span></div></div><div class="c x64 y139 w1b h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(874)     </span></div></div><div class="c x65 y139 w1c h26"><div class="t m0 x6b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">(1 236)     </div></div><div class="c xf y13a w19 h26"><div class="t m0 x29 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wydatki z ty<span class="_ _0"></span>tułu skupu <span class="_ _0"></span>akcji własnych<span class="ff2"> </span></div></div><div class="c x63 y13a w1a h26"><div class="t m0 x68 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13a w1b h26"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls7">(8<span class="ls0"> <span class="ls5">090)</span> </span></span></div></div><div class="c x65 y13a w1c h26"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y13b w19 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y13b w1a h26"><div class="t m0 x68 h6 yee ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13b w1b h26"><div class="t m0 x30 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y13b w1c h26"><div class="t m0 x6d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y13c w19 h26"><div class="t m0 x1a h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _0"></span>netto z działal<span class="_ _0"></span>ności fi<span class="_ _0"></span>nansowej<span class="ff5"> </span></div></div><div class="c x63 y13c w1a h26"><div class="t m0 x68 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13c w1b h26"><div class="t m0 x32 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="lsb">(15 <span class="ls5">922<span class="ls0">)     </span></span></span></div></div><div class="c x65 y13c w1c h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(7 106)     </span></div></div><div class="c xf y13d w19 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y13d w1a h2a"><div class="t m0 x68 h11 y127 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13d w1b h2a"><div class="t m0 x30 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y13d w1c h2a"><div class="t m0 x6d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y13e w19 h2a"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x63 y13e w1a h2a"><div class="t m0 x68 h30 yf2 ffa fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13e w1b h2a"><div class="t m0 x33 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x65 y13e w1c h2a"><div class="t m0 x3a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y13f w19 h28"><div class="t m0 x1a h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zmiana stanu śro<span class="_ _0"></span>dków pieniężn<span class="_ _0"></span>ych netto<span class="ff5"> </span></div></div><div class="c x63 y13f w1a h28"><div class="t m0 x68 h30 yee ffa fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y13f w1b h28"><div class="t m0 x49 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">42 259      </span></div></div><div class="c x65 y13f w1c h28"><div class="t m0 x60 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(41 405)     </span></div></div><div class="c xf y140 w19 h31"><div class="t m0 x1a h11 y141 ff4 fs2 fc0 sc0 ls0 ws0">Bilansowa zmiana <span class="_ _3"></span>ś<span class="_ _1"></span>rodków pienię<span class="_ _0"></span>żnych, w ty<span class="_ _0"></span>m<span class="ff5"> </span></div></div><div class="c x63 y140 w1a h31"><div class="t m0 x68 h30 y141 ffa fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y140 w1b h31"><div class="t m0 x34 h11 y141 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">42 260     <span class="ff5"> </span></span></div></div><div class="c x65 y140 w1c h31"><div class="t m0 x6e h6 y141 ff2 fs2 fc0 sc0 ls0 ws0">(41 396)     </div></div><div class="c xf y142 w19 h32"><div class="t m0 x1a h11 y73 ff2 fs2 fc0 sc0 ls0 ws0"> - <span class="ff3">zmiana stanu śr<span class="_ _0"></span>odków p<span class="_ _0"></span>ieniężnych z tyt<span class="_ _0"></span>ułu różnic k<span class="_ _0"></span>ursowych<span class="ff5"> </span></span></div></div><div class="c x63 y142 w1a h32"><div class="t m0 x68 h30 y73 ffa fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y142 w1b h32"><div class="t m0 x4b h11 y73 ff2 fs2 fc0 sc0 ls6 ws0">                                      <span class="ls0">1     <span class="_ _1"></span><span class="ff5"> </span></span></div></div><div class="c x65 y142 w1c h32"><div class="t m0 x73 h11 y73 ff2 fs2 fc0 sc0 ls0 ws0">9     <span class="ff5"> </span></div></div><div class="c xf yc2 w19 h33"><div class="t m0 x1a h11 y143 ff4 fs2 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwal<span class="_ _0"></span>enty na początek ok<span class="_ _0"></span>resu<span class="ff5"> </span></div></div><div class="c x63 yc2 w1a h33"><div class="t m0 x27 h6 y143 ff2 fs2 fc0 sc0 ls5 ws0">13<span class="ffa ls0"> </span></div></div><div class="c x64 yc2 w1b h33"><div class="t m0 x67 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">7 711  </span></div></div><div class="c x65 yc2 w1c h33"><div class="t m0 x69 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">49 107      </div></div><div class="c xf y144 w19 h34"><div class="t m0 x1a h11 y145 ff4 fs2 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwal<span class="_ _0"></span>enty na koniec ok<span class="_ _0"></span>resu<span class="ff5"> </span></div></div><div class="c x63 y144 w1a h34"><div class="t m0 x27 h6 y145 ff2 fs2 fc0 sc0 ls5 ws0">13<span class="ffa ls0"> </span></div></div><div class="c x64 y144 w1b h34"><div class="t m0 x2c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">49 971      </span></div></div><div class="c x65 y144 w1c h34"><div class="t m0 x58 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">7 711 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 yc5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yc6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y146 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff5"> </span></div></div><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1254.940000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1232.440000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1209.940000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1086.180000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1052.440000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1029.940000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1008.920000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:989.300000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:587.300000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:564.800000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:542.300000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:519.800000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:497.300000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:263.160000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:224.500000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 ha yb ff2 fs0 fc0 sc0 ls0 ws0">9<span class="fs1"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h8 y62 ff4 fs4 fc1 sc0 ls0 ws0">Polityka rachunk<span class="_ _0"></span>owości oraz i<span class="_ _0"></span>nne informa<span class="_ _0"></span>cje objaśniaj<span class="_ _0"></span>ące <span class="ff5"> </span></div><div class="t m0 xe h8 y147 ff5 fs4 fc1 sc0 lsc ws0">1.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Informacje ogólne<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y46 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y148 ff2 fs6 fc0 sc0 ls0 ws0">Nazwa jednostk<span class="_ _1"></span>i sprawozdawczej: <span class="ff3">T<span class="_ _1"></span>OYA S.A. (zwana dalej „<span class="_ _1"></span>Spółką<span class="_ _1"></span>”)</span> </div><div class="t m0 x4 hf y149 ff2 fs6 fc0 sc0 ls0 ws0">Forma prawna jednos<span class="_ _1"></span>tki: <span class="ff3">Spół<span class="_ _1"></span>ka akcyjna</span> </div><div class="t m0 x4 hf y14a ff2 fs6 fc0 sc0 ls0 ws0">Adres zarejestrowanego biu<span class="_ _1"></span>ra jednos<span class="_ _1"></span>tki:<span class="_ _1"></span> <span class="ff3">ul. Sołtysowicka 13/15</span>, 51-<span class="_ _1"></span><span class="ff3">168 Wrocław<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y14b ff2 fs6 fc0 sc0 ls0 ws0">Siedziba jednostk<span class="_ _1"></span>i: <span class="ff3">Wrocław</span> </div><div class="t m0 x4 hf y14c ff3 fs6 fc0 sc0 ls0 ws0">Państwo rejestracji:<span class="_ _1"></span><span class="ff2"> Polska </span></div><div class="t m0 x4 hf y14d ff3 fs6 fc0 sc0 ls0 ws0">Podstawowe miejsce prowad<span class="_ _1"></span>zenia dzia<span class="_ _1"></span>łalności:<span class="_ _1"></span><span class="ff2"> Polska  </span></div><div class="t m0 x4 hf y14e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y14f ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _10"> </span>kontynuuje <span class="_ _10"> </span>działalność <span class="_ _10"> </span>prowadzoną <span class="_ _10"> </span>przez <span class="_ _10"> </span>spółkę <span class="_ _10"> </span>cywilną <span class="_ _10"></span>„TOY<span class="_ _1"></span><span class="ff2">A <span class="_ _10"></span>IMPORT-</span>EKSPO<span class="_ _1"></span>RT” <span class="_ _10"></span>z <span class="_ _10"></span>siedzibą <span class="_ _10"></span>we<span class="ff2"> </span>Wrocławiu, </div><div class="t m0 x4 hf y150 ff3 fs6 fc0 sc0 ls0 ws0">której wspólnicy z <span class="_ _3"></span>uwa<span class="_ _1"></span>gi na <span class="_ _3"></span>ro<span class="_ _1"></span>zmiar i <span class="_ _0"></span>dynamiczny rozwój prowadzonej działalności postanowili przenieść w <span class="_ _3"></span>19<span class="_ _1"></span>99 r. <span class="_ _0"></span>swoje </div><div class="t m0 x4 hf y151 ff3 fs6 fc0 sc0 ls0 ws0">przedsiębiorstwo d<span class="_ _1"></span>o nowoutworzonej TO<span class="_ _1"></span>YA S.A. we Wrocł<span class="_ _1"></span>awiu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y152 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"> </span>została <span class="_ _11"> </span>zawiązana <span class="_ _10"> </span>ak<span class="_ _1"></span>tem <span class="_ _10"> </span>notarialnym <span class="_ _11"> </span>sporząd<span class="_ _1"></span>zonym <span class="_ _10"> </span>w <span class="_ _11"> </span>dniu <span class="_ _11"> </span>17 <span class="_ _10"> </span>listo<span class="_ _1"></span>pada <span class="_ _11"> </span>1999 <span class="_ _10"> </span>r. <span class="_ _11"> </span>przed <span class="_ _11"> </span>notariuszem <span class="_ _11"> </span>Jolantą </div><div class="t m0 x4 hf y153 ff3 fs6 fc0 sc0 ls0 ws0">Ołpińską w <span class="_ _8"></span>Kan<span class="_ _1"></span>celarii <span class="_ _3"></span>N<span class="_ _1"></span>otarialnej w<span class="_ _0"></span>e <span class="_ _3"></span>Wrocławiu (Repertorium <span class="_ _0"></span>A <span class="_ _3"></span>nr 5945/99). <span class="_ _3"></span>Następn<span class="_ _1"></span>ie <span class="_ _3"></span>po<span class="_ _1"></span>stanowieniem <span class="_ _0"></span>z <span class="_ _3"></span>dn<span class="_ _1"></span>ia <span class="_ _0"></span>3 <span class="_ _3"></span>grud<span class="_ _1"></span>nia </div><div class="t m0 x4 hf y154 ff3 fs6 fc0 sc0 ls0 ws0">1999 <span class="_ _11"> </span>r.,  Spółka <span class="_ _11"> </span>została <span class="_ _11"> </span>wpisana  do <span class="_ _11"> </span>rejestru  handlowego <span class="_ _11"> </span>RHB <span class="_ _11"> </span>prowadzon<span class="_ _1"></span>ego <span class="_ _11"> </span>przez  S<span class="_ _0"></span>ąd <span class="_ _11"> </span>Rejonowy  dla <span class="_ _11"> </span>Wrocławia  –<span class="ff2"> </span></div><div class="t m0 x4 hf y155 ff3 fs6 fc0 sc0 ls0 ws0">Fabrycznej Wydział VI Gospodarczy pod numerem RHB 9053.<span class="_ _1"></span><span class="ff2"> Postanowieniem z dnia 5 </span>grudnia 2001 r. Sąd <span class="_ _0"></span>Rejonowy dla </div><div class="t m0 x4 hf y156 ff3 fs6 fc0 sc0 ls0 ws0">Wrocławia <span class="_ _12"> </span>–<span class="ff2"> <span class="_ _12"> </span></span>Fabrycznej <span class="_ _12"> </span>Wydział<span class="_ _1"></span> <span class="_ _12"> </span>VI <span class="_ _13"> </span>Gospodarczy <span class="_ _12"> </span>Krajowego <span class="_ _13"> </span>Rejestru<span class="_ _1"></span> <span class="_ _12"> </span>Sądo<span class="_ _1"></span>wego <span class="_ _12"> </span>wpisał <span class="_ _12"> </span>Spółkę <span class="_ _13"> </span>d<span class="_ _1"></span>o <span class="_ _13"> </span>Rejestru </div><div class="t m0 x4 hf y157 ff3 fs6 fc0 sc0 ls0 ws0">Przedsiębiorców pod n<span class="_ _1"></span>umerem KRS 0000066712.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y158 ff2 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="_ _1"></span>2025 <span class="lsd">r. </span>TOYA S.A. <span class="_ _1"></span>posiada <span class="_ _1"></span>jeden <span class="ff3">oddział <span class="_ _1"></span>–</span> w Nadarzynie. </div><div class="t m0 x4 hf y159 ff3 fs6 fc0 sc0 ls0 ws0">Spółka pos<span class="_ _1"></span>iada numer identyfikacji REGON: 932<span class="_ _1"></span>093253, oddział<span class="_ _1"></span> w Nadarzyn<span class="_ _1"></span>ie posiada nr REGON: 932093253<span class="_ _2"></span><span class="ff2">-0<span class="_ _1"></span>0031. </span></div><div class="t m0 x4 hf y15a ff3 fs6 fc0 sc0 ls0 ws0">Opis charakteru<span class="_ _1"></span> oraz podstawowego zakresu<span class="_ _1"></span> działalnoś<span class="_ _1"></span>ci<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y15b ff3 fs6 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _14"> </span>obszarem <span class="_ _14"> </span>działaln<span class="_ _1"></span>ości <span class="_ _14"> </span>TOYA <span class="_ _14"> </span>S.A. <span class="_ _15"> </span>jest <span class="_ _14"> </span>import <span class="_ _14"> </span>i <span class="_ _15"> </span>d<span class="_ _1"></span>ystrybu<span class="_ _1"></span>cja <span class="_ _15"> </span>artyku<span class="_ _1"></span>łów <span class="_ _14"> </span>przemysłowych, <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y15c ff3 fs6 fc0 sc0 ls0 ws0">w tym <span class="_ _3"></span>w szczególności ele<span class="_ _0"></span>ktronarzędzi i <span class="_ _0"></span>narzędzi rę<span class="_ _0"></span>cznych dla <span class="_ _3"></span>profesjo<span class="_ _1"></span>nalistów i <span class="_ _3"></span>do domowego <span class="_ _3"></span>uży<span class="_ _1"></span>tku. Działalność Spółki </div><div class="t m0 x4 hf y15d ff3 fs6 fc0 sc0 ls0 ws0">obejmuje  dystrybucję  towar<span class="_ _1"></span>ów,  których  głównymi  producenta<span class="_ _1"></span>mi  i  dostawcami<span class="_ _1"></span><span class="ff2">  </span>są  firmy  poło<span class="_ _1"></span>żone  na<span class="ff2"> terenie  Chi<span class="_ _1"></span>n. </span></div><div class="t m0 x4 hf y15e ff2 fs6 fc0 sc0 lse ws0">Od<span class="ls0"> <span class="ff3">wielu <span class="_ _10"> </span>lat <span class="_ _11"> </span>Spółka <span class="_ _10"> </span>realizuje<span class="_ _1"></span> <span class="_ _10"> </span>strategię <span class="_ _11"> </span>ekspansji <span class="_ _10"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>rynki <span class="_ _10"> </span>międzynarodowe. <span class="_ _11"> </span>Skupia <span class="_ _10"> </span>się <span class="_ _11"> </span>przede <span class="_ _10"> </span>wszys<span class="_ _1"></span>tkim <span class="_ _10"> </span>na <span class="_ _11"> </span>rynkach </span></span></div><div class="t m0 x4 hf y15f ff3 fs6 fc0 sc0 ls0 ws0">Europy <span class="_ _16"></span>Środkowej, <span class="_ _d"></span>Połud<span class="_ _1"></span>niowej <span class="_ _d"></span>i <span class="_ _16"></span>Wschodniej <span class="_ _d"></span>(<span class="_ _1"></span><span class="ff2">Ru<span class="_ _1"></span>munia, <span class="_ _d"></span></span>Ukrain<span class="_ _1"></span>a, <span class="_ _d"></span>Kraje <span class="_ _16"></span>Bałtyckie, <span class="_ _16"></span>Węgry, <span class="_ _16"></span>Białoruś, <span class="_ _d"></span>Mołdawia, <span class="_ _16"></span>Czechy, </div><div class="t m0 x4 hf y160 ff3 fs6 fc0 sc0 ls0 ws0">Bułgaria<span class="ff2"> i <span class="_ _0"></span>Niemcy)<span class="ff3">. <span class="_ _0"></span>Ponadto w <span class="_ _3"></span>2003 r. <span class="_ _0"></span>została utworzona <span class="_ _0"></span>spółka zależna <span class="ff2">- <span class="_ _3"></span><span class="ff3">TOYA Romania <span class="_ _0"></span>S.A., która <span class="_ _0"></span>zajmuje się <span class="_ _3"></span>sprzedażą </span></span></span></span></div><div class="t m0 x4 hf y161 ff3 fs6 fc0 sc0 ls0 ws0">narzędzi i <span class="_ _3"></span>elektron<span class="_ _1"></span>arzędzi na <span class="_ _0"></span>terenie <span class="_ _3"></span>Ru<span class="_ _1"></span>munii. Asortyment towarowy <span class="_ _3"></span>oraz oferowane marki są <span class="_ _3"></span>id<span class="_ _1"></span>entyczne <span class="_ _1"></span><span class="ff2">z <span class="_ _0"></span>oferowany<span class="lsf">mi</span> </span></div><div class="t m0 x4 hf y162 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="_ _16"></span>Polsce. <span class="_ _16"></span> <span class="_ _d"></span><span class="ff3">W <span class="_ _16"></span>2008 <span class="_ _16"></span>r. <span class="_ _16"></span>utworzona <span class="_ _16"></span>została <span class="_ _d"></span>s<span class="_ _1"></span>półka <span class="_ _16"></span>Yato <span class="_ _16"></span></span>Tools <span class="_ _16"></span>(Shanghai) <span class="_ _16"></span>Co. <span class="_ _16"></span>Ltd. <span class="_ _d"></span>zlo<span class="_ _1"></span>kalizowana <span class="_ _16"></span>w <span class="_ _d"></span>Chin<span class="_ _1"></span>ach. <span class="_ _16"></span>Jednostka <span class="_ _16"></span>ta </div><div class="t m0 x4 hf y163 ff3 fs6 fc0 sc0 ls0 ws0">zajmuje <span class="_ _13"> </span>się <span class="_ _17"> </span>dystrybu<span class="_ _1"></span>cją <span class="_ _17"> </span>n<span class="_ _1"></span>arzędzi <span class="_ _17"> </span>i <span class="_ _13"> </span>elektronarzędzi <span class="_ _13"> </span>marki <span class="_ _17"> </span>YA<span class="_ _1"></span>TO <span class="_ _17"> </span>na <span class="_ _13"> </span>terenie <span class="_ _13"> </span>Chin <span class="_ _17"> </span>o<span class="_ _1"></span>raz <span class="_ _17"> </span>ryn<span class="_ _1"></span>kach <span class="_ _13"> </span>zagranicznych </div><div class="t m0 x4 hf y164 ff3 fs6 fc0 sc0 ls0 ws0">nieobsługiwanych<span class="_ _1"></span> przez <span class="_ _3"></span>TOYA S.A.<span class="ff2"> </span>W <span class="_ _3"></span>2019 utworzona została Spółka <span class="_ _0"></span>Yato T<span class="_ _0"></span>ools (Jiaxing) <span class="_ _0"></span>Co. <span class="_ _3"></span>Lt<span class="_ _1"></span><span class="ff2">d</span>. z <span class="_ _0"></span>siedzibą w <span class="_ _3"></span>Baib<span class="_ _1"></span>u Town </div><div class="t m0 x4 hf y165 ff3 fs6 fc0 sc0 ls0 ws0">w <span class="_ _16"></span>Chinach, <span class="_ _16"></span>której <span class="_ _16"></span>podstawowym <span class="_ _16"></span>przedmiotem <span class="_ _16"></span>działalności <span class="_ _10"> </span><span class="ff2">jest <span class="_ _16"></span></span>dział<span class="_ _1"></span>alność <span class="_ _16"></span>handlowa<span class="ff2"> <span class="_ _16"></span></span>zarówno<span class="_ _1"></span> <span class="_ _16"></span>na <span class="_ _16"></span>rynku <span class="_ _16"></span>lokalnym <span class="_ _16"></span>jak <span class="ff2"> </span></div><div class="t m0 x4 hf y166 ff3 fs6 fc0 sc0 ls0 ws0">i <span class="_ _3"></span>w <span class="_ _3"></span>eksp<span class="_ _1"></span>orcie. <span class="_ _3"></span>Prze<span class="_ _1"></span>ważająca <span class="_ _0"></span>część <span class="_ _3"></span>dzia<span class="_ _1"></span>łalności <span class="_ _0"></span>spółek <span class="_ _3"></span>Yato T<span class="_ _0"></span>ools <span class="_ _3"></span>(Shan<span class="_ _1"></span>ghai) <span class="_ _3"></span>oraz Y<span class="_ _0"></span>ato <span class="_ _3"></span>Tools (Jiaxing) <span class="_ _3"></span>polega <span class="_ _3"></span>n<span class="_ _1"></span>a <span class="ff2">zarzadzan<span class="_ _1"></span>iu </span></div><div class="t m0 x4 hf y167 ff3 fs6 fc0 sc0 ls0 ws0">łańcuchem dosta<span class="_ _1"></span>w do<span class="ff2"> </span>s<span class="_ _1"></span>półek w Polsce i Rumunii.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y168 ff3 fs6 fc0 sc0 ls0 ws0">Czas trwania Spół<span class="_ _1"></span>ki jest nieograniczon<span class="_ _1"></span>y.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y169 ff3 fs6 fc0 sc0 ls0 ws0">Toya S.A. jest jednos<span class="_ _1"></span>tką dominują<span class="_ _1"></span>ca w Grupie <span class="_ _1"></span>Kapitałowej<span class="ff2"> <span class="_ _1"></span>TOYA S.A. </span></div><div class="t m0 x4 hf y16a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y16b ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y16c ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y16d ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y16e ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y16f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">10<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0">W okresie od 1 sty<span class="_ _1"></span>cznia do 31 grud<span class="_ _1"></span>nia 2025 r. oraz  <span class="_ _1"></span>d<span class="_ _1"></span>o dnia zatwierdzen<span class="_ _1"></span>ia niniejszego spr<span class="_ _1"></span>awozdania <span class="_ _1"></span>do publika<span class="_ _1"></span>cji<span class="_ _1"></span> <span class="ff3">Zarząd </span></div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">pracował w nas<span class="_ _1"></span>tępującym składzie:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x25 hf y171 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Grzegorz Pinkosz <span class="_ _19"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Prezes Zarządu</span> </span></span></div><div class="t m0 x25 hf y172 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Maciej Lubnauer <span class="_ _1"></span> <span class="_ _9"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Wiceprezes Zar<span class="_ _1"></span>ządu</span> </span></span></div><div class="t m0 x25 hf y173 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Robert Borys <span class="_ _7"></span> <span class="_ _1a"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Wiceprezes Zarządu<span class="_ _1"></span></span> </span></span></div><div class="t m0 x25 hf y174 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Jan Jakub Szmidt<span class="_ _1"></span> <span class="_ _1b"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Wiceprezes Zarządu<span class="_ _1"></span></span> </span></span></div><div class="t m0 x4 ha y175 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y176 ff2 fs6 fc0 sc0 ls0 ws0">W okresie od 1 <span class="_ _0"></span>stycznia do 31 <span class="_ _3"></span>grudn<span class="_ _1"></span>ia 2025 r. <span class="_ _0"></span>oraz  do dnia z<span class="_ _0"></span>atwierdzenia niniejszego sprawozdania do publikacji<span class="_ _1"></span> <span class="ff3">w skład </span></div><div class="t m0 x4 hf y177 ff3 fs6 fc0 sc0 ls0 ws0">Rady Nadzo<span class="_ _1"></span>rczej Spółki wchodzili:<span class="ff2"> </span></div><div class="t m0 x25 hf y178 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Piotr Mondalski <span class="_ _1c"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Przewodniczący Rady N<span class="_ _1"></span>adzorczej <span class="_ _1"></span></span> </span></span></div><div class="t m0 x25 hf y179 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Jan Szmidt <span class="_ _1d"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Wiceprzewodniczący Rady<span class="_ _1"></span> Nadzorczej <span class="_ _1"></span></span> </span></span></div><div class="t m0 x25 hf y17a ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff3">Dariusz Górka<span class="ff2"> <span class="_ _1e"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span></span>Członek Rady Nad<span class="_ _1"></span>zorczej<span class="ff2"> </span></span></span></div><div class="t m0 x25 hf y17b ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff3">Grzegorz Maciąg<span class="_ _1"></span><span class="ff2"> <span class="_ _1f"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span></span>Członek Rady Nad<span class="_ _1"></span>zorczej<span class="ff2"> </span></span></span></div><div class="t m0 x25 hf y17c ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff3">Wojciech Bartłomiej Pap<span class="_ _1"></span>ierak<span class="_ _1"></span><span class="ff2"> <span class="_ _10"> </span> <span class="_ _1a"> </span></span>Członek Rady Nad<span class="_ _1"></span>zorczej<span class="ff2"> </span></span></span></div><div class="t m0 x25 hf yd7 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Beata Szmidt <span class="_ _1a"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Członek Rady Nad<span class="_ _1"></span>zorczej</span> </span></span></div><div class="t m0 x25 hf y17d ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _18"> </span><span class="ff2">Zenon Beker  <span class="_ _20"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span><span class="ff3">Członek Rady Nad<span class="_ _1"></span>zorczej</span> </span></span></div><div class="t m0 x4 ha y17e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y17f ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _21"> </span>sprawozdanie <span class="_ _21"> </span>finansowe <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>obejmuje <span class="_ _22"> </span><span class="ff2">rok <span class="_ _21"> </span>obrotowy <span class="_ _21"> </span></span>zakończo<span class="_ _1"></span>ny <span class="_ _21"> </span>dnia <span class="_ _21"> </span>3<span class="ff2">1 <span class="_ _21"> </span>grudnia <span class="_ _21"> </span>2025 <span class="_ _21"> </span>roku. <span class="_ _21"> </span>Dane<span class="ffd fs2"> </span></span></div><div class="t m0 x4 hf y180 ff3 fs6 fc0 sc0 ls0 ws0">porównawcze prezento<span class="_ _1"></span>wane są:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe hf y181 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">według stanu n<span class="_ _1"></span>a dzień 31 grudnia 20<span class="_ _1"></span><span class="ff2">24 roku d<span class="_ _1"></span>la sprawozdania z <span class="_ _1"></span>sytuacji finansowej, <span class="_ _1"></span> </span></span></span></div><div class="t m0 xe hf y182 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">za <span class="_ _16"></span>okres <span class="_ _16"></span>od <span class="_ _16"></span>1 <span class="_ _d"></span>s<span class="_ _1"></span>tycznia <span class="_ _16"></span>2024 <span class="_ _16"></span>roku <span class="_ _16"></span>do <span class="_ _16"></span>31 <span class="_ _16"></span>grudnia <span class="_ _16"></span>2024 <span class="_ _16"></span>roku <span class="_ _16"></span>dla <span class="_ _16"></span>sprawozd<span class="_ _1"></span>ania <span class="_ _16"></span>z <span class="_ _16"></span>wyniku <span class="_ _16"></span>finansowego <span class="_ _16"></span>i <span class="_ _16"></span>innych </span></span></div><div class="t m0 x45 hf y183 ff3 fs6 fc0 sc0 ls0 ws0">całkowitych <span class="_ _24"> </span>dochodów, <span class="_ _24"> </span>sprawozdania <span class="_ _24"> </span>z <span class="_ _24"> </span>przepływów<span class="_ _0"></span> <span class="_ _24"> </span>pieniężnych <span class="_ _24"> </span>oraz  sp<span class="_ _1"></span>rawozdania <span class="_ _24"> </span>ze <span class="_ _25"> </span>zmian <span class="_ _25"> </span>w <span class="_ _25"> </span>ka<span class="_ _1"></span>pitale </div><div class="t m0 x45 hf y184 ff3 fs6 fc0 sc0 ls0 ws0">własnym.<span class="ff2">  </span></div><div class="t m0 x4 hf y185 ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze  sprawozd<span class="_ _1"></span>anie  finansowe  Spó<span class="_ _1"></span>łki  za <span class="_ _25"> </span><span class="ff2">rok <span class="_ _25"> </span>obrotowy<span class="_ _1"></span>  </span>zakończon<span class="_ _1"></span>y  31<span class="ff2"> grud<span class="_ _1"></span>nia  2025  </span>roku<span class="_ _1"></span>  został<span class="_ _1"></span>o  przez  Zarzą<span class="_ _1"></span>d </div><div class="t m0 x4 hf y186 ff2 fs6 fc0 sc0 ls0 ws0">zatwierdzone do pu<span class="_ _1"></span>blikacji 26 marca<span class="_ _1"></span> <span class="ls3">20</span>26 <span class="lsd">r.</span> </div><div class="t m0 x4 hf y187 ff3 fs6 fc0 sc0 ls0 ws0">Spółka sporządziła również skonsolidowane sprawozdanie finansowe za <span class="_ _1"></span><span class="ff2">rok obrotowy </span>zakończony 3<span class="ff2">1 grudn<span class="_ _1"></span>ia 2025 roku,<span class="_ _0"></span> </span></div><div class="t m0 x4 hf y188 ff3 fs6 fc0 sc0 ls0 ws0">które dnia <span class="ff2">26 <span class="_ _1"></span>marca 2026 </span>r. zos<span class="_ _1"></span>tało przez Zarząd z<span class="_ _1"></span>atwierdzone do pu<span class="_ _1"></span>blikacji.<span class="ff2"> </span></div><div class="t m0 xe h8 y189 ff5 fs4 fc1 sc0 lsc ws0">2.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Opis ważniejszyc<span class="_ _0"></span>h stosowanych <span class="_ _0"></span>zasad rac<span class="_ _0"></span>hunkowości<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y18a ff3 fs6 fc0 sc0 ls0 ws0">Najważniejsze <span class="_ _26"> </span>zasady <span class="_ _26"> </span>rachunkowości <span class="_ _26"> </span>zastosowan<span class="_ _1"></span>e <span class="_ _26"> </span>pr<span class="_ _0"></span>zy <span class="_ _26"> </span>sporządzaniu <span class="_ _26"> </span>niniejszego <span class="_ _26"> </span>sprawozdania <span class="_ _26"> </span>finansowego </div><div class="t m0 x4 hf y18b ff3 fs6 fc0 sc0 ls0 ws0">przedstawione <span class="_ _11"> </span>zostały <span class="_ _10"> </span>poniżej. <span class="_ _10"> </span>Zas<span class="_ _1"></span>ady <span class="_ _10"> </span>te <span class="_ _10"> </span>s<span class="_ _1"></span>tosowane <span class="_ _10"> </span>były <span class="_ _10"> </span>we <span class="_ _10"> </span>wszy<span class="_ _1"></span>stkich <span class="_ _11"> </span>prezentowanych <span class="_ _10"> </span>okresach<span class="_ _1"></span> <span class="_ _10"> </span>w <span class="_ _10"> </span>s<span class="_ _1"></span>posób <span class="_ _10"> </span>ciągły, <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y18c ff2 fs6 fc0 sc0 ls0 ws0">o ile nie podano in<span class="_ _1"></span>aczej. </div><div class="t m0 xe hf y18d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h35 y18e ff5 fs1 fc1 sc0 ls11 ws0">2.1<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Podstawa sporządzenia<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y18f ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _2"></span>sp<span class="_ _1"></span>rawozdanie <span class="_ _2"></span>finan<span class="_ _1"></span>sowe <span class="_ _2"></span>Spółki <span class="_ _d"></span>zostało <span class="_ _2"></span>s<span class="_ _1"></span>porządzone <span class="_ _2"></span>za <span class="_ _16"></span><span class="ff2">rok <span class="_ _2"></span>obro</span>to<span class="_ _1"></span>wy <span class="_ _2"></span>zakończony <span class="_ _2"></span>31 <span class="_ _d"></span>grudnia <span class="_ _2"></span>20<span class="_ _1"></span><span class="ff2">25 <span class="_ _2"></span><span class="lsd">r. <span class="_ _d"></span></span>zgodnie  </span></div><div class="t m0 x4 hf y190 ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _28"> </span>Międzynarodowymi <span class="_ _28"> </span>Standard<span class="_ _1"></span>ami <span class="_ _28"> </span>Sprawozdawczości <span class="_ _28"> </span>Finan<span class="_ _1"></span>sowej <span class="_ _28"> </span>(zwanymi <span class="_ _28"> </span>dalej <span class="_ _28"> </span>„MSSF”) <span class="_ _28"> </span>oraz <span class="_ _28"> </span>interpr<span class="_ _1"></span>etacjami, </div><div class="t m0 x4 hf y191 ff3 fs6 fc0 sc0 ls0 ws0">wydanymi <span class="_ _16"></span>przez <span class="_ _d"></span>Radę <span class="_ _16"></span>Międzyn<span class="_ _1"></span>arodowych <span class="_ _16"></span>Standardów <span class="_ _16"></span>Rachunkowości <span class="_ _16"></span>zatwierdzonymi <span class="_ _16"></span>przez <span class="_ _d"></span>Unię <span class="_ _16"></span>Europejską <span class="_ _16"></span>(zwaną </div><div class="t m0 x4 hf y192 ff3 fs6 fc0 sc0 ls0 ws0">dalej „UE”).<span class="ff2"> </span></div><div class="t m0 x4 hf y193 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y194 ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze sprawozd<span class="_ _1"></span>anie finansowe zostało sporząd<span class="_ _1"></span>zone zgodnie z tymi standardami MSSF oraz Interpretacjami Komitetu<span class="_ _1"></span> </div><div class="t m0 x4 hf y195 ff3 fs6 fc0 sc0 ls0 ws0">ds. <span class="_ _24"> </span>Interpretacji <span class="_ _24"> </span>Międzynaro<span class="_ _1"></span>dowej <span class="_ _25"> </span>Sp<span class="_ _1"></span>rawozdawczoś<span class="_ _1"></span>ci <span class="_ _25"> </span>Fi<span class="_ _1"></span>nansowej <span class="_ _24"> </span>(zwanymi <span class="_ _24"> </span>dalej <span class="_ _24"> </span>„<span class="_ _1"></span>KIMSF”), <span class="_ _24"> </span>które <span class="_ _24"> </span>zosta<span class="_ _1"></span>ły <span class="_ _24"> </span>wydane </div><div class="t m0 x4 hf y196 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">obowiązywały n<span class="_ _1"></span>a dzień <span class="_ _1"></span></span>sprawozdawczy 31 grudnia 20<span class="_ _1"></span>25 <span class="lsd">r.</span> </div><div class="t m0 x4 hf y197 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y198 ff2 fs6 fc0 sc0 ls0 ws0">Z<span class="ff3">asady  opisane  poniżej  były  stosowane  w  sposób  ciągły <span class="_ _11"> </span>we  wszystkich  zaprezentowan<span class="_ _1"></span>ych  okresach<span class="_ _2"></span>,  za  wyjątkiem </span></div><div class="t m0 x4 hf y199 ff3 fs6 fc0 sc0 ls0 ws0">przyjęcia nowych i zmienion<span class="_ _1"></span>ych s<span class="_ _1"></span>tandardów od 1 s<span class="_ _1"></span>tycznia 20<span class="_ _1"></span><span class="ff2">25 </span>r., które zos<span class="_ _1"></span>tały opisane poniżej<span class="_ _1"></span><span class="ff2">. </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">11<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _1"></span>owe zostało s<span class="_ _1"></span>porządzone zgodnie z z<span class="_ _1"></span>asadą koszt<span class="_ _1"></span>u historycznego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y19b ff3 fs6 fc0 sc0 ls0 ws0">Sporządzenie <span class="_ _d"></span>sprawozdan<span class="_ _1"></span>ia <span class="_ _d"></span>finansowego <span class="_ _d"></span>zgodnie <span class="_ _d"></span>z <span class="_ _d"></span>MSSF <span class="_ _2"></span>wymaga <span class="_ _d"></span>użycia <span class="_ _d"></span>pewnych<span class="_ _1"></span> <span class="_ _2"></span>zn<span class="_ _1"></span>aczących <span class="_ _d"></span>szacunkó<span class="_ _1"></span>w <span class="_ _2"></span>księgowych<span class="_ _1"></span>. </div><div class="t m0 x4 hf y19c ff3 fs6 fc0 sc0 ls0 ws0">Wymaga <span class="_ _0"></span>również <span class="_ _3"></span>od<span class="_ _1"></span> <span class="_ _0"></span>Zarządu s<span class="_ _0"></span>tosowania własnego <span class="_ _3"></span>os<span class="_ _1"></span>ądu<span class="ff2">, </span>przy <span class="_ _3"></span>stosowaniu<span class="_ _1"></span> <span class="_ _3"></span>p<span class="_ _1"></span>rzyjętych <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>zasad <span class="_ _0"></span>rachunkowości. </div><div class="t m0 x4 hf y19d ff3 fs6 fc0 sc0 ls0 ws0">Zagadnienia, <span class="_ _2"></span>w <span class="_ _1"></span>odniesieniu <span class="_ _2"></span>do <span class="_ _2"></span>których <span class="_ _1"></span>wymagan<span class="_ _1"></span>a <span class="_ _1"></span>jest <span class="_ _2"></span>większa <span class="_ _2"></span>doza <span class="_ _2"></span>osądu, <span class="_ _1"></span>zagadn<span class="_ _1"></span>ienia <span class="_ _1"></span>bardziej <span class="_ _1"></span>zł<span class="_ _1"></span>ożone <span class="_ _1"></span>lu<span class="_ _1"></span>b <span class="_ _1"></span>takie, <span class="_ _2"></span>przy </div><div class="t m0 x4 hf y19e ff3 fs6 fc0 sc0 ls0 ws0">których zało<span class="_ _1"></span>żenia i szacunki są istotne z p<span class="_ _1"></span>unktu widzenia sp<span class="_ _1"></span>rawozdania finans<span class="_ _2"></span>owego, ujawnione s<span class="_ _1"></span>ą w nocie<span class="ff2"> 4. </span></div><div class="t m0 x4 hf y19f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y1a0 ff3 fs6 fc0 sc0 ls0 ws0">Kontynuacja <span class="_ _1"></span>działalności<span class="ff2"> </span></div><div class="t m0 x4 hf y1a1 ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _16"></span>sprawozdanie <span class="_ _16"></span>finansowe <span class="_ _d"></span>zostało <span class="_ _16"></span>sporządzone <span class="_ _d"></span>p<span class="_ _1"></span>rzy <span class="_ _d"></span>założeniu <span class="_ _16"></span>kontynuowania <span class="_ _d"></span>d<span class="_ _1"></span>ziałalności <span class="_ _16"></span>gospodarczej <span class="_ _16"></span>przez<span class="_ _0"></span> </div><div class="t m0 x4 hf y1a2 ff3 fs6 fc0 sc0 ls0 ws0">Spółkę<span class="ff2">, </span>w daj<span class="_ _1"></span>ącej się przewidzieć przy<span class="_ _1"></span>szłości. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y1a3 ff5 fs1 fc1 sc0 ls11 ws0">2.2<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Wpływ nowych standardów i interpretacji na sprawozdan<span class="_ _0"></span>ie finansowe Spółki<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y1a4 ff3 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _2"></span>sprawozdan<span class="_ _1"></span>ie <span class="_ _1"></span>finan<span class="_ _1"></span>sowe <span class="_ _2"></span>sporządzo<span class="_ _1"></span>no <span class="_ _2"></span>w <span class="_ _1"></span>op<span class="_ _1"></span>arciu <span class="_ _2"></span>o <span class="_ _2"></span>MSSF <span class="_ _2"></span>UE <span class="_ _2"></span>wydane <span class="_ _2"></span>i <span class="_ _2"></span>obowiąz<span class="_ _1"></span>ujące <span class="_ _2"></span>na <span class="_ _2"></span>dzi<span class="_ _2"></span>eń <span class="_ _2"></span>sp<span class="_ _1"></span>rawozdawczy </div><div class="t m0 x4 hf y1a5 ff2 fs6 fc0 sc0 ls0 ws0">31 grudnia 2025 <span class="lsd">r.<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y1a6 ff3 fs6 fc0 sc0 ls0 ws0">MSSF <span class="_ _14"> </span>UE <span class="_ _29"> </span>zawierają <span class="_ _29"> </span>wszystkie <span class="_ _14"> </span>Międzynar<span class="_ _1"></span>odowe <span class="_ _14"> </span>Sta<span class="_ _1"></span>ndardy <span class="_ _29"> </span>Rachunkowości, <span class="_ _14"> </span>Międzyn<span class="_ _1"></span>arodowe <span class="_ _14"> </span>Stand<span class="_ _1"></span>ardy </div><div class="t m0 x4 hf y1a7 ff3 fs6 fc0 sc0 ls0 ws0">Sprawozdawczości <span class="_ _21"> </span>Finan<span class="_ _1"></span>sowej <span class="_ _21"> </span>oraz <span class="_ _21"> </span>związan<span class="_ _1"></span>e <span class="_ _21"> </span>z <span class="_ _24"> </span>n<span class="_ _1"></span>imi <span class="_ _21"> </span>Interpretacje <span class="_ _24"> </span>p<span class="_ _1"></span>oza <span class="_ _21"> </span>wymienionymi <span class="_ _21"> </span>poniżej <span class="_ _22"> </span>Standardami <span class="_ _21"> </span>oraz </div><div class="t m0 x4 hf y1a8 ff3 fs6 fc0 sc0 ls0 ws0">Interpretacjami, które oczekuj<span class="_ _1"></span>ą na za<span class="_ _1"></span>twierdzenie przez Un<span class="_ _1"></span>ię E<span class="_ _1"></span>uropejską.<span class="ff2"> </span></div><div class="t m0 x4 h1e y1a9 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y1aa ff5 fs6 fc0 sc0 ls12 ws0">a)<span class="ffb ls0"> <span class="_ _22"> </span><span class="ff4">Nowe standard<span class="_ _1"></span>y, interpretacje i zmiany do istniejąc<span class="_ _1"></span>ych standar<span class="_ _1"></span>dów, które obowiązują w roku<span class="_ _1"></span> 202<span class="_ _2"></span><span class="ff5">5 </span></span></span></div><div class="t m0 x45 h1e y1ab ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y1ac ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2a"> </span><span class="ff4">Zmiany MSR 21 „Skutki zm<span class="_ _1"></span>ian kur<span class="_ _1"></span>sów wymiany walut obcych”<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y1ad ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y1ae ff3 fs6 fc0 sc0 ls0 ws0">Zmiana <span class="_ _2"></span>wyjaśnia, <span class="_ _2"></span>w <span class="_ _2"></span>jaki <span class="_ _2"></span>sp<span class="_ _1"></span>osób <span class="_ _2"></span>jednostka <span class="_ _2"></span>powinn<span class="_ _1"></span>a <span class="_ _2"></span>ocenić, <span class="_ _1"></span>czy <span class="_ _2"></span>dan<span class="_ _1"></span>a <span class="_ _2"></span>waluta <span class="_ _2"></span>jest <span class="_ _2"></span>wymienialna <span class="_ _2"></span>i <span class="_ _2"></span>jak <span class="_ _2"></span>powinna <span class="_ _2"></span>us<span class="_ _1"></span>talić <span class="_ _2"></span>kurs </div><div class="t m0 x4 hf y1af ff3 fs6 fc0 sc0 ls0 ws0">wymiany  w<span class="_ _0"></span> <span class="_ _11"> </span>przypad<span class="_ _1"></span>ku <span class="_ _11"> </span>braku <span class="_ _11"> </span>wymienialności,  a <span class="_ _11"> </span>także <span class="_ _11"> </span>wymaga <span class="_ _11"> </span>ujawnienia  informacji, <span class="_ _11"> </span>które <span class="_ _11"> </span>pozwolą  użytkownikom </div><div class="t m0 x4 hf y1b0 ff3 fs6 fc0 sc0 ls0 ws0">sprawozdań fin<span class="_ _1"></span>ansowych zro<span class="_ _1"></span>zumieć<span class="ff2"> </span>wpływ b<span class="_ _1"></span>raku wymienialno<span class="_ _1"></span>ści waluty.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y1b1 ff3 fs6 fc0 sc0 ls0 ws0">Zmiana ta nie miała wpł<span class="_ _1"></span>ywu na sp<span class="_ _1"></span>rawozdanie finans<span class="_ _1"></span>owe Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y1b2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y1b3 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y1b4 ff5 fs6 fc0 sc0 ls13 ws0">b)<span class="ffb ls0">  <span class="ff4">Nowe <span class="_ _10"> </span>standardy, <span class="_ _10"></span>interpretacje <span class="_ _10"></span>i <span class="_ _16"></span>zmiany <span class="_ _10"></span>do <span class="_ _16"></span>i<span class="_ _1"></span>stniejących <span class="_ _16"></span>s<span class="_ _1"></span>tandard<span class="_ _1"></span>ów, <span class="_ _16"></span>któr<span class="_ _1"></span>e <span class="_ _16"></span>jeszcze<span class="_ _1"></span> <span class="_ _16"></span>nie <span class="_ _16"></span>ob<span class="_ _1"></span>owiązują <span class="_ _16"></span>i<span class="_ _d"></span><span class="ff5"> <span class="_ _16"></span></span>nie <span class="_ _10"> </span>zostały<span class="_ _1"></span> </span></span></div><div class="t m0 x75 h1e y1b5 ff4 fs6 fc0 sc0 ls0 ws0">wcześniej zastosowane p<span class="_ _1"></span>rzez <span class="_ _1"></span>Spółkę<span class="ff5"> </span></div><div class="t m0 x4 h1e y1b6 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y1b7 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y1b8 ff3 fs6 fc0 sc0 ls0 ws0">Na dzień <span class="_ _0"></span>zatwierdzenia niniejszego <span class="_ _0"></span>sprawozdania finansowego do <span class="_ _0"></span>publikacji, Zarząd nie <span class="_ _3"></span>zakoń<span class="_ _1"></span>czył jeszcze <span class="_ _0"></span>prac nad <span class="_ _0"></span>oceną </div><div class="t m0 x4 hf y1b9 ff3 fs6 fc0 sc0 ls0 ws0">wpływu <span class="_ _10"> </span>wprowadzenia <span class="_ _10"> </span>poniż<span class="_ _1"></span>szych<span class="_ _1"></span> <span class="_ _10"></span>standardów <span class="_ _10"> </span>oraz <span class="_ _10"> </span>zmian <span class="_ _10"> </span>sta<span class="_ _1"></span>ndardów <span class="_ _10"> </span>na <span class="_ _10"> </span>stosowane <span class="_ _10"> </span>przez <span class="_ _10"> </span>Spó<span class="_ _1"></span>łkę <span class="_ _10"> </span>zasady <span class="_ _10"> </span>(po<span class="_ _1"></span>litykę) </div><div class="t m0 x4 hf y101 ff3 fs6 fc0 sc0 ls0 ws0">rachunkowości, <span class="_ _16"></span>w <span class="_ _16"></span>odniesieniu <span class="_ _16"></span>do <span class="_ _16"></span>działalności <span class="_ _16"></span>Spółki <span class="_ _16"></span>lub <span class="_ _d"></span>jej <span class="_ _16"></span>wyników <span class="_ _16"></span>finansowych. <span class="_ _16"></span>Spodziewany <span class="_ _16"></span>wpływ <span class="_ _16"></span>wg <span class="_ _d"></span>in<span class="_ _1"></span>formacji </div><div class="t m0 x4 hf y1ba ff3 fs6 fc0 sc0 ls0 ws0">znanych n<span class="_ _1"></span>a dzień zatwierdzenia niniejszego <span class="_ _1"></span>sprawozdania <span class="_ _1"></span>finansowego zosta<span class="_ _1"></span>ł przedstawiony w tab<span class="_ _1"></span>eli poniżej.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 h1e y1bb ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y1bc ff5 fs6 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ucz217YsX/3REXeDZfRUWtYyVV9X7kxACSzabwmSZIkSZIkSZIkKX0ARGAJzFrOhtgbbxedqYMZi6NquOXefv2V777h0qVDGDNoACbCSGULg+BBBKJaM8+GVZwGgkDn97DUCA0gkGFEDyKYHKrznTIVSiCGYRA80KlR1VjSHo4ao4g1GdtBXwwQEEU1whhQMQRAhNTYCIhBFZEbw3M7PnomCz2yVaUO+l+qMQqUpc+yjAwJgtMKqszKAOqOcQXEANaxCwBZU6JP1jrblAjLDgqtQRbG9jvdAye07A0bV71r05ml4J4Hv/fZL9/15PbdvWzRZLcXpYnhpeAGqgik9CFJkiRJkiRJkiRJ6QNgLIMiSbSOHFM5tXdRAxR6608/6Rd+5v3nnz5OQAF0ymDYDGUE5ECuBgJEIMy1pTi6C0M8ssICAokggHPMNdHQ+R0jCcRgUwf0BWJBOfIcMzBkDYAKgEKDZo4MYJhosFsEOR8kEAioFEHgDPoK8bCEhnNEwoO1FMSDDTWF5ltr5HlgALCDxSYaYAEVsAIiZUBuFFwpvCCazGtsAKh0JJvfO4JBxEOtYcDPVN2iGGowrrn4zLdefOZff+Whv/nSXS5Q2W70XVlOzaA5knZ+SJIkSZIkSZIkSVL6AADqy4xhEKnuLB7Jzj9//WUXrFq7atlZa05oG9XgC6tAaORmstPf3VFxragmDhpG6CB1ECIdNMlQIp1v1BmEGcREMcYsN8sbQlCmwRqLuT6f3qGM2HVgdvuefTPd3qHSstaF0aVjw4vHRlYuGlnschV1Gi2LRj+lLee4W4ZDh7q2aAgbFYHE3DDFkFsebmYFEQBVEkIEouLgZBUl2izzOtgC00Rv23m+MCMTIxtRFW64g7PVTDktRSuSVXGsZqgAfK/ZaFV93ygAQMRWoZFlbW/N/umSgeFmnhn6xRs3fvDtG7e9tPeb3/nevd998dmZg750Eyb1vEiSJEmSJEmSJElS+gBkhrWcsY5vfMfVH37Pm9eMYxjIgUylQE22RtUtY0nZ8D/84x233PXgwbKo7JggG6y2yKSXaQUibzIAQkbAgxtR1BjjvVfV1atX3/pHH8WRRREEAQH49uNbbv7Hux//3oudQDbLX+4PtQqba93QsmVlxVj+3msuu+qSC1YuGEKsiQQWAfjGQ9/7L5/8lNii2yuZuZFnVuvZqYlNG879g9/7zSwjmU83BHjw0ac/+embd+/d7/KGF5CxtR052IlXbTz3tz/2nhUjxsIgYrZb/9lf3/ytBx/zrtWpwhBGDJWtrD+U9/7jv/2ttatWePGWm2VglzeeeX76z//2C7OGYn92QaG/8dEPrl1xQsthyWnL1q9e+hsfvvqxLbv/29987h92p+GaJEmSJEmSJEmS/C+ePii3oQL1rN4gWPEx1Ma5oEaIYYvoBTyBooWagByuhQiS2NDK+W4rdFcvP+HKN4++9dzTTz7p5IXjCwjBKFtiAEQMLYAC2XARDvbs6ObD4491T551KyFNSA10rY2gUiQyHEkGjeJL4yzIehgVBgxn0P6MxEWNHos9pBnVWLRnFg9s2/flr9/38DPPztSrSn+pHfWh2ovW8korI1WR2wj+3hTu/sKO0X96+Vfesf5fXbd+MXdHQ0fFbtpw9ufu23DP5r09tPN8OPb7CHVzOHvumXLpC51/s66fxUVQRNudNDM3f2fLbbvOjMX1Eg+jcRD1TNbLFmadq684ee2w5DUro7L63NTMzQ9OHeqeKw7RHazp5CYO5tP7Q77yk98d+u1V7RV+2lCnx+Of+PuHZg7svuDSjWao2cwLp/nf/dN9l28489IL1hmglROrXn3Wkqv+6OPbJqoHHtvyzUeffW7XwRcPlbG1eNZbtQXZTOuAGA1XDiWzqwUaVdnK4OJrNIgEIRUnakTTuE+SJEmSJEmSJEmOT/oA6Q9mqgwBEMiIzcnkPioiQIQs57hU+lK029ZytzOpVddpR3qvXHXp+l/6wE2nrRkeNyiAoCH6kGc5H9snguZbY5qi59VY0yyyjooW1gDS6wRfsWEhI2KgBHBetIKvowRYhgbE4KxRAxYvAd5mNawHbr9/93/4xGd4BBNliLGmfDSU06h6aNRGa8vS7XUgBiaj4dFDk6/8+V9+obfv5Y9/8G2rhguytk34P3/7pi2//scHSohGzVp11DIykf7XP//iL/7hu0dayHN4mB0Hw7fue85jLUwX6FtDIVBB8YzVy6644GzEQJYBVKDvPLn1cKfDxahYAwwBUFCn9EUr/9zNX/zwFb+5MOOWy7Y9v2ff7pd/9+Mf+MP/9Hd2dPnocHvLYw9+4k8+fvNn/2nTBevmGn8QAUTMyxYOv+/6i955/UUVcMcDe/74Lz5HIXZrjrCAabRaINMvLdRQVnBhRIAQoFEBUWEMPo3UuTNJkiRJkiRJkiT5SeOjOYRWViuDAIgCQlZMUcOCc2Q5XAY2DTNC3obpbvnK3qJ3aGlWnrey+Vf/8Tf/9HdvuuiU4cXGc+x6X7GiyAoGxRBe/5JCuXOWmWOotD+FiT3x0O6MagMRH8EZhEHW5q1INoLATBCQp1hJf0aqDmIFB8ragvaOaXzl7ocmg+3zkJg28gZJDd9buHRxHns2dBoIqDogccOjsVOiGOVFqz97yz0PPbcDZDudsmAsaePCN52cozIsQQmU1SFalx94Zc/Tz78yC0xJv4T93Bfv7/khMgaYhXSMKESHMv3Yz/90g6mwBvBRfCl49sXJYmSMMu7XNbgNFlW4RkvIHH7l8Hee3OOKAsbu2LHjg+97b8tgembmXTdc8QsfvCCKVjW894OGHnqkTIHICBzAAShx7UXLP/+Jf/3h6y9anpWt+uDytmblof7MBGBR1lr5CDO3TQUYREI2kpHBrplJkiRJkiRJkiRJ8pNlj0kfaoAjscAIscLAOvgAVjAhlJBgtTPK9XDBa1eOXbVx09qV7fXr1ixsIUM/gyeESC4aqwoVAcEYA+A1E95AmQBS9Vw1Pe64FrImopZAtm+aERaZA1MIHnWZ5460juV0YZTVI9SQMESlN6jU7uqG/+u//MNj2w/axWu6flazAnW0Otu2Vd6dPfOUtcOtfOfOnZlwV2O310ExCpHZGGyx7D9//oGL1p66YKwgwYjiI9ed/+DDT01EK5qhNY5qxoeZRmY/e9uLZ2w4rQ96ZtveL96xtcxOVleD+2xC7Fem7F939YaNp2XOQymSKYPJ+wEPP7GnIltxBTY+tqCzXvzQ0MKZMubjiz5z8y03nvPRJe2c1TeNEOCMueWWbz713Uevvfy8PMPwUAEd9PU4et0KoxJ1zNIwSxQMN82///lLf/Ed57+4a899jz772FNbn5/SCWa4hohSvwtj1BrIoLsGVCmSAUJad5EkSZIkSZIkSZIct/RByCggMJENYACCClFwGlDVjsLYSBszWzduOPd977hm01kLRwi9mXJhC1TXEELWhjJD2M7VUyhUda57xRwCBuUWEaetWHT5+lNmyhh8sAZkito0n9zbOTDj0SjQ78Jx1shjOb18wfBpZy5rSM9q6ayJMY6MjgZCz+PTX7jrnoeelPZpdU3gJkI53DQ8uf/n333FNVdeuHYpcmD3gfITf3vnA1te3NWrSxKQidqIZux7+/qfufXej3306paEIeMvOmXRh99+8aduf7LLLOxQtH1/ImP95pY9D+/tn7ms8eX7NnextE8WdgbWcGBXx5NPXPDB687nbr/VaJASKNaKO+7dt2eCZm2NXFGMalnk5mAEOl7FZMZmz+/a+djze847ZeXYyNDzW544ddmFeWauv+aK0abbv3dPDlRlYAbPLZKY+8eQGlZoNPCo60aRA250SfPUJWsvPW/t3ol3fvXRF26576mXd+6a6vZN0fCeg7LaAsSAAQHEiJ006JMkSZIkSZIkSZLjlj4EcgooeP4L94C6yo00tZY4O1LwmvHRn/vVn91w5mmLGnkGKYDWsEVdw2RgIAIEMAXvmdkYI1GICK8r9TcAhfD+d2668Z2byKBpECNgsH0K/+4v7/n6A1thHULFLldfmdi/5IJNv/nz5w4TbEQjQxnhaziHqos777630V4w7QOaFsrQeubQ7itOX/qzN1y4dAgOUODUxcWv/cyNxZfu+tQdj4OGAQeXwQz1+1P3fuepK6+64txVgFbtrHjvdVd86Z7vzgbp9bsoLFmrihnFl7567/DPXfv0tsnJHrJhgD0kar9ogc84adGpq80JnEsH1GCAK6nv+tYjVIzAdCHTUM+G2qauycyW0bRbvXJmUXt8667Dl59/yopVJ/7tH/7RVZdfmFtTOHzg/Rf/+9//TxOzkBhYQQSmo0lOBAwNGn0ocgP10Ggos2pbhtcsxIevPeWiDac8/J3nb73j7m0v723YPLpWTzRQJkwYfLIkoFT9kCRJkiRJkiRJkhyn9EFMjhgIalhVvJN+ge6KkeZ5p64+85Tlm9afuvbEUUcwUAfvNBhECGAzABEIQCRYUMZuMF82bL7vS5KG4cw0CBFgwEJgtFRz0ihMOWUaVqUiKyZWJOWQE+0cWG4xAjiOAKIxdQMAtj67vdeVKovGxUARdWTIsCk/eO05KxtoKyAlQg1brFuc/eoH3nb/d7dtneqKaUGAOsLmLx44ePs3Hzr75zblEih21p6w8I//4Fd+7Q+/0hOCesOmrJVcvO1b3zswXWx5obRDQ7VOIKvQcYXYy845/Q9+5apxmoL0yLYB8nDP7+9vfnFvPy4GMZwzoRoy9W98+J3/9f+7tePaIsrgvtoHtuz90A04cfmin3n/jf/vX3zy0o0XtE1NJb/nuks/99effe87r7Y0qD8ZXDIGVIgJysQAQwWqICXSnAfXG2MqC8bovOvW/vQlJz3x3O4t23Y+8OS2bXsnJ6q6HzOhLLA1pCo+jfskSZIkSZIkSZLk+KQPMIzKW4dM69CbWj6cvf/tV1x/yZlvWtm2gFE4ggoYxHAAQyNIQIgkHlwPqh9e/7W6vmrzAgVIPJPmNAgpPFBBtUEtD861dOoDmBGJlFQMhUyrJtDQCtIDGcs5IffQF7ZvL4qxVzqljHmU07AjRS0t6m84feWoFXiCKSF9kLRgV4/xOWuXb//Orr4YEAFKqlOVPvncS1PlJa3MkQltyKXrRq7feOoXvvHU9FQPY8ORC9hQxbF77nyGstGxxY2J/m5EcZwtH8n/4NffdvIIHCp4kBEwd6Xx8NNbDnSDth26NVRy7V9x0epfeseaL93WOLDPE5ui1ep0pp/c/srLUxgZjtdctumiiy665WsP/s1f/GWvM3P9VZd//Fc+0rCwOFKFwgBAUEBABENEwGBhBgGsAAMOMAgWHgGtRrbsvBOvOu/EX/7gJQ9t7X3y77702LMve9g6GGO1cDaN+yRJkiRJkiRJkuQ4pQ/9KWPISTXE1ZvOXvOvf/ld55w45BRcgxAzCyaCzM2EoQZsQEFJFXM9OXkwX1aaO+b7BRHH3BxsZyBQAUAqREyqpCBSBQOsTApWAg9yCvUgBRyAGjQxWyk32BJYASAGiLQbbny0heAhDgZghgixMHjR+IjFy6RBJYIUCpM39x2e7kXUVGTUJ6kyblx93rJb7vxWbDZ7/T4aLWhpuAUfi5Gm1z6iNmwzdKrzzl2xejGcekcOLkP0XZ9Thue2T0djhAJM5ghZmNh07poWsHzB0NaZ2lfe+8DWHe76R57cc86lSyT0G65xw/Wb3nHdpozhAAnI+OgCmCN47noxY9CHUxUEkIAJMABDIAECInVEgK0CLj69eca//Zk7H9x9/yOPP7F56/5OJbFO4z5JkiRJkiRJkiQ5PunD6Utba0868coNqy46++RlbTQFzVAzgY0yc4wiwkzz38PT4LdVRCBaqIUo1KiDuqNPT/NRw6tm0gYwMvjSngzBAIgwERBYgQlkQQpikHr4ACuDeTfmvu33QB+Y8Y2pPpl8SEOJYhglMbtFixYyo6p87nJBxs4ACKLKGB6yTEqiSgqAlBR0YHJmNmCW8jENLFUBuuKsle9/6/q//xEf9d8AACAASURBVMZ3+tkCeMBwWQY7MhRltn/4kG2N1RPdhcP2pveua6C2dS1ockZiQuR8ssSjT+9G5sRPk82yKIsKc8n6kaboeWesumf7s5zZ6HswWST391+5/aYNN420TKmgiBYpKyFKRkJRiQeXeq66QQGLSsEKFph4zAVmgBFokOZQBksAkYpDPUwkcNbipstXvPeSFc9v33jbtj3jtaRxnyRJkiRJkiRJkhyf9GF5w5974tjb1p+8rIUMKFBC69jrRiEeXkA2iyBGV0GAiTCDv2UYAwNR6KCcYa7hxesSh2MLHzIlhLlDrCMA6kEBCOyErFIOUrCFmhq15zwAIDP4CchroAZqbng0PalSBRGQC7GyLgtErtlGQEVFRmKgAlcDzhliCwFATFYpRpVIps8ogSpyg0HSH2H6Nx+7bstLLz9+CDMhJ2bLhl1UzGQNhzBkTPahn7r49JOyApOgYfUNdVVkr4Q77tm1c2+3ajBYjOSo8abTT1w1DBvL9Wed7P/hCbIZQWJVS9bY/crh3btfWbi8PRuL1shQgyiGuur383Zz/mICyoM1FwpAPRERsghS8GCXz8HWGowIDR5OOSOCBQhCKhkDGmKv7/LmiDPDq8b3tRZPbXs+jfskSZIkSZIkSZLk+KQPT7w09di222++7d6N608765SVG85asXapabRGHKwVidojBCELAARSBSLNTY1FQTpXmaDmyN4PdEzmcOx+EBwBw3qkMacFxTgXXXgnpRgXKQNnEIGq1dpBoUapBVhS5BoytsOtisy0y0ZKaSMWcNb3yv1TvX60/RgKpkhGIFDPAOB6dVRmYQNVtUQSc2uHM4xZDAEEo8hIakN1S+hPf+8XP/zvPvXcTIy1qtFKouPCstr+4V/6qSt//uq1C6kPeFUB90S1o3aPx+fu/nrl2qiMy+0IRV8dOP30VRE9T3bdqqVnLog7D09wa2ymIgVqat7+yEtnfOTiJmUaozDI2KLdFok0KHoABitTSBVASZaUmAadM8EqQBwsVBlEFYxaEElJ1Ao4ggI0ECZNY+uzU88998JDjz5+1/bypreehcvXpqGfJEmSJEmSJEmSHIf04bBdSo5nqrj1nudx59OLx/LLzl37C++5eMOaZhVgym67nUW0+j1viYrCQOrQLW3hFBSUyBhid+R7+tfSYyohKJCyPRJJkMjcSg4QaoOatY4YLL5QJ3VDejkAGKVCCUbRlFixXTSkuZ3q9oXz5ZKNoOxzO5uYqXftOXzi2hMArwLmaBB9RB3dy7sOdXxElsMUWnfYgqryjDVrF1oMYbCKxJLLELsj1q9b1HrnpefuuPWhHvKgNazzasnPnLd66H/74FkLHXJkgBUXidQQey1uf+C57+3f16GloHHtVNzojAxhzZqlHs1pxvgYNqxbcfCBzYdnO7BtNVKK+/Yzr/wqZS2gYcyRq8bmSK8QGRRBECkBkQqer3cwUCBCI6BQAAQxFCuXE2DLSB1hk2Gixp0P7f/8rfc8u2N/v1bYonbtwEUa90mSJEmSJEmSJMnxSR/g+6pK1mStFoKbrfp33fvolice/8DbL7v+ik1rl4wfDpAwPdxsGWi/mimMta0mlAjWeojCGLx6s0Q++uSvWoXBrz4HAVTnNqI0Qkah0ArCEG80Gg2DL/8BRIAJRAxgyaLFGRkJ3jQhGiBREIOvDhw4KGtP6NceplBBp1cW7UW5xe79h6MQOIMyeqXkiFX/3HPPtAYYVBAQQxXEsV+h2Tpx5ViM4rT2YkCAwiCOjw41HQBIBBtmNiqx6pbSanz9nnsrX4NquDJyKJkajbFHn5/q25e0y4322OHYlGJcQ5YPjfdnOwR5Zc+uQwcxtghmfqGKHo1rADAIgBlcvBwABm04BRrnlmaISlQYyzYXW0xXfrZftoZztbj/6YOfv/Weh59+4VA3muZCbrqoBohp0CdJkiRJkiRJkiTHLX3IbIgSVShKRsaqFnZk6KXO5J9+8f6/uvXBM05ZteH80zadbNaedNJIM8/zVg3SKJkalvkNCAJAQHb02V89l577bQZVDoM7IqBADJCLgOe8pKZRZKH0YBLvxBtRwmAng7mps2NWwZvPWDvazLpqZkKF3gSynCSGyF/95nfPXnvS6sXNGNHXnBrjzx/s3vnItq27Z2DGEQwQXauVSXfVCe23bjzDqkosyTgi6vfrRmHJUFQQGUQ4VCATSElh1EusFIgCx6xQr0TRGtd+6aWJpza/ZBoLYQGZRMN1ur2yNJ+7dTPduiWaPtREkwdtx4B+X9g4KM92pu+6485Tf/ba4IO1DBARAZC5/prQY7qDNKQ85nISiAXGg8gZYfiIWdU9HX5xx4FvP3rfw49vPTQ92w3OU0Nbzb5aXxNnGWk/DfokSZIkSZIkSZLkuKUPwXesy2EyAdQ4cY3ZXolsUQmZ7vf3bD788M7N/xC3rFm58torL7/2kjcvLKAwbOEUUqsxg0BBBx00AQbJXK/M+RnzfBjBx3zRH6GR5ksjItnImVUh1KxQJaW5HyjJkW0tSV3EwnZ2zcUXfv6O+3syW5thaG2UUIx97ZGtjeadm95y/rWbVjHw0v74Z5++4xuPbT2McbRG4RUaSUvtTd30kevWLrENiIEoRICi2UIoOSsMwbHRKDDzi0IIgFpDBFgGK4JEgSGyyPHAEzsCjYsdg3igp6SaQaioZLhhF3RlO0S4MSQ9jygQoqzRm5nuRL7tGw+87arL1i1rHL1MBFboqwMIANByrsEFEcgpZTXgLQLQCXhpr7/l3sfueOCJ6elZISuc9WWkF0nhyDrXGnHguqxsGvJJkiRJkiRJkiTJcUwfsiJnsmVVSyXIBFkBWMDAWh5uIYaZydkYx3ZNTG7d/tVHvrvrgzdc9eZ1Re0x5mCzCIpAgDAw6LgpUAYJgEEGQXOPvqYbhoAU0PnWnARiBYvmkRwRi2YCK3OPz/0hIbStheCqTRte3PXKPZt3R6MeqALgmsgX3P7wtm89sf2Wry7Ki+az23fuONQL+bjQEFwDVcdyXU8dWLti/PJN5w7aQ4AweH4AEpWZadAINMRgm4GcslONkTiCFKhqWBMNgQjBogd8b/uBSlt1aAIVrAf6rnDka4S605mk4UCWMpbSEbIG8mYMNTiveHjX7NRt335qzfsvfHUuIATYQYQDkiMLMcAgA3JCtgZmFEKY8vj6Azu/+JV/em7/7LTkZT+CCNYYW3AjtzZXNnW/D1EYl0Z8kiRJkiRJkiRJcjzTh7IGWUWWIzNEThWDzo2o+qIgw5TnNZ0F9fti/5YHX/r2U59cOGwuOe+UKy485ZxTVo41DIOsagEDQFSYCTqYOAuRAgpRo6rGKWG+MwYPvtxnggEo1pbER6ZsGGKVYifYvloPOPCgCIGhUE9CDTEXrBuRD1z70r7PbT00pVqY5mjlY02LulDp+YPPzwSZ8bGozZArRlEKfGmoasjMaMv/8nsvXjUGIyDUQASpACqwzgGqERRDTmGW2+AcMCAftS9EBDirTCLBE9uSsTfax7a95Gkk1C1kLTJM5cSC4ZCzZ1AxSuCuKJexWxftfRMTFIbVNNEYLsXsrfjv7tv6UzdeeFIGVTBAGlUDEaCRSZlYRciYWhtsjBAHYCZg33S897Fn7n9yx4s79+3YP1EG1WyoJsdDQ8wm1DFCoRTreq5wwzBQpxGfJEmSJEmSJEmSHM/0Aa7QQRYAqMTBPyS14UgKFiWgNAwYaA4zss/3Dh7u77z7iS9+9d5TVi54x9suu2TjBaeOgWkQKhgFoldCjKG2BFtYkIBAmGvbCQBqQAakot6Qa7EfMvVstJEaqAO38sK18tbwkcMN4BChHkqW0Ga78YyFH7vpHf/7f/7M8FDzcN2Hayts5Ax5Mb3/RQyNopFDyQehDC1bFtpzM/t+7UPX/fRVb3ZAzjCqmFvlASG4qBDf74lWZa79WSEAIIXEKAEaGHBMGgL5mhpWgDsf/M6ug6/40EJmUAWdnDhhgfuz3/v42lXNtkAEsevzpskb/OjznY/9/p92RLsS0ByPPdOjoa0H/RPby+XrirLESBN13+cFI9SIHgCsJWZAu9Z5YKbGoWl85a6HP/eVr8Zi9GDXwzXFLhDLYAMVUUhQ8GCFyuDshTUN9SRJkiRJkiRJkuSNkD4Mbs9NUwWqrJEhVpQgpEIkMDOAQAEVrzZoQ8Q6ZE++2Nn/9w99/cGd77ni/LdfdGK7ibqGRgwX1pF1LjcIoeowKWdufiuDQUrBgAVFC2LA+o7M7G/kYx6u1Cjdfqc8WHUWioB4sPsC5k+SAEglWc6XnX/SL990w6dvvk27ZIeXhmDhe8BIsWhhWXl0ZkGAMybWMnlo6vCuX/3ANb/0gYuzOFjJcKTxJyngIzIVNjw20hhr2fGWmww+QgEL8gV5Cx8VTEIqsHZQinHXXXdlJpqq08xG6n65ZMmiEdpz8nhzjNAyWmSUF64OkYDTlzRXj9odE9OBiOxISd4289CdeWnHLj19bbOJCPgYrLekxHlzsMuDgqva71EcmtI773n0zm/c9+yO/YtWrT041QvZiMmb4iOEAZrfdEMHXUJoLncQOrJ3BEwa9EmSJEmSJEmSJMnxSx8Gey/o3F6HpMJQUhGS+Wk/gw5BeRAUAE6R1dwg64Tqlyb8runJLc/d8umbcfLqVZdffMaGN58WC5gahQNHzl3bsEis2QSAFRAaBApOYrRGbQzL21hZ9E1uSi7LkbYaNxLsSQuyLFSwMJzNt9fIQE5CzDIqfVzWMh9777nXXHT6nfc/dfcDT+48MNURUG8i+n7bZWDD0Ex12Wi28aJ1F5974xXnnZoFyRAEGQNQBiBKkWAtyAs0AEBd5do5rTFVcR7IKsWG+CVtkrKiBoEItlDY3bsPdHe+srw1tnC46vuX3ZAxvem3nLXi1FFkgNGapJZITWNF4+oh964LT/vK3d8eNRxgQ5tyU3mqtm9+uLrqpIYzQbRot0MUZq4JlaAUPL9j6sFHnvr2rv7mZ549PNM1eYvHT9zTUcpHoByDQgCm+dBhkDvoXMpDCtVU+pAkSZIkSZIkSZIcR3RkZsrv/zQAQGiuw6MOooi59hQEAE4qJYpwCguyAMM6hDg4SqOnuhxtN1q5nTy4aySTD737mvded8HSBRgCHGChBC3QgxaRbJwvgdBQi1Qua8wGO1NjuAkvmPSIDqaHhewX5CVAws1AbAAjXtlhsGEkBNBe1c/ytgdP1th3qHrsqWdfeHHHdKfbqUKrPXzGmevWnbRq3YnNFmPEgUKdWeqVfVMMZwDFCoTAeR+oa4zbiqQDzidje7fHEqA0qBiBwUBRVitbhuC18siHPaCKXh9TCtfC/h6Gm2gArqsjljICc4/IBzPiq14jz+oQxeaHeyKO+wpnEPrIDXLtjzUbCgXghcCogQDct3nyzz996+bnd7VGF0/6uvZBTS4gJYcsh49QhSE2LL4mESJ+zQesJMfeNYKPXrXuk//q0jT0kyRJkiRJkiRJkuOQPrj3/dXRnphAJCgRBj8Y1DvQUNcLUWAOTJEJrECA1DABTgkKGdaygNRZplmczcP0omY8admCyy447eL1p562ekXmzJDOAo1ANgARMABLZFQiwrbVD5RjxjHV3OorF4RC+/Az4EzMsCfDgBXtKlmCQTRaE/rEESECDNsUcQIDNjVICWGQrSgySKYlaQQjRBFyME2nIPEAArs+gYGmlFRPwrieGZlmt7TuKee1MRUBQA5xocMEhQum0Q3IAxoRZQMle49agAyukKyIIEHU2jhMcWZUCqZY9azLo0LAymwRWYKlGEXIusp7YxuHO9WjW174+kPPPr9n8qmd0zMY6aMpwRg7TdaFqADB5vAehkEg8ayRNQqMksWgdch8gASiYz9vKyGlD0mSJEmSJEmSJMlxSx/max/+hY6UTszfr2tYm2VZjPH8889/3/vWf3gJhgs0AIJH7GN2Au1hcA7Ku9F6i4YiExEBORYgAiJwDNbBNg0CjeD55pEEfXUPT3r13R+3weWLxzxiANIA9XM/kFoWZQ4gD/QwKGtQBjV8zGFyBSaAacADn79r79/cfNv+qZ66pg5CHxXSSFBF9i8/W4Pqo1ed8clfviwN/SRJkiRJkiRJkuQnxv64XyBrNr33MUYReeSBBzZv3vy903HDdW/beM4SU7sWtBg5Ab6CBBCaliIMQUkjRKW2ZNkylEE4kikMFhfI3A0FHVuz8RNHKiBY0KDiYC56IQMAZKEWUDMfyGhUMkZFlTJFIxpXAyHiYB9fvvfFr339W8/s2JOPLMkbrTIoXreMIkmSJEmSJEmSJElS+vB9iIiGIMZkeR6Yvfeffaz/pc1fPvPExaevXnzluSsvPXvNgqzIERFqjn1LKl6RNQwTNKoKlKD/P3t39mtZWt93+Peutfbe51T1QDejQ5gJbuJgTHCDhQM4cUCxY0VCVuIoSuzL5C7/RiInV5GlOKOEY9kGkogIO7abAG4zicFgmrEamqEHh266q7q66gx777XeXJyqpnEcmUT9pVXR81xUrdIpaa/znnWzPucdzk7HaMvZDhRtGJe5aq66liXa2UGhreps74Re9afXHOTMteyr2tmeC2ONvY37ar1Nvaq3Va86aNvqw36/r3bQ+3Qy17YNx3O//7Ern7rnwue/9NCn7rnwJ5ee2C1tX6urT1zd16pPh1VnO29c20XSzpEAAACoD3+2/X4/rFbjOJ6entbJyTxNdftfunz54sfu33/u4Yfee/cf37J/7B//ws/+4s/dedt66sfHh6vexzYv81itWm9Dv356w1RtXGqYq5aq8WySQbt2WmZVqxrO1lz8oN/S21RtrL5cn4GxtN6HNu2rlqqzPw+mYb+ft309rMZt1eVW93/n9F+98/c+8PHPXJnHWh9sVlMN566enu7aOK4Ph3E9X58u0aoPtTSPKgAAAOrD/8kwDMs892U5ODgYz5+f5/nk5Eq1Xqe7qyfzcY19fdu/+a8fvPvjf/TWN7z27/3MTzx3qnlfB2f3tduOZxtb9uVsSsPQ1r2esrFE/54NFq8vyrj2H8YfyAjuqs3Vhjasq6qf1YZl6Mu6TXMNw1mDaNO8mqrq4mndc9/pN//k4q/82rvuv3g8n3vecHD+ysnJ1cuXDg6mm579guPtcnR02g7W19eZmPEAAACA+vDn1ofe2zQNvZ+enFRrrbX1/oFxc7id+9yrjwePne4fb6uHvnr8sfs/8R/v+tydr/3Lf/ONL7vzVS+8/eY6mFaHfZnaOAzbql41t9qNNbY6O4mjX3s9b0/d+XHoP9i39m3VSV3bEHLVpracVt9VVbV5bNPYpl7t4apvPfTERz994eOf/vrnLvzJw4+fbKfzR8Nty369XD6tcWy3PHu7Oz25smvjNJ67ZV4WjyYAAADqw/draa16n6vacG1iwm3LY/PJeho2u2Fz2sdanZ9bm3ud9Pnixd2FD33xP7//oy+9ffWG173mF3/+La95wXpVtanpoO2X3a71XVtX3+376rBVnU00qOVsksF3A0T0O5rnuarGcdzv9733YZrWra3Oplos+6ran+zGzbk+bPatLh3tvvK1B//F+z7xpS/dd/HSbhlv3i6Htb71tI3z0HottepnB4/08eCso8zL2bcgQAAAAKA+/L/qbZrb0GtcavjfSkGrGmp9y1cfefy+//6RL174+s+9+XVvufNHX/uS9dKng9XUatnvdtM4bat223nVar2aauw1L9cDRFxrrbVWVdM0VdWqL9Xn3cnxuFrVOFVb1/nNUdVj27rvweP/8jvvf9/v/Y8nbn3Z448vw+rWGs7t9qtxWu+Xqlqq5lrmqqVaq+85UPPJCRwaBAAAAOrD/71L47N7jfMw9hp6G6vPtfShdq0vU9+u+n7XN7vNc6a2fOGh43t//fd/7b0feu0rX/iW17/yrT9+x4ufc/M0btqyHO1qsxpbq2VZVjUMQ7++FGNp1w+/TOi9t9Z678uy9N6rapyvtGG3Wq32c9st0xPVPvXVRz7w6a/9wR9deODRK49cOR0P79gdt745N63Ozdu5V5+HVrVvtR/6buy7Vn1u0zw8tTssTz3jol9fWwIAAADqw/dlOz3ru5s19Ln6PPZ5rN3Yl6HvWy29V1/arteuHxy1zXY/XfzypT+854O//G/f+/affP3P/52/9VdedXgw1WnV0bYOxmEcq+/naWpPfUkP5Yd5nqdpOpv7sN/vl2WpYT2Nm6VtLtXwmXsf/We/+huf+cajR6vb6tztp/MtNczz4c11fFT7/X63r1a1qRp3td9WX1qfW9XQ23JtDsj1gzN6r+rt+sSH3obvdgkAAABQH/58y1zVW1+qltavnSU512rfWg2HVW3o87qWuY3LuO5tdXXuR/2gt8NnrW55z4cv/PZHv/zDL3/hW3/sBT/5hlf/yMtf1Mfa99pM66p9XXtHX4YaQysWpmlaluVs64dpmqZp+vpj88cuPHjXRz7/8S9+49uXt0d1uKx+aD9u6nRf8761ZXO6m5fVMlQflxr7Mm/rdF/T1Kv1an1ZLb16a9c2rehnqy16O5v70J480qM5dBMAAAD14fv+yH5atbRars1+aMNc49LWNYxVm2rTND+x6Vf343gy92pjjZs+jrU7vrK56dzBTZeuPPbZ+x558N6PvOfd/Ude+eKffstPvOPtbx4OVptxOHuBb1W9liGz9+SyLFW1Wq2WZbn33nvvvvvud374vk9dvGnZ3Lxd3dZ3p3Vwc20OantURxdXm3bLuL988ZG2eckwLvv9ro99PJzawWp/uqsae596jVVDf3LWQ/VWvXpvZ0eM9qp2tpBEfAAAAOBG1fr1/QXWf/df30D3vZpPVtPY5u2yO7rzNa/4R+94++vveM5Lbqqbl8drfqzaUZ0cnZy/c1lqPdb+dDe0vlqtl1a9aq6aq7ZLPWs4myGx1NmLfhurhrnqeK6lVQ21VD1rd39NB9VWcz932tZXq06qHj6t33jvl9/9337/8cvH+9W57bC6UcZtvex+6W2v+ZV/8lMefQAAAH5gvjv3Ya7xBrrv/eq5R9vj4eDWYdM/9JXHPvnL7/yh28+94Y4Xvu2NP/ym17zoeeeHdtOynvtqaEOfp3Wv3ms5GqtVa0MNq14HrR3XqqrGGsaqoS2tL/NuO07DuaXXOPXelmqn43N2+xrH6WofvvKtRz7y2a9+/J4Hvvz1Bx967Livblo2t2z7jTR0c1sW0ygAAAB4purDMkw30o1vzlVbL60tvdd0ePlgvPzgt++7/PB7P/3AbZt6x99+21970yt/5jk1tDo5nQ/XrWquvq95W+MwVNWyVNVu/Zx2fcFDq9Za77vjGg+Goer0yrKfV+fOPzAetqG+8PXTf/+ffvOT99z7+Gk7WQ6Gzc37w+dvl2lpQ1W/vuXEDWCZ56UNnnsAAACemfpQN9ZL6eWHa72ucVP7ufZzLePhX3zZ8aP/c3fSLj+x/dXf+t3f/O2b/+mbn/sPfuFnb9usr8w19WnTplZV+7mmocahet9UVdVQNVzbVmGczt08b3fL0lcHtw5V89I/fN/Rb73rri985cLFy6eny7n9dLgfDnfbpdqqHdxc+6X2xzXeMEPXW3VzHwAAAHjG6sMN9VL67MPTo9Mr220bpnVfHczLfvfYw20/t9XBVJvdbvvopeN/+b57/t0H7/3xH73jp+98+R2veOkLb1/dtllNVcOyrFpvVZvlUlVVjdVWvda7Nlw+HdpmOur1zQdO/vCTn//4J/74w9+uJ64c9zps4y01jUtb75ehbYZeq77r1aaaVtXnG6Y+VHd0JwAAAM9YfWjL9ga670efuHz+ltsOp/Vuv+yqDav1/mQ7HBxW79v9rg3rodp31rd/Z7f/2icefNcffOG2c9PfeONr/+E73vrqF9fBMBxUVdXz9leqWg2batO+DVeqTg/q1+/61n94z+/e//DleX2+hs3pfunzetpslmrzUsNSbWjTaj3v98vJUVXVuLThhqkPqzoZb5x1IgAAAPz/Vh8O6uQGuu/tLc8/rrbMrdpUNdTSar1Z5l5VrY2tqrel+lC9VU3D5vzV/e6uuz/22U9/4nWvfuUv/f23/djLbhqqajfUaj1vhzo8fPjKfNenvvru3/nQ5++/9MjpVAe3bpdp2bX1sKupaj6pqrGqXTsz42jqdW2vybY/O+nzxvh574/XbfbcAwAA8MzUh2f3SzfQfV8eb6/qT64Vab0PtbTqQ++t5la99TperlbNY5+n2k6134zb4YkrX/zE/f/8Cx95xYte8NY3/dW//qY3Tsv6a9+4/wMfef+nv3DfNx9+fBk3fd+eNa2X5eJ+GcbVephPq2ro/WzPhFa99bPP7a362UqG5Qb6eY9H5/qR5x4AAIAfpNb7tV0APvnoDXXjvarV0Kuq2tm2kb1a9aGW6ktrS1UdDZtrX+01VE2tVn23GmpVu+2VS8tue/IXXjoM1Ya6elzHx7VeVy21GmpqtcxVc62mOupPjtT3fOKZodfcamk30M+7nn++XnToyQcAAOCZqA831i/ED5b5KR2it/bk9VknqKqa+9lSiWFprV//Yl9qNVQtS/X50T62aVh6Ta2GVtvT+XAzjr3GpU+tD61aX07+rINI23c/7AbTq6aqjQcfAACAHyCHLwIAAABPsyfnOpxpf+rfAAAAAE+vwRAAAAAAUeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDZJuOCgAAF05JREFUAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQNT151VozHAAAAMDTrvXez64uXLhgOAAAAICn16te9SorLwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhqvfdrV60ZDgAAAOBp9936AAAAAJBg5QUAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAA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class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 x42 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x43 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">12<span class="ls0"> </span></div><div class="t m0 xe h1e y1c2 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y1c3 w1d h36"><div class="t m0 x5f h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Standard/interpretacja<span class="_ _3"></span> </div></div><div class="c x77 y1c3 w1d h36"><div class="t m0 x4b h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Data wejścia w <span class="_ _0"></span>życie<span class="ff5"> </span></div></div><div class="c x78 y1c3 w1e h36"><div class="t m0 x71 h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Opis zmian standar<span class="_ _0"></span>du/interpr<span class="_ _0"></span>etacji </div></div><div class="c x79 y1c3 w1f h36"><div class="t m0 x5c h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Spodziewany wp<span class="_ _0"></span>ływ na sprawoz<span class="_ _0"></span>danie fi<span class="_ _0"></span>nansowe<span class="ff5"> </span></div></div><div class="c xe y1c5 w1d h37"><div class="t m0 x50 h6 y1c6 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany MSSF 9 „Instr<span class="_ _0"></span>umenty </div><div class="t m0 x50 h6 y1c7 ff3 fs2 fc0 sc0 ls0 ws0">finansowe” i<span class="_ _0"></span> MSSF 7 </div><div class="t m0 x50 h6 y1c8 ff3 fs2 fc0 sc0 ls0 ws0">„Instrumenty<span class="_ _0"></span> finanso<span class="_ _0"></span>we: </div><div class="t m0 x50 h6 y1c9 ff3 fs2 fc0 sc0 ls0 ws0">ujawnianie i<span class="_ _0"></span>nformacji” w </div><div class="t m0 x50 h6 y1ca ff2 fs2 fc0 sc0 ls0 ws0">zakresie k<span class="_ _0"></span>lasyfikacji i wy<span class="_ _0"></span>ceny </div><div class="t m0 x50 h6 y1cb ff3 fs2 fc0 sc0 ls0 ws0">instrument<span class="_ _0"></span>ów finansowyc<span class="_ _0"></span>h<span class="ff2"> </span></div></div><div class="c x77 y1c5 w1d h37"><div class="t m0 x50 h6 y1c6 ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1c7 ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2026 roku </span></div><div class="t m0 x50 h6 y1cc ff2 fs2 fc0 sc0 ls0 ws0">zmiany zaakce<span class="_ _0"></span>ptowane pr<span class="_ _0"></span>zez </div><div class="t m0 x50 h6 y1cd ff3 fs2 fc0 sc0 ls0 ws0">Komisję Europejs<span class="_ _0"></span>ką<span class="ff2"> </span></div></div><div class="c x78 y1c5 w1e h37"><div class="t m0 x5b h6 y1c6 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 wpr<span class="_ _0"></span>owadzają <span class="_ _0"></span>możliwość<span class="_ _0"></span> wyboru zasady<span class="_ _0"></span> rachunk<span class="_ _0"></span>owości w </div><div class="t m0 x5b h6 y1c7 ff3 fs2 fc0 sc0 ls0 ws0">zakresie moment<span class="_ _0"></span>u wygaśnięci<span class="_ _0"></span>a zobowiązania w pr<span class="_ _0"></span>zypadku, <span class="_ _0"></span>gdy płatność n<span class="_ _0"></span>astępuje </div><div class="t m0 x5b h6 y1c8 ff3 fs2 fc0 sc0 ls0 ws0">przez system płatno<span class="_ _0"></span>ści ele<span class="_ _0"></span>ktronicznych (je<span class="_ _0"></span>śli spe<span class="_ _0"></span>łnione są określo<span class="_ _0"></span>ne warunki).<span class="ff2"> </span></div><div class="t m0 x5b h6 y1cd ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 do<span class="_ _0"></span>tyczące te<span class="_ _0"></span>stu SPPI dostar<span class="_ _0"></span>czają wskazówek, kt<span class="_ _0"></span>óre po<span class="_ _0"></span>mogą </div><div class="t m0 x5b h6 y1ce ff3 fs2 fc0 sc0 ls0 ws0">ocenić, c<span class="_ _0"></span>zy przepływy pie<span class="_ _0"></span>niężne wynikając<span class="_ _0"></span>e z umowy są zgodne<span class="_ _0"></span> z <span class="ff7">basic lendi<span class="_ _0"></span>ng </span></div><div class="t m0 x5b h6 y1cf ff7 fs2 fc0 sc0 ls0 ws0">arrangemen<span class="_ _0"></span>t<span class="ff3">. Ponadto zmiany<span class="_ _0"></span> wprowadzają jaśnie<span class="_ _0"></span>jszą defini<span class="_ _0"></span>cję cechy<span class="_ _0"></span> „bez prawa </span></div><div class="t m0 x5b h6 y1d0 ff3 fs2 fc0 sc0 ls0 ws0">regresu” (<span class="ff7 ls14">non<span class="ls0">-recourse<span class="ff2 ls7">).<span class="ls0"> </span></span></span></span></div><div class="t m0 x5b h6 y1d1 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 do<span class="_ _0"></span>starczają ró<span class="_ _0"></span>wnież dodatk<span class="_ _0"></span>owych wyt<span class="_ _0"></span>ycznych w zakre<span class="_ _0"></span>sie </div><div class="t m0 x5b h6 y1d2 ff2 fs2 fc0 sc0 ls0 ws0">charakte<span class="_ _0"></span>rystyki <span class="ff7">cont<span class="_ _0"></span>ractually linked<span class="_ _0"></span> instruments<span class="ff2">. </span></span></div><div class="t m0 x5b h6 y1d3 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 7 do<span class="_ _0"></span>dają nowe wy<span class="_ _3"></span>magania w zakresie ujawnie<span class="_ _0"></span>ń:<span class="ff2"> </span></div><div class="t m0 x4b h6 y1d4 ffc fs2 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2b"> </span><span class="ff3">dotyczącyc<span class="_ _0"></span>h inwestycji<span class="_ _0"></span> w instrumenty kapi<span class="_ _0"></span>tałowe wyznaczone ja<span class="_ _0"></span>ko </span></span></div><div class="t m0 x39 h6 y1d5 ff3 fs2 fc0 sc0 ls0 ws0">wyceniane<span class="_ _0"></span> w wartości<span class="_ _0"></span> godziwej przez inne<span class="_ _0"></span> całkowite<span class="_ _0"></span> dochody,<span class="ff2"> </span></div><div class="t m0 x4b h6 y1d6 ffc fs2 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2b"> </span><span class="ff3">dla każdej k<span class="_ _0"></span>lasy aktywów f<span class="_ _0"></span>inansowych wyc<span class="_ _0"></span>enianych <span class="_ _0"></span>w zamortyzowanym </span></span></div><div class="t m0 x39 h6 y1d7 ff3 fs2 fc0 sc0 ls0 ws0">koszcie l<span class="_ _0"></span>ub w wartości godziwe<span class="_ _0"></span>j przez inn<span class="_ _0"></span>e całkowit<span class="_ _0"></span>e dochody, a t<span class="_ _0"></span>akże </div><div class="t m0 x39 h6 y1c4 ff3 fs2 fc0 sc0 ls0 ws0">dla zobowiązań fi<span class="_ _0"></span>nansowych <span class="_ _0"></span>wycenianych w zamort<span class="_ _0"></span>yzowany<span class="_ _0"></span>m koszcie.<span class="ff2"> </span></div></div><div class="c x79 y1c5 w1f h37"><div class="t m0 x5b h6 y1c6 ff3 fs2 fc0 sc0 ls0 ws0">Nie oczek<span class="_ _0"></span>uje się, aby zmiany miały <span class="_ _3"></span>z<span class="_ _1"></span>naczący wpływ n<span class="_ _0"></span>a </div><div class="t m0 x5b h6 y1c7 ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>. </div></div><div class="c xe y1d8 w1d h38"><div class="t m0 x50 h6 y1d9 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany MSSF 9 „Instr<span class="_ _0"></span>umenty </div><div class="t m0 x50 h6 y1da ff3 fs2 fc0 sc0 ls0 ws0">finansowe” i<span class="_ _0"></span> MSSF 7 </div><div class="t m0 x50 h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">„Instrumenty<span class="_ _0"></span> finanso<span class="_ _0"></span>we: </div><div class="t m0 x50 h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">ujawnianie i<span class="_ _0"></span>nformacji” w </div><div class="t m0 x50 h6 y1d6 ff3 fs2 fc0 sc0 ls0 ws0">zakresie u<span class="_ _0"></span>mów PPA (<span class="ff7">Contract<span class="_ _0"></span>s </span></div><div class="t m0 x50 h27 y1d7 ff7 fs2 fc0 sc0 ls0 ws0">Referencing<span class="_ _0"></span> Nature-</div><div class="t m0 x50 h6 y1c4 ff7 fs2 fc0 sc0 ls0 ws0">dependen<span class="_ _0"></span>t Electricity<span class="ff2">) </span></div></div><div class="c x77 y1d8 w1d h38"><div class="t m0 x50 h6 y1d9 ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1da ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2026 roku </span></div><div class="t m0 x50 h6 ye8 ff2 fs2 fc0 sc0 ls0 ws0">zmiany zaakce<span class="_ _0"></span>ptowane pr<span class="_ _0"></span>zez </div><div class="t m0 x50 h6 ye9 ff3 fs2 fc0 sc0 ls0 ws0">Komisję Europejs<span class="_ _0"></span>ką<span class="ff2"> </span></div></div><div class="c x78 y1d8 w1e h38"><div class="t m0 x5b h6 y1d9 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 obe<span class="_ _0"></span>jmują infor<span class="_ _0"></span>macje na <span class="_ _0"></span>temat tego, k<span class="_ _0"></span>tóre kont<span class="_ _0"></span>rakty PPA mogą </div><div class="t m0 x5b h6 y1da ff3 fs2 fc0 sc0 ls0 ws0">być stoso<span class="_ _0"></span>wane w rachu<span class="_ _0"></span>nkowości zabezpieczeń o<span class="_ _0"></span>raz jakie ko<span class="_ _0"></span>nkretne war<span class="_ _0"></span>unki są </div><div class="t m0 x5b h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">dozwolone w tak<span class="_ _3"></span>ich relacjach zabezpieczającyc<span class="_ _0"></span>h.<span class="ff2"> </span></div><div class="t m0 x5b h6 ye9 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany do MSSF 7 wpr<span class="_ _0"></span>owadzają now<span class="_ _3"></span>e wymogi dotyczące ujawniani<span class="_ _0"></span>a informacji w </div><div class="t m0 x5b h6 y99 ff3 fs2 fc0 sc0 ls0 ws0">przypadku umów P<span class="_ _0"></span>PA zgodnie z def<span class="_ _0"></span>inicją zawart<span class="_ _0"></span>ą w zmianach do<span class="_ _0"></span> MSSF 9.<span class="ff2"> </span></div></div><div class="c x79 y1d8 w1f h38"><div class="t m0 x5b h6 y1d9 ff3 fs2 fc0 sc0 ls0 ws0">Nie oczek<span class="_ _0"></span>uje się, aby zmiany miały <span class="_ _3"></span>z<span class="_ _1"></span>naczący wpływ n<span class="_ _0"></span>a </div><div class="t m0 x5b h6 y1da ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>. </div></div><div class="c xe y1dd w1d h39"><div class="t m0 x50 h6 y1de ff2 fs2 fc0 sc0 ls0 ws0">Zmiany MSSF 1, MSS<span class="_ _0"></span>F7, MSSF </div><div class="t m0 x50 h6 y1df ff2 fs2 fc0 sc0 ls0 ws0">9, MSSF 10, MSR 7<span class="_ _3"></span> </div></div><div class="c x77 y1dd w1d h39"><div class="t m0 x50 h6 y1de ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1df ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2026 roku </span></div><div class="t m0 x50 h6 y1d7 ff2 fs2 fc0 sc0 ls0 ws0">zmiany zaakce<span class="_ _0"></span>ptowane pr<span class="_ _0"></span>zez </div><div class="t m0 x50 h6 y1e0 ff3 fs2 fc0 sc0 ls0 ws0">Komisję Europejs<span class="_ _0"></span>ką<span class="ff2"> </span></div></div><div class="c x78 y1dd w1e h39"><div class="t m0 x5b h6 y1de ff2 fs2 fc0 sc0 ls0 ws0">Annual Improvement<span class="_ _0"></span>s <span class="ff3">–</span> <span class="ff3">zmiany wy<span class="_ _3"></span>ł<span class="_ _1"></span>ącznie po<span class="_ _0"></span>rządkowe.<span class="ff2"> </span></span></div></div><div class="c x79 y1dd w1f h39"><div class="t m0 x5b h6 y1de ff3 fs2 fc0 sc0 ls0 ws0">Nie oczek<span class="_ _0"></span>uje się, aby zmiany miały <span class="_ _3"></span>z<span class="_ _1"></span>naczący wpływ n<span class="_ _0"></span>a </div><div class="t m0 x5b h6 y1df ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>. </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w11 h23" ><div class="pc pcd w11 h23"><img class="bi x3f y3b w12 h3a" alt="" src="data:image/png;base64,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class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7a h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 xe h4 y1e1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 xe hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 ha yb ff2 fs0 fc0 sc0 ls10 ws0">13<span class="fs1 ls0"> </span></div></div><div class="c x7b y1e2 w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c xe y1e3 w1d h36"><div class="t m0 x5f h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Standard/interpretacja<span class="_ _3"></span> </div></div><div class="c x77 y1e3 w1d h36"><div class="t m0 x4b h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Data wejścia w <span class="_ _0"></span>życie<span class="ff5"> </span></div></div><div class="c x78 y1e3 w1e h36"><div class="t m0 x71 h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Opis zmian standar<span class="_ _0"></span>du/interpr<span class="_ _0"></span>etacji </div></div><div class="c x79 y1e3 w1f h36"><div class="t m0 x5c h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Spodziewany wp<span class="_ _0"></span>ływ na sprawoz<span class="_ _0"></span>danie fi<span class="_ _0"></span>nansowe<span class="ff5"> </span></div></div><div class="c xe y1e4 w1d h3b"><div class="t m0 x50 h6 y1e5 ff3 fs2 fc0 sc0 ls0 ws0">Nowy MSSF 18 „Pre<span class="_ _0"></span>zentacja i </div><div class="t m0 x50 h6 y1e6 ff2 fs2 fc0 sc0 ls0 ws0">ujawnienia w s<span class="_ _0"></span>prawozdaniach </div><div class="t m0 x50 h6 y1e7 ff3 fs2 fc0 sc0 ls0 ws0">finansowyc<span class="_ _0"></span>h”<span class="ff2"> </span></div></div><div class="c x77 y1e4 w1d h3b"><div class="t m0 x50 h6 y1e5 ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2027 roku </span></div><div class="t m0 x50 h6 y1e8 ff2 fs2 fc0 sc0 ls0 ws0">standard zaak<span class="_ _0"></span>ceptowany<span class="_ _0"></span> </div><div class="t m0 x50 h6 y1e9 ff3 fs2 fc0 sc0 ls0 ws0">przez Komisję Eur<span class="_ _0"></span>opejską<span class="ff2"> </span></div></div><div class="c x78 y1e4 w1e h3b"><div class="t m0 x5b h6 y1e5 ff3 fs2 fc0 sc0 ls0 ws0">Nowy standa<span class="_ _0"></span>rd zastąpi M<span class="_ _0"></span>SR 1 „Prezentacja <span class="_ _0"></span>sprawozdań fi<span class="_ _0"></span>nansowych”. M<span class="_ _0"></span>SSF 18 </div><div class="t m0 x5b h6 y1e6 ff2 fs2 fc0 sc0 ls0 ws0">wprowadza m.in.:<span class="_ _0"></span> </div><div class="t m0 x4b h6 y1ea ffc fs2 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2b"> </span><span class="ff3">nową struk<span class="_ _0"></span>turę rachunk<span class="_ _0"></span>u zysków i strat, <span class="ff2"> </span></span></span></div><div class="t m0 x4b h6 y1eb ffc fs2 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2b"> </span><span class="ff3">zwiększone wyma<span class="_ _0"></span>gania w zakr<span class="_ _0"></span>esie agre<span class="_ _0"></span>gacji i dezagregacji d<span class="_ _0"></span>anych,<span class="ff2"> </span></span></span></div><div class="t m0 x4b h6 y1ec ffc fs2 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _2b"> </span><span class="ff3">wymogi ujawniania <span class="_ _3"></span>m<span class="_ _1"></span>iernik<span class="_ _0"></span>ów efektywności<span class="_ _0"></span> określony<span class="_ _0"></span>ch przez </span></span></div><div class="t m0 x39 h6 y1ed ff2 fs2 fc0 sc0 ls0 ws0">kierowni<span class="_ _0"></span>ctwo (<span class="ff7">managemen<span class="_ _0"></span>t-defined<span class="_ _0"></span> performance measu<span class="_ _0"></span>res<span class="ff2 ls7">).<span class="ls0"> </span></span></span></div></div><div class="c x79 y1e4 w1f h3b"><div class="t m0 x3c h6 y1e5 ff3 fs2 fc0 sc0 ls0 ws0">Zastosowani<span class="_ _0"></span>e MSSF 18 będzie s<span class="_ _0"></span>kutkować zmian<span class="_ _0"></span>ą </div><div class="t m0 x3c h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">klasyfikac<span class="_ _0"></span>ji niektórych <span class="_ _0"></span>pozycji przychodó<span class="_ _0"></span>w i kosztó<span class="_ _0"></span>w </div><div class="t m0 x3c h6 y1e7 ff3 fs2 fc0 sc0 ls0 ws0">finansowyc<span class="_ _0"></span>h pomiędzy k<span class="_ _0"></span>ategorią działalnośc<span class="_ _0"></span>i </div><div class="t m0 x3c h6 y1ee ff3 fs2 fc0 sc0 ls0 ws0">inwestyc<span class="_ _0"></span>yjnej i finansowej. W szcze<span class="_ _3"></span>g<span class="_ _1"></span>ólnośc<span class="_ _0"></span>i dotyczyć </div><div class="t m0 x3c h6 y1ef ff3 fs2 fc0 sc0 ls0 ws0">to będzie  <span class="_ _0"></span>przychodów o<span class="_ _0"></span>dsetkowych od l<span class="_ _0"></span>okat </div><div class="t m0 x3c h6 y1f0 ff3 fs2 fc0 sc0 ls0 ws0">bankowych, k<span class="_ _0"></span>tóre zgodnie z nową st<span class="_ _0"></span>ruktur<span class="_ _0"></span>ą </div><div class="t m0 x3c h6 y1f1 ff3 fs2 fc0 sc0 ls0 ws0">rachunku <span class="_ _0"></span>zysków i strat<span class="_ _0"></span> będą prezentowane w </div><div class="t m0 x3c h6 y1f2 ff3 fs2 fc0 sc0 ls0 ws0">kategorii<span class="_ _0"></span> działalności<span class="_ _0"></span> inwestycyjnej o<span class="_ _0"></span>raz prezentacji </div><div class="t m0 x3c h6 y1f3 ff3 fs2 fc0 sc0 ls0 ws0">różnic kur<span class="_ _0"></span>sowych, któr<span class="_ _0"></span>e będą prezentowane w t<span class="_ _0"></span>ej </div><div class="t m0 x3c h6 y1f4 ff3 fs2 fc0 sc0 ls0 ws0">samej kategori<span class="_ _0"></span>i co po<span class="_ _0"></span>zycja, z którą są<span class="_ _0"></span> ekonomicznie </div><div class="t m0 x3c h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">powiązane. Ponadto<span class="_ _0"></span> Spółka planuje<span class="_ _0"></span> prezentować w </div><div class="t m0 x3c h6 y1dc ff2 fs2 fc0 sc0 ls0 ws0">sprawozdaniu f<span class="_ _0"></span>inansowym mier<span class="_ _0"></span>niki wynik<span class="_ _0"></span>u </div><div class="t m0 x3c h6 y1d6 ff3 fs2 fc0 sc0 ls0 ws0">zarządczego (MPM). Z<span class="_ _3"></span>miany te będą miały charak<span class="_ _0"></span>ter </div><div class="t m0 x3c h6 y1d7 ff3 fs2 fc0 sc0 ls0 ws0">prezentacyjny<span class="_ _0"></span> i nie wpłyną na <span class="_ _0"></span>łączny wynik n<span class="_ _0"></span>etto </div><div class="t m0 x3c h6 y1e0 ff3 fs2 fc0 sc0 ls0 ws0">Spółki ani na <span class="_ _0"></span>jej sytuac<span class="_ _0"></span>ję finansową.<span class="ff2"> </span></div></div><div class="c xe y1f5 w1d h3c"><div class="t m0 x50 h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">Nowy MSSF 19 „Jedno<span class="_ _0"></span>stki </div><div class="t m0 x50 h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">zależne bez odpowi<span class="_ _0"></span>edzialności<span class="_ _0"></span> </div><div class="t m0 x50 h6 y1d6 ff3 fs2 fc0 sc0 ls0 ws0">publicznej: ujawni<span class="_ _0"></span>enia”<span class="ff2"> </span></div></div><div class="c x77 y1f5 w1d h3c"><div class="t m0 x50 h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2027 roku </span></div><div class="t m0 x50 h6 y99 ff2 fs2 fc0 sc0 ls0 ws0">standard ni<span class="_ _0"></span>ezaakceptowany<span class="_ _0"></span> </div><div class="t m0 x50 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">przez Komisję Eur<span class="_ _0"></span>opejską<span class="ff2"> </span></div></div><div class="c x78 y1f5 w1e h3c"><div class="t m0 x5b h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">Standard ma zastoso<span class="_ _0"></span>wanie dl<span class="_ _0"></span>a jednostek zal<span class="_ _0"></span>eżnych bez odpo<span class="_ _0"></span>wiedzialnośc<span class="_ _0"></span>i </div><div class="t m0 x5b h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">publicznej, w pr<span class="_ _0"></span>zypadku kt<span class="_ _0"></span>órych ich jedno<span class="_ _0"></span>stka dominu<span class="_ _0"></span>jąca przygotowuje<span class="_ _0"></span> </div><div class="t m0 x5b h6 y1d6 ff2 fs2 fc0 sc0 ls0 ws0">skonsol<span class="_ _0"></span>idowane sprawozdani<span class="_ _0"></span>e finansowe wg MS<span class="_ _0"></span>SF. Nowy MS<span class="_ _0"></span>SF 19 zwalni<span class="_ _0"></span>a z </div><div class="t m0 x5b h6 y1d7 ff3 fs2 fc0 sc0 ls0 ws0">ujawnień wymaganych <span class="_ _0"></span>przez inne<span class="_ _0"></span> standardy<span class="_ _0"></span>, a w<span class="ff2"> </span>ich miejsc<span class="_ _0"></span>e wprowadza nową </div><div class="t m0 x5b h6 y1c4 ff3 fs2 fc0 sc0 ls0 ws0">listę. <span class="ff2"> </span></div></div><div class="c x79 y1f5 w1f h3c"><div class="t m0 x3c h6 y1db ff3 fs2 fc0 sc0 ls0 ws0">Standard ni<span class="_ _0"></span>e dotyczy działalno<span class="_ _0"></span>ści Spółki, n<span class="_ _0"></span>ie </div><div class="t m0 x3c h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">oczekuje si<span class="_ _0"></span>ę wobec tego, żeby mi<span class="_ _0"></span>ał wpływ na </div><div class="t m0 x3c h6 y1d6 ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>.  </div></div><div class="c xe y1f6 w1d h3d"><div class="t m0 x50 h6 y1f7 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany MSSF 19 „Jedno<span class="_ _0"></span>stki </div><div class="t m0 x50 h6 y1f8 ff3 fs2 fc0 sc0 ls0 ws0">zależne bez odpowi<span class="_ _0"></span>edzialności<span class="_ _0"></span> </div><div class="t m0 x50 h6 y1f9 ff3 fs2 fc0 sc0 ls0 ws0">publicznej: ujawni<span class="_ _0"></span>enia”<span class="ff2"> </span></div></div><div class="c x77 y1f6 w1d h3d"><div class="t m0 x50 h6 y1f7 ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1f8 ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2027 roku </span></div><div class="t m0 x50 h6 y1fa ff2 fs2 fc0 sc0 ls0 ws0">zmiany niezaakcept<span class="_ _3"></span>owane </div><div class="t m0 x50 h6 y1fb ff3 fs2 fc0 sc0 ls0 ws0">przez Komisję Eur<span class="_ _0"></span>opejską<span class="ff2"> </span></div></div><div class="c x78 y1f6 w1e h3d"><div class="t m0 x5b h6 y1f7 ff3 fs2 fc0 sc0 ls0 ws0">MSSF 19 umożli<span class="_ _0"></span>wia spółkom zale<span class="_ _0"></span>żnym bez odpo<span class="_ _0"></span>wiedzialnośc<span class="_ _0"></span>i publi<span class="_ _0"></span>cznej stosowanie<span class="_ _0"></span> </div><div class="t m0 x5b h6 y1f8 ff3 fs2 fc0 sc0 ls0 ws0">MSSF przy ograni<span class="_ _0"></span>czonych wymogach <span class="_ _3"></span>w zakresie ujawnień. O<span class="_ _0"></span>granicza on wymogi w </div><div class="t m0 x5b h6 y1f9 ff3 fs2 fc0 sc0 ls0 ws0">zakresie u<span class="_ _0"></span>jawnień dotyczące<span class="_ _0"></span> innych standa<span class="_ _0"></span>rdów oraz zmian do s<span class="_ _0"></span>tandardó<span class="_ _0"></span>w </div><div class="t m0 x5b h6 y1f3 ff2 fs2 fc0 sc0 ls0 ws0">wydanych do<span class="_ _0"></span> lutego 2021 ro<span class="_ _0"></span>ku. <span class="ff3">Nowo wydane zmiany<span class="_ _0"></span> do MSSF 19 u<span class="_ _0"></span>możliwiają </span></div><div class="t m0 x5b h6 y1f4 ff3 fs2 fc0 sc0 ls0 ws0">spółkom zależny<span class="_ _0"></span>m zmniejszenie wy<span class="_ _0"></span>mogów w zak<span class="_ _0"></span>resie u<span class="_ _0"></span>jawnień dla <span class="_ _0"></span>standardów i </div><div class="t m0 x5b h6 y1db ff2 fs2 fc0 sc0 ls0 ws0">nowelizacji o<span class="_ _0"></span>publikowanyc<span class="_ _0"></span>h w okresie od l<span class="_ _0"></span>utego 2021 rok<span class="_ _0"></span>u do maja 2024 rok<span class="_ _0"></span>u, w </div><div class="t m0 x5b h6 y1dc ff3 fs2 fc0 sc0 ls0 ws0">szczególnośc<span class="_ _0"></span>i: MSSF<span class="ff2"> 18, zmiany<span class="_ _0"></span> do MSR 7 i M<span class="_ _0"></span>SSF 7, zmiany d<span class="_ _0"></span>o MSR 12,  zmian<span class="_ _0"></span>y do </span></div><div class="t m0 x5b h6 y1d6 ff2 fs2 fc0 sc0 ls0 ws0">MSR 21, zmiany do<span class="_ _0"></span> MSSF 9 i MSSF 7<span class="_ _0"></span>. W wynik<span class="_ _0"></span>u tych <span class="_ _0"></span>zmian MSSF 19 odzwi<span class="_ _0"></span>erciedl<span class="_ _0"></span>a </div><div class="t m0 x5b h6 y1d7 ff3 fs2 fc0 sc0 ls0 ws0">nowelizacje s<span class="_ _0"></span>tandardów M<span class="_ _0"></span>SSF obowiązujące do<span class="_ _0"></span> 1 stycznia 2027 r<span class="_ _0"></span>oku, czyli<span class="_ _0"></span> do </div><div class="t m0 x5b h6 y1c4 ff3 fs2 fc0 sc0 ls0 ws0">momentu, od kt<span class="_ _0"></span>órego MSSF 19 będ<span class="_ _3"></span>z<span class="_ _1"></span>ie miał zastosowani<span class="_ _0"></span>e. <span class="ff2"> </span></div></div><div class="c x79 y1f6 w1f h3d"><div class="t m0 x3c h6 y1f7 ff3 fs2 fc0 sc0 ls0 ws0">Standard ni<span class="_ _0"></span>e dotyczy działalno<span class="_ _0"></span>ści Spółki, n<span class="_ _0"></span>ie </div><div class="t m0 x3c h6 y1f8 ff3 fs2 fc0 sc0 ls0 ws0">oczekuje si<span class="_ _0"></span>ę wobec tego, żeby mi<span class="_ _0"></span>ał wpływ na </div><div class="t m0 x3c h6 y1f9 ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>. </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w11 h23" ><div class="pc pce w11 h23"><img class="bi x3f y3b w12 h3a" alt="" 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"/><div class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7a h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 xe h4 y1e1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 xe hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 ha yb ff2 fs0 fc0 sc0 ls10 ws0">14<span class="fs1 ls0"> </span></div></div><div class="c x7b y1e2 w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c xe y1e3 w1d h36"><div class="t m0 x5f h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Standard/interpretacja<span class="_ _3"></span> </div></div><div class="c x77 y1e3 w1d h36"><div class="t m0 x4b h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Data wejścia w <span class="_ _0"></span>życie<span class="ff5"> </span></div></div><div class="c x78 y1e3 w1e h36"><div class="t m0 x71 h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0">Opis zmian standar<span class="_ _0"></span>du/interpr<span class="_ _0"></span>etacji </div></div><div class="c x79 y1e3 w1f h36"><div class="t m0 x5c h11 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">Spodziewany wp<span class="_ _0"></span>ływ na sprawoz<span class="_ _0"></span>danie fi<span class="_ _0"></span>nansowe<span class="ff5"> </span></div></div><div class="c xe y1fc w1d h3e"><div class="t m0 x50 h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany MSR 21 „Skut<span class="_ _0"></span>ki zmian </div><div class="t m0 x50 h6 y1fd ff3 fs2 fc0 sc0 ls0 ws0">kursów wymian<span class="_ _0"></span>y walut </div><div class="t m0 x50 h6 y1fe ff3 fs2 fc0 sc0 ls0 ws0">obcych”<span class="ff2"> </span></div></div><div class="c x77 y1fc w1d h3e"><div class="t m0 x50 h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">okresy roc<span class="_ _0"></span>zne rozpoczynając<span class="_ _0"></span>e </div><div class="t m0 x50 h6 y1fd ff3 fs2 fc0 sc0 ls0 ws0">się 1<span class="ff2"> sty<span class="_ _0"></span>cznia 2027 roku </span></div><div class="t m0 x50 h6 y1ff ff2 fs2 fc0 sc0 ls0 ws0">zmiany niezaakcept<span class="_ _3"></span>owane </div><div class="t m0 x50 h6 y200 ff3 fs2 fc0 sc0 ls0 ws0">przez Komisję Eur<span class="_ _0"></span>opejską<span class="ff2"> </span></div></div><div class="c x78 y1fc w1e h3e"><div class="t m0 x5b h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">Zmiany w MSR 21 do<span class="_ _0"></span>precyzowują zas<span class="_ _3"></span>ady przeliczania walut w o<span class="_ _0"></span>kreślonyc<span class="_ _0"></span>h </div><div class="t m0 x5b h6 y1fd ff2 fs2 fc0 sc0 ls0 ws0">sytuacjach. W pr<span class="_ _0"></span>zypadku gdy je<span class="_ _0"></span>dnostka przel<span class="_ _0"></span>icza dane z walut<span class="_ _0"></span>y funkc<span class="_ _0"></span>jonalnej </div><div class="t m0 x5b h6 y1fe ff3 fs2 fc0 sc0 ls0 ws0">gospodarki<span class="_ _0"></span> niehiperi<span class="_ _0"></span>nflacyjnej na walut<span class="_ _0"></span>ę prezentac<span class="_ _0"></span>ji gospodarki h<span class="_ _0"></span>iperinflacyjnej, </div><div class="t m0 x5b h6 y1ef ff3 fs2 fc0 sc0 ls0 ws0">stosuje k<span class="_ _0"></span>urs zamknięcia z dnia <span class="_ _0"></span>sporządzenia na<span class="_ _0"></span>jnowszego sprawo<span class="_ _0"></span>zdania z sy<span class="_ _0"></span>tuacji </div><div class="t m0 x5b h6 y201 ff3 fs2 fc0 sc0 ls0 ws0">finansowej, o<span class="_ _0"></span>bejmując nim ró<span class="_ _0"></span>wnież dane por<span class="_ _0"></span>ównawcze. Jeżeli<span class="_ _0"></span> natomiast<span class="_ _0"></span> waluta </div><div class="t m0 x5b h6 y202 ff3 fs2 fc0 sc0 ls0 ws0">prezentacji<span class="_ _0"></span> przestaje b<span class="_ _0"></span>yć walutą gospoda<span class="_ _0"></span>rki hiperi<span class="_ _0"></span>nflacyjnej, a wal<span class="_ _0"></span>uta funkcjonalna </div><div class="t m0 x5b h6 y1f2 ff3 fs2 fc0 sc0 ls0 ws0">pozostaje walut<span class="_ _0"></span>ą gospodar<span class="_ _0"></span>ki niehipe<span class="_ _0"></span>rinflacyj<span class="ff2">nej, je<span class="_ _0"></span>dnostka stosuje<span class="_ _0"></span> prospektywnie<span class="_ _0"></span> </span></div><div class="t m0 x5b h6 y203 ff3 fs2 fc0 sc0 ls0 ws0">obowiązujące o<span class="_ _0"></span>becnie wy<span class="_ _0"></span>mogi MSR 21, bez przekszta<span class="_ _3"></span>łcania danych </div><div class="t m0 x5b h6 y1f4 ff3 fs2 fc0 sc0 ls0 ws0">porównawczych. D<span class="_ _0"></span>odatkowo<span class="_ _0"></span> wskazano, że jednost<span class="_ _3"></span>ka, której waluta funkcjonalna i<span class="_ _0"></span> </div><div class="t m0 x5b h6 y204 ff3 fs2 fc0 sc0 ls0 ws0">prezentacji<span class="_ _0"></span> należą do gospo<span class="_ _0"></span>darki hiperinf<span class="_ _0"></span>lacyjnej, przy pr<span class="_ _0"></span>zekształcaniu da<span class="_ _0"></span>nych<span class="ff2"> </span></div><div class="t m0 x5b h6 y205 ff3 fs2 fc0 sc0 ls0 ws0">porównawczych <span class="_ _0"></span>jednostk<span class="_ _0"></span>i zagranicznej działające<span class="_ _0"></span>j w gospodarc<span class="_ _0"></span>e </div><div class="t m0 x5b h6 y1d6 ff3 fs2 fc0 sc0 ls0 ws0">niehiperinf<span class="_ _0"></span>lacyjnej, sto<span class="_ _0"></span>suje ogólny indek<span class="_ _0"></span>s cen zgodnie z MSR<span class="_ _0"></span> 29. Zmiany </div><div class="t m0 x5b h6 y206 ff3 fs2 fc0 sc0 ls0 ws0">wprowadzają także d<span class="_ _0"></span>odatkowe<span class="_ _0"></span> wymogi w zakr<span class="_ _0"></span>esie ujawni<span class="_ _0"></span>ania inf<span class="_ _0"></span>ormacji </div><div class="t m0 x5b h6 y1c4 ff3 fs2 fc0 sc0 ls0 ws0">związanych z powy<span class="_ _0"></span>ższymi zmiana<span class="_ _3"></span>m<span class="_ _1"></span>i.<span class="ff2"> </span></div></div><div class="c x79 y1fc w1f h3e"><div class="t m0 x5b h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">Nie oczek<span class="_ _0"></span>uje się, aby zmiany miały <span class="_ _3"></span>z<span class="_ _1"></span>naczący wpływ n<span class="_ _0"></span>a </div><div class="t m0 x5b h6 y1fd ff2 fs2 fc0 sc0 ls0 ws0">sprawozdanie f<span class="_ _0"></span>inansowe J<span class="_ _0"></span>ednostki<span class="_ _0"></span>. </div></div><div class="c x0 y1 w13 h23"><div class="t m0 xe h1e y207 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y208 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y209 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x3 y5 w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">15<span class="ls0"> </span></div><div class="t m0 xe h35 yd ff5 fs1 fc1 sc0 ls11 ws0">2.3<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Udziały w jednostkach zależnych <span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y20a ff2 fs6 fc0 sc0 ls15 ws0">Ud<span class="ff3 ls0">ziały w jedn<span class="_ _1"></span>ostkach, gd<span class="_ _1"></span>zie Spółka<span class="ff2"> <span class="_ _1"></span>sprawuje </span>kontro<span class="_ _1"></span>lę są ujmowane według ceny n<span class="_ _1"></span>abycia<span class="ff2">.<span class="_ _1"></span> </span></span></div><div class="t m0 x4 hf y20b ff3 fs6 fc0 sc0 ls0 ws0">Ocena <span class="_ _16"></span>inwestycji <span class="_ _16"></span>w <span class="_ _16"></span>spółki <span class="_ _10"> </span>zależne <span class="_ _16"></span>pod <span class="_ _16"></span>kątem <span class="_ _16"></span>utraty <span class="_ _16"></span>wartoś<span class="_ _1"></span>ci <span class="_ _16"></span>ma <span class="_ _16"></span>miejsce, <span class="_ _d"></span>ki<span class="_ _1"></span>edy <span class="_ _16"></span>istniej<span class="_ _1"></span>ą <span class="_ _16"></span>przesłanki <span class="_ _16"></span>wskazują<span class="_ _1"></span>ce <span class="_ _d"></span>n<span class="_ _1"></span>a <span class="_ _16"></span>to,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y20c ff3 fs6 fc0 sc0 ls0 ws0">że <span class="_ _d"></span>nas<span class="_ _1"></span>tąpiła <span class="_ _d"></span>u<span class="_ _1"></span>trata <span class="_ _16"></span>wartości <span class="_ _d"></span>lub <span class="_ _16"></span>odpis <span class="_ _d"></span>z <span class="_ _16"></span>tytułu <span class="_ _d"></span>u<span class="_ _1"></span>traty <span class="_ _d"></span>wartości <span class="_ _16"></span>dokonany<span class="_ _2"></span><span class="ff2"> <span class="_ _16"></span></span>w <span class="_ _d"></span>latach <span class="_ _16"></span>poprzednich <span class="_ _16"></span>już <span class="_ _d"></span>nie <span class="_ _16"></span>jest <span class="_ _d"></span>wymagany<span class="_ _1"></span> </div><div class="t m0 x4 hf y20d ff2 fs6 fc0 sc0 ls0 ws0">lub <span class="ff3">uległ zmniejszen<span class="_ _1"></span>iu.</span> </div><div class="t m0 xe h35 y20e ff5 fs1 fc1 sc0 ls11 ws0">2.4<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Sprawozdawczość dotycząca segm<span class="_ _0"></span>entów<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y20f ff3 fs6 fc0 sc0 ls0 ws0">Informacje <span class="_ _28"> </span>o <span class="_ _17"> </span>segmentach <span class="_ _28"> </span>operacyjn<span class="_ _1"></span>ych <span class="_ _2c"> </span>są <span class="_ _28"> </span>przed<span class="_ _1"></span>stawiane <span class="_ _28"> </span>na <span class="_ _2c"> </span>tej <span class="_ _28"> </span>s<span class="_ _1"></span>amej <span class="_ _28"> </span>po<span class="_ _1"></span>dstawie, <span class="_ _2c"> </span>co <span class="_ _28"> </span>zastos<span class="_ _1"></span>owana <span class="_ _28"> </span>do<span class="_ _1"></span> <span class="_ _28"> </span>celów </div><div class="t m0 x4 hf y210 ff3 fs6 fc0 sc0 ls0 ws0">sprawozdawczości <span class="_ _d"></span>wewnętrznej <span class="_ _d"></span>dostarczan<span class="_ _1"></span>ej <span class="_ _2"></span>Zarządowi <span class="_ _d"></span>Spółki,<span class="_ _1"></span> <span class="_ _2"></span>który <span class="_ _d"></span>jest <span class="_ _2"></span>odp<span class="_ _1"></span>ow<span class="_ _1"></span>iedzialny<span class="_ _1"></span> <span class="_ _2"></span>za <span class="_ _d"></span>alokację <span class="_ _2"></span>zas<span class="_ _1"></span>obów <span class="_ _2"></span>i<span class="_ _1"></span><span class="ff2"> <span class="_ _2"></span></span>oc<span class="_ _1"></span>enę </div><div class="t m0 x4 hf y211 ff3 fs6 fc0 sc0 ls0 ws0">wyników <span class="_ _21"> </span>segm<span class="_ _1"></span>entów.<span class="ff2"> <span class="_ _22"> </span></span>Kwoty <span class="_ _22"> </span>przedstawione <span class="_ _22"> </span>w <span class="_ _21"> </span>sprawozdawczo<span class="_ _1"></span>ści <span class="_ _21"> </span>wewnętrzn<span class="_ _1"></span>ej <span class="_ _21"> </span>są <span class="_ _22"> </span>mierzone <span class="_ _22"> </span>zgodn<span class="_ _2"></span><span class="ff2">ie <span class="_ _21"> </span>z <span class="_ _22"> </span>zasadami </span></div><div class="t m0 x4 hf y212 ff2 fs6 fc0 sc0 ls0 ws0">stosowanymi w n<span class="_ _1"></span>iniejszym sprawozdaniu<span class="_ _1"></span> finansowym<span class="_ _1"></span>, zgod<span class="_ _1"></span>nym z MSSF UE.<span class="_ _1"></span> </div><div class="t m0 x4 h3 y213 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h35 y214 ff5 fs1 fc1 sc0 ls11 ws0">2.5<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Wycena pozycji wyrażonych w walutach obcych<span class="ff5"> </span></span></span></div><div class="t m0 x4 h1e y215 ff5 fs6 fc0 sc0 ls0 ws0">Waluta funkcjonalna<span class="_ _1"></span> </div><div class="t m0 x4 hf y216 ff3 fs6 fc0 sc0 ls0 ws0">Pozycje <span class="_ _2"></span>zawarte <span class="_ _2"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>prawozdaniu <span class="_ _2"></span>finansowym <span class="_ _2"></span>Spółki <span class="_ _2"></span>wycenia <span class="_ _2"></span>się <span class="_ _2"></span>w <span class="_ _2"></span>walucie <span class="_ _1"></span>p<span class="_ _1"></span>odstawowego <span class="_ _2"></span>środowiska <span class="_ _2"></span>gospo<span class="_ _1"></span>darczego, </div><div class="t m0 x4 hf y56 ff3 fs6 fc0 sc0 ls0 ws0">w którym <span class="_ _3"></span>jedno<span class="_ _1"></span>stka prowadzi <span class="_ _0"></span>działalność („waluta funkcjon<span class="_ _0"></span>alna&quot;). Sprawozdanie <span class="_ _0"></span>finansowe prezentowane jest <span class="_ _0"></span>w <span class="_ _0"></span>złotych </div><div class="t m0 x4 hf y57 ff2 fs6 fc0 sc0 ls0 ws0">polskich, <span class="_ _1"></span><span class="ff3">będących walutą fu<span class="_ _1"></span>nkcjonalną i walutą p<span class="_ _1"></span>rezentacji Spółki.<span class="_ _1"></span></span> </div><div class="t m0 x4 h1e y217 ff5 fs6 fc0 sc0 ls0 ws0">Transakcje i salda<span class="_ _1"></span> </div><div class="t m0 x4 hf y218 ff3 fs6 fc0 sc0 ls0 ws0">Transakcje <span class="_ _10"> </span>wyrażone <span class="_ _10"> </span>w <span class="_ _10"> </span>walutach<span class="_ _1"></span> <span class="_ _10"> </span>obcych <span class="_ _10"> </span>przelicza <span class="_ _10"> </span>się <span class="_ _10"> </span>na <span class="_ _10"> </span>walutę <span class="_ _10"> </span>funkcjon<span class="_ _1"></span>alną <span class="_ _10"> </span>według <span class="_ _10"> </span>ku<span class="_ _1"></span>rsu <span class="_ _10"> </span>obowiązującego <span class="_ _10"> </span>w <span class="_ _10"> </span>dniu </div><div class="t m0 x4 hf y219 ff3 fs6 fc0 sc0 ls0 ws0">transakcji.  Zyski <span class="_ _11"> </span>i <span class="_ _11"> </span>straty  kursowe <span class="_ _11"> </span>z <span class="_ _11"> </span>tytułu  rozliczenia <span class="_ _11"> </span>tych  transakcji <span class="_ _11"> </span>oraz  wyce<span class="_ _0"></span>ny  księ<span class="_ _3"></span>gowej  aktywów  i <span class="_ _10"> </span>zo<span class="_ _1"></span>bowiązań </div><div class="t m0 x4 hf y21a ff3 fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="ff2">, <span class="_ _16"></span></span>wyrażon<span class="_ _1"></span>ych <span class="_ _16"></span>w <span class="_ _16"></span>walutach <span class="_ _16"></span>obcych<span class="_ _1"></span><span class="ff2">, <span class="_ _16"></span></span>ujmuje <span class="_ _16"></span>się <span class="_ _16"></span>w <span class="_ _16"></span>wyniku <span class="_ _16"></span>finansowym<span class="ff2"> <span class="_ _16"></span><span class="ls16">i <span class="_ _16"></span></span></span>prezentuje <span class="_ _16"></span>per <span class="_ _16"></span>saldo <span class="_ _16"></span>w <span class="_ _16"></span>pozostałych </div><div class="t m0 x4 hf y21b ff3 fs6 fc0 sc0 ls0 ws0">przychodach<span class="_ _1"></span> lub pozostałych koszt<span class="_ _1"></span>ach operacyjny<span class="_ _1"></span>ch.<span class="ff2"> </span></div><div class="t m0 x4 hf y21c ff3 fs6 fc0 sc0 ls0 ws0">Pozycje <span class="_ _22"> </span>pieniężne<span class="_ _1"></span> <span class="_ _22"> </span>aktywów<span class="_ _1"></span> <span class="_ _22"> </span>i <span class="_ _22"> </span>zob<span class="_ _1"></span>owiązań<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>wyrażo<span class="_ _1"></span>ne <span class="_ _22"> </span>w <span class="_ _22"> </span>walu<span class="_ _1"></span>cie <span class="_ _22"> </span>obcej<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>są <span class="_ _28"> </span>przeliczane <span class="_ _22"> </span>n<span class="_ _1"></span>a <span class="_ _22"> </span>dzień <span class="_ _28"> </span>kończący <span class="_ _22"> </span>okre<span class="_ _1"></span>s </div><div class="t m0 x4 hf y21d ff2 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _1"></span>, <span class="ff3">według średniego ku<span class="_ _1"></span>rsu dla d<span class="_ _1"></span>anej waluty<span class="_ _1"></span></span>, <span class="ff3">obowiązującego na ten dzień.<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y21e ff3 fs6 fc0 sc0 ls0 ws0">Niepieniężne <span class="_ _d"></span>pozy<span class="_ _1"></span>cje <span class="_ _d"></span>akty<span class="_ _1"></span>wów <span class="_ _d"></span>i <span class="_ _16"></span>zobowiązań<span class="_ _1"></span><span class="ff2">, <span class="_ _16"></span></span>wyceniane <span class="_ _d"></span>według <span class="_ _d"></span>ko<span class="_ _1"></span>sztu <span class="_ _d"></span>h<span class="_ _1"></span>istorycznego <span class="_ _d"></span>w <span class="_ _16"></span>walucie <span class="_ _d"></span>obcej<span class="_ _1"></span><span class="ff2">, <span class="_ _16"></span></span>są <span class="_ _16"></span>przeliczane </div><div class="t m0 x4 hf y21f ff3 fs6 fc0 sc0 ls0 ws0">według <span class="_ _1"></span>średniego <span class="_ _2"></span>kursu<span class="_ _1"></span><span class="ff2">, <span class="_ _2"></span></span>obowiązującego <span class="_ _1"></span>w <span class="_ _1"></span>dn<span class="_ _1"></span>iu <span class="_ _1"></span>doko<span class="_ _1"></span>nania <span class="_ _2"></span>transakcji. <span class="_ _2"></span>Niepieniężne <span class="_ _1"></span>pozy<span class="_ _1"></span>cje <span class="_ _1"></span>ze <span class="_ _1"></span>s<span class="_ _1"></span>prawozdania <span class="_ _2"></span>z <span class="_ _1"></span>sytu<span class="_ _1"></span>acji </div><div class="t m0 x4 hf y220 ff2 fs6 fc0 sc0 ls0 ws0">finansowej, <span class="_ _16"></span><span class="ff3">wyrażone <span class="_ _16"></span>w <span class="_ _16"></span>walucie <span class="_ _d"></span>o<span class="_ _1"></span>bcej</span>, <span class="_ _16"></span><span class="ff3">wyceniane <span class="_ _16"></span>według <span class="_ _16"></span>wartości <span class="_ _16"></span>godziwej</span>,<span class="_ _1"></span> <span class="_ _16"></span><span class="ff3">są <span class="_ _16"></span>przeliczane <span class="_ _16"></span>według <span class="_ _d"></span>ś<span class="_ _1"></span>redniego <span class="_ _16"></span>kursu<span class="_ _1"></span></span>, </div><div class="t m0 x4 hf y221 ff3 fs6 fc0 sc0 ls0 ws0">obowiązującego na d<span class="_ _1"></span>zień szacowania <span class="_ _1"></span>wartości godziwej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y222 ff5 fs1 fc1 sc0 ls11 ws0">2.6<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Rzeczowe aktywa trwałe<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y223 ff3 fs6 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _2d"> </span>aktywa <span class="_ _2d"> </span>trwałe<span class="_ _1"></span> <span class="_ _2d"> </span>wycenia <span class="_ _2d"> </span>się <span class="_ _2d"> </span>według <span class="_ _2d"> </span>cen<span class="_ _1"></span>y <span class="_ _2d"> </span>nabycia <span class="_ _2d"> </span>lub <span class="_ _2d"> </span>kosztu <span class="_ _2d"> </span>wytworzenia<span class="_ _2"></span><span class="ff2">, <span class="_ _2d"> </span>pomniejszo<span class="_ _1"></span>nego  </span></div><div class="t m0 x4 hf y224 ff3 fs6 fc0 sc0 ls0 ws0">o zakumulowane od<span class="_ _1"></span>pisy amortyza<span class="_ _1"></span>cyjne i ewentualne zakum<span class="_ _1"></span>ulowane odpis<span class="_ _1"></span>y z tytułu utraty wartoś<span class="_ _1"></span>ci.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y225 ff3 fs6 fc0 sc0 ls0 ws0">Cena <span class="_ _11"> </span>nabycia <span class="_ _11"> </span>obejmuje  cenę <span class="_ _10"> </span>za<span class="_ _1"></span>kupu <span class="_ _11"> </span>składn<span class="_ _1"></span>ika <span class="_ _11"> </span>majątku, <span class="_ _11"> </span>obciążenia <span class="_ _11"> </span>o <span class="_ _11"> </span>charakterze <span class="_ _11"> </span>pu<span class="_ _1"></span>blicznoprawny<span class="_ _1"></span>m <span class="_ _11"> </span>(w <span class="_ _10"> </span>p<span class="_ _1"></span>rzypadku<span class="_ _1"></span> </div><div class="t m0 x4 hf y226 ff3 fs6 fc0 sc0 ls0 ws0">importu) <span class="_ _16"></span>ora<span class="_ _1"></span>z <span class="_ _16"></span>kos<span class="_ _1"></span>zty <span class="_ _16"></span>bezpośrednio <span class="_ _10"> </span>związane <span class="_ _16"></span>z <span class="_ _10"> </span>zakupem <span class="_ _16"></span>i <span class="_ _10"></span>przystosowaniem <span class="_ _16"></span>s<span class="_ _1"></span>kładnika <span class="_ _16"></span>majątku<span class="_ _1"></span> <span class="_ _16"></span>do<span class="_ _1"></span> <span class="_ _16"></span>stanu <span class="_ _10"></span>zdatnego <span class="_ _16"></span>do </div><div class="t m0 x4 hf y227 ff3 fs6 fc0 sc0 ls0 ws0">używania, <span class="_ _1"></span>łącznie z <span class="_ _1"></span>kos<span class="_ _1"></span>ztami transport<span class="_ _1"></span>u<span class="_ _1"></span>, jak <span class="_ _1"></span>też załad<span class="_ _1"></span>unku i wył<span class="_ _1"></span>adunku<span class="_ _1"></span>. Rabaty, <span class="_ _1"></span>upusty <span class="_ _1"></span>oraz inne <span class="_ _1"></span>podobn<span class="_ _1"></span>e zmniejszenia </div><div class="t m0 x4 hf y228 ff3 fs6 fc0 sc0 ls0 ws0">i odzyski zmn<span class="_ _1"></span>iejszają cenę nabycia s<span class="_ _1"></span>kładnika aktywów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y229 ff3 fs6 fc0 sc0 ls0 ws0">Koszt wytworz<span class="_ _1"></span>enia skł<span class="_ _1"></span>adnika <span class="_ _1"></span>środków <span class="_ _1"></span>trwałych <span class="_ _1"></span>oraz <span class="_ _1"></span>środków <span class="_ _1"></span>trwałych <span class="_ _1"></span>w <span class="_ _1"></span>budowie <span class="_ _1"></span>obejmuje <span class="_ _1"></span>ogół <span class="_ _1"></span>kosztów <span class="_ _1"></span>poniesionych<span class="_ _1"></span> </div><div class="t m0 x4 hf y22a ff3 fs6 fc0 sc0 ls0 ws0">przez <span class="_ _10"> </span>jednostkę <span class="_ _10"> </span>w <span class="_ _10"> </span>okresie <span class="_ _10"> </span>je<span class="_ _1"></span>go <span class="_ _10"> </span>budowy, <span class="_ _10"> </span>montażu<span class="_ _1"></span>, <span class="_ _10"> </span>przystosowan<span class="_ _2"></span><span class="ff2">ia <span class="_ _10"> </span>i <span class="_ _10"> </span>ulepszenia <span class="_ _10"> </span>poniesion<span class="_ _1"></span>ych <span class="_ _10"> </span>do<span class="_ _1"></span> dnia,<span class="_ _1"></span> <span class="_ _10"> </span></span>kiedy <span class="_ _16"></span>s<span class="_ _1"></span>kładnik </div><div class="t m0 x4 hf y22b ff3 fs6 fc0 sc0 ls0 ws0">majątkowy <span class="_ _2"></span>jest <span class="_ _d"></span>dostępny <span class="_ _2"></span>do <span class="_ _2"></span>uży<span class="_ _1"></span>tkowania, <span class="_ _d"></span>w<span class="ff2"> <span class="_ _1"></span></span>tym <span class="_ _2"></span>również<span class="ff2">, <span class="_ _2"></span></span>niepod<span class="_ _1"></span>legający <span class="_ _2"></span>odliczeniu<span class="_ _1"></span><span class="ff2">, <span class="_ _2"></span></span>podatek <span class="_ _d"></span>od <span class="_ _2"></span>towarów <span class="_ _2"></span>i <span class="_ _d"></span>usług <span class="_ _2"></span>oraz </div><div class="t m0 x4 hf y22c ff2 fs6 fc0 sc0 ls0 ws0">podatek akcyzo<span class="_ _1"></span>wy. </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">16<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Aktywowaniu p<span class="_ _1"></span>odlegają<span class="ff2">, <span class="_ _1"></span></span>poni<span class="_ _1"></span>esione w <span class="_ _1"></span>późniejszy<span class="_ _1"></span>m okr<span class="_ _1"></span>esie<span class="_ _1"></span><span class="ff2">, </span>ko<span class="_ _1"></span>szty <span class="_ _1"></span>wymienianych <span class="_ _1"></span>części <span class="_ _1"></span>składnika<span class="_ _1"></span> rzeczowych <span class="_ _1"></span>aktywów </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">trwałych, które można wiarygodnie oszacować i jest<span class="_ _0"></span> prawdopodobne, że <span class="_ _0"></span>Spółka osiągnie korzyści ekonomiczne związane </div><div class="t m0 x4 hf y19a ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _25"> </span>wymienianymi <span class="_ _24"> </span>składnika<span class="_ _1"></span>mi <span class="_ _25"> </span>rzeczowych <span class="_ _25"> </span>ak<span class="_ _1"></span>tywów <span class="_ _25"> </span>trwałych<span class="_ _1"></span>. <span class="_ _25"> </span>Koszty <span class="_ _24"> </span>remontów <span class="_ _25"> </span>i <span class="_ _25"> </span>utrz<span class="_ _1"></span>ymania<span class="_ _1"></span><span class="ff2"> <span class="_ _24"> </span></span>środkó<span class="_ _1"></span>w <span class="_ _25"> </span>trwałych <span class="_ _25"> </span>są </div><div class="t m0 x4 hf y22d ff3 fs6 fc0 sc0 ls0 ws0">ujmowane na bieżąco w <span class="_ _1"></span>wyniku finan<span class="_ _1"></span>sowym.<span class="ff2"> </span></div><div class="t m0 x4 hf y22e ff3 fs6 fc0 sc0 ls0 ws0">Amortyzację <span class="_ _26"> </span>wylicza <span class="_ _2e"> </span>się <span class="_ _2e"> </span>dl<span class="_ _1"></span>a <span class="_ _2f"> </span>wszystkich <span class="_ _2f"> </span>środkó<span class="_ _1"></span>w <span class="_ _2e"> </span>trwały<span class="_ _1"></span>ch<span class="_ _1"></span><span class="ff2">, <span class="_ _2f"> </span></span>za <span class="_ _2e"> </span>wyjątk<span class="_ _1"></span>iem <span class="_ _2e"> </span>gruntów <span class="_ _2f"> </span>oraz<span class="_ _1"></span><span class="ff2"> <span class="_ _2e"> </span></span>ś<span class="_ _1"></span>rodków <span class="_ _2f"> </span>trwałych <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y22f ff3 fs6 fc0 sc0 ls0 ws0">w <span class="_ _24"> </span>budowie, <span class="_ _24"> </span>przez <span class="_ _21"> </span>oszacowany<span class="_ _1"></span> <span class="_ _24"> </span>okres <span class="_ _24"> </span>ich <span class="_ _21"> </span>użytkowania<span class="_ _1"></span><span class="ff2">, <span class="_ _24"> </span>przy <span class="_ _21"> </span>zastosowaniu <span class="_ _24"> </span>metody <span class="_ _24"> </span>amortyza<span class="_ _1"></span>cji <span class="_ _24"> </span>liniowej <span class="_ _24"> </span>oraz <span class="_ _21"> </span>przy </span></div><div class="t m0 x4 hf y230 ff3 fs6 fc0 sc0 ls0 ws0">uwzględnieniu <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci rezy<span class="_ _1"></span>dualnej, <span class="_ _1"></span>o <span class="_ _1"></span>ile <span class="_ _1"></span>jest <span class="_ _1"></span>ona <span class="_ _1"></span>is<span class="_ _1"></span>totna. <span class="_ _1"></span>W<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>poszcz<span class="_ _1"></span>ególnych <span class="_ _1"></span>grupach <span class="_ _1"></span>s<span class="_ _1"></span>tosowane <span class="_ _1"></span>są <span class="_ _1"></span>następu<span class="_ _1"></span>jące <span class="_ _2"></span><span class="ff2">okresy </span></div><div class="t m0 x4 hf y231 ff3 fs6 fc0 sc0 ls0 ws0">użytkowania<span class="_ _1"></span><span class="ff2">: </span></div><div class="t m0 x3b hf y232 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">budynki i bud<span class="_ _1"></span>owle <span class="_ _30"> </span>od 10 do 40 lat<span class="_ _1"></span> </span></span></div><div class="t m0 x3b hf y233 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">urządzenia techn<span class="_ _1"></span>iczne i maszyny<span class="_ _1"></span><span class="ff2"> <span class="_ _31"> </span>od 2 do 10 lat<span class="_ _1"></span> </span></span></span></div><div class="t m0 x3b hf y234 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">środki tran<span class="_ _1"></span>sportu<span class="ff2"> <span class="_ _32"> </span>od 2 do 10 lat<span class="_ _1"></span> </span></span></span></div><div class="t m0 x3b hf y235 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">pozostałe ś<span class="_ _1"></span>rodki trwałe<span class="ff2"> <span class="_ _33"> </span>od 2 do 20 lat<span class="_ _1"></span> </span></span></span></div><div class="t m0 x4 ha y236 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y237 ff3 fs6 fc0 sc0 ls0 ws0">Poprawność <span class="_ _1"></span>stosowany<span class="_ _1"></span>ch okresów <span class="_ _1"></span>użytkowania, <span class="_ _1"></span>metod am<span class="_ _1"></span>ortyzacji <span class="_ _1"></span>oraz <span class="_ _1"></span>wartości rezy<span class="_ _1"></span>dualnych ś<span class="_ _1"></span>rodków <span class="_ _1"></span>trwałych <span class="_ _1"></span>(o ile </div><div class="t m0 x4 hf y238 ff3 fs6 fc0 sc0 ls0 ws0">nie jest <span class="_ _3"></span>niezn<span class="_ _1"></span>aczna) jest <span class="_ _0"></span>przez Spółkę <span class="_ _0"></span>corocznie weryfikowana. Zmiany <span class="_ _3"></span>Sp<span class="_ _1"></span>ółka ujmuje <span class="_ _0"></span>jako zmiany szacunków <span class="_ _0"></span>księgowych </div><div class="t m0 x4 hf y239 ff2 fs6 fc0 sc0 ls0 ws0">i odnosi w wynik <span class="_ _1"></span>finansowy<span class="_ _1"></span> <span class="ff3">odpowiednio w okresie, w któr<span class="_ _1"></span>ym ma miejsce zmiana <span class="_ _1"></span>szacunków i okr<span class="_ _1"></span>esach kolejnych.<span class="_ _2"></span></span> </div><div class="t m0 x4 hf y23a ff3 fs6 fc0 sc0 ls0 ws0">Znaczące  komponenty<span class="_ _1"></span>  środków  trwałych<span class="_ _1"></span>  amortyzowane  s<span class="_ _1"></span>ą  zgodnie  z <span class="_ _25"> </span>oszacowanym  okresem  użytkowania <span class="_ _25"> </span>danego </div><div class="t m0 x4 hf y23b ff2 fs6 fc0 sc0 ls0 ws0">komponentu.<span class="_ _1"></span> </div><div class="t m0 x4 hf y23c ff3 fs6 fc0 sc0 ls0 ws0">Zyski <span class="_ _24"> </span>lu<span class="_ _1"></span>b <span class="_ _24"> </span>straty<span class="_ _1"></span> <span class="_ _24"> </span>ze <span class="_ _24"> </span>s<span class="_ _1"></span>przedaży <span class="_ _24"> </span>/ <span class="_ _24"> </span>likwidacji <span class="_ _21"> </span>pozycji <span class="_ _24"> </span>rz<span class="_ _1"></span>eczowych<span class="_ _1"></span> <span class="_ _24"> </span>aktywów <span class="_ _24"> </span>tr<span class="_ _1"></span>wałych <span class="_ _21"> </span>określa <span class="_ _24"> </span>się <span class="_ _21"> </span>jako <span class="_ _24"> </span>różnicę <span class="_ _21"> </span>między </div><div class="t m0 x4 hf y23d ff3 fs6 fc0 sc0 ls0 ws0">przychodami ze s<span class="_ _1"></span>przedaży a wartością ks<span class="_ _1"></span>ięgową tych pozy<span class="_ _1"></span>cji i ujmuje się je w wyniku finan<span class="_ _1"></span>sowym.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y23e ff3 fs6 fc0 sc0 ls0 ws0">Środki <span class="_ _16"></span>trwałe <span class="_ _d"></span>w <span class="_ _d"></span>b<span class="_ _1"></span>udowie <span class="_ _16"></span>wyceniane <span class="_ _d"></span>s<span class="_ _1"></span>ą <span class="_ _d"></span>wedłu<span class="_ _1"></span>g <span class="_ _d"></span>c<span class="_ _1"></span>en <span class="_ _d"></span>n<span class="_ _1"></span>abycia <span class="_ _16"></span>lub <span class="_ _d"></span>w <span class="_ _16"></span>wysokości <span class="_ _16"></span>kosztów <span class="_ _d"></span>po<span class="_ _1"></span>zostających <span class="_ _16"></span>w<span class="_ _2"></span><span class="ff2"> <span class="_ _16"></span></span>bezpośrednim </div><div class="t m0 x4 hf y23f ff3 fs6 fc0 sc0 ls0 ws0">związku <span class="_ _2"></span>z <span class="_ _d"></span>ich <span class="_ _2"></span>wytworzeniem, <span class="_ _d"></span>pomniejszony<span class="_ _1"></span>ch <span class="_ _2"></span>o <span class="_ _d"></span>odpisy <span class="_ _2"></span>z <span class="_ _2"></span>tytułu<span class="_ _1"></span> <span class="_ _2"></span>utraty <span class="_ _2"></span>wartoś<span class="_ _1"></span>ci. <span class="_ _2"></span>Wartość <span class="_ _2"></span>ś<span class="_ _1"></span>rodków <span class="_ _2"></span>trwał<span class="_ _1"></span>ych <span class="_ _2"></span>w <span class="_ _2"></span>budowie </div><div class="t m0 x4 hf y240 ff3 fs6 fc0 sc0 ls0 ws0">powiększają kos<span class="_ _1"></span>zty finansowania zewnętrznego za<span class="_ _1"></span>ciągniętego <span class="_ _1"></span>w celu ich finansowania.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y241 ff5 fs1 fc1 sc0 ls11 ws0">2.7<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Wartości niematerialne<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y242 ff3 fs6 fc0 sc0 ls0 ws0">Składnik  wartości  niematerialnych  wycenia <span class="_ _11"> </span>się  w <span class="_ _11"> </span>cenie  nabycia  lub  koszcie  w<span class="_ _0"></span>ytworzenia<span class="_ _2"></span><span class="ff2">,  pomniejszonym  o  odpisy </span></div><div class="t m0 x4 hf y243 ff3 fs6 fc0 sc0 ls0 ws0">amortyzacyjne oraz <span class="_ _1"></span>odpisy aktualizujące z t<span class="_ _1"></span>ytułu utraty<span class="_ _1"></span> wartości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y244 ff3 fs6 fc0 sc0 ls0 ws0">Późniejsze <span class="_ _3"></span>wyd<span class="_ _1"></span>atki <span class="_ _3"></span>na <span class="_ _0"></span>składniki <span class="_ _3"></span>istniejących w<span class="_ _0"></span>artości <span class="_ _3"></span>niematerialnych<span class="_ _1"></span> <span class="_ _3"></span>podlegają aktywowaniu <span class="_ _3"></span>tylko <span class="_ _3"></span>wtedy, gdy <span class="_ _8"></span>zwiększa<span class="_ _1"></span>ją </div><div class="t m0 x4 hf y245 ff3 fs6 fc0 sc0 ls0 ws0">przyszłe <span class="_ _16"></span>korzyści <span class="_ _d"></span>ekonomiczne <span class="_ _d"></span>związane <span class="_ _d"></span>z <span class="_ _16"></span>danym <span class="_ _d"></span>skład<span class="_ _1"></span>nikiem. <span class="_ _2"></span>Pozo<span class="_ _1"></span>stałe <span class="_ _d"></span>nak<span class="_ _1"></span>łady <span class="_ _d"></span>s<span class="_ _1"></span>ą <span class="_ _d"></span>ujmowane <span class="_ _d"></span>w <span class="_ _d"></span>wyniku <span class="_ _16"></span>finansowym </div><div class="t m0 x4 hf y246 ff2 fs6 fc0 sc0 ls0 ws0">w momencie pon<span class="_ _1"></span>iesienia. </div><div class="t m0 x4 hf y247 ff3 fs6 fc0 sc0 ls0 ws0">Okres <span class="_ _d"></span>i <span class="_ _2"></span>metoda <span class="_ _d"></span>amortyza<span class="_ _1"></span>cji <span class="_ _d"></span>weryfikowane <span class="_ _d"></span>są <span class="_ _d"></span>na <span class="_ _d"></span>koniec <span class="_ _d"></span>każdego <span class="_ _d"></span>roku<span class="_ _1"></span> <span class="_ _2"></span>ob<span class="_ _1"></span>rotowego. <span class="_ _2"></span>Zm<span class="_ _1"></span>iany <span class="_ _d"></span>Spółka <span class="_ _d"></span>ujmuje <span class="_ _d"></span>jako<span class="_ _1"></span> <span class="_ _2"></span>zmiany </div><div class="t m0 x4 hf y248 ff3 fs6 fc0 sc0 ls0 ws0">szacunków <span class="_ _d"></span>księgowych <span class="_ _d"></span>i <span class="_ _d"></span>odnosi <span class="_ _d"></span>do <span class="_ _d"></span>wyniku <span class="_ _d"></span>finansowego <span class="_ _d"></span>odpowiednio <span class="_ _d"></span>w <span class="_ _d"></span>okresie, <span class="_ _d"></span>w <span class="_ _2"></span>któ<span class="_ _1"></span>rym <span class="_ _d"></span>ma <span class="_ _2"></span>mi<span class="_ _1"></span>ejsce <span class="_ _2"></span>zmian<span class="_ _1"></span>a <span class="_ _d"></span>stawek<span class="_ _1"></span> </div><div class="t m0 x4 hf y249 ff2 fs6 fc0 sc0 ls0 ws0">amortyzacyjny<span class="_ _1"></span>ch i <span class="ls17">w </span>okr<span class="_ _1"></span>esach kolejnych.<span class="_ _1"></span> </div><div class="t m0 x4 hf y24a ff3 fs6 fc0 sc0 ls0 ws0">Amortyzację <span class="_ _2"></span>wylicza <span class="_ _d"></span>się<span class="ff2"> <span class="_ _2"></span>przez<span class="_ _1"></span> <span class="_ _2"></span>os<span class="_ _1"></span>zacowany <span class="_ _2"></span>o<span class="_ _1"></span>kres <span class="_ _d"></span></span>użytkowania <span class="_ _2"></span>skł<span class="_ _1"></span>adników <span class="_ _2"></span>wartości <span class="_ _2"></span>n<span class="_ _1"></span>iematerialnych, <span class="_ _d"></span><span class="ff2">p<span class="_ _1"></span>rzy <span class="_ _2"></span>zastos<span class="_ _1"></span>owaniu </span></div><div class="t m0 x4 hf y24b ff2 fs6 fc0 sc0 ls0 ws0">metody amortyzacji liniow<span class="_ _1"></span>ej<span class="ls4">. </span><span class="ff3">Przyjęte s<span class="_ _1"></span>tawki amortyzacji, s<span class="_ _1"></span>tosowane dla warto<span class="_ _1"></span>ści niematerialnych<span class="_ _1"></span> wynoszą:<span class="_ _2"></span></span> </div><div class="t m0 xe hf y24c ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">znaki towarowe<span class="_ _1"></span> <span class="_ _22"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span> <span class="_ _1a"> </span>10 lat </span></span></div><div class="t m0 xe hf y24d ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">licencje i oprogramowani<span class="_ _1"></span>e <span class="_ _34"> </span> <span class="_ _1a"> </span>od 1 do 20 lat<span class="_ _1"></span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">17<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h35 y24e ff5 fs1 fc1 sc0 ls11 ws0">2.8<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff5">Leasing </span></span></div><div class="t m0 xe h35 y24f ff5 fs1 fc1 sc0 ls18 ws0">a)<span class="ffb ls0"> <span class="_ _12"> </span><span class="ff4">Aktywa z tytułu prawa do użytkowania<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y250 ff3 fs6 fc0 sc0 ls0 ws0">Spółka rozpoznaj<span class="_ _1"></span>e aktywa z tytułu prawa do użytkowania w<span class="_ _0"></span> dacie rozpoczęcia leasingu (tj. w <span class="_ _0"></span>dniu, kiedy bazowy składnik </div><div class="t m0 x4 hf y251 ff3 fs6 fc0 sc0 ls0 ws0">aktywów <span class="_ _21"> </span>jest <span class="_ _21"> </span>dos<span class="_ _1"></span>tępny <span class="_ _24"> </span>d<span class="_ _1"></span>o <span class="_ _24"> </span>u<span class="_ _1"></span>żytkowania). <span class="_ _21"> </span>Akty<span class="_ _1"></span>wa <span class="_ _21"> </span>z <span class="_ _21"> </span>tytułu <span class="_ _21"> </span>prawa <span class="_ _21"> </span>do <span class="_ _21"> </span>użytkowania <span class="_ _21"> </span>wyceniane <span class="_ _21"> </span>są <span class="_ _21"> </span>według <span class="_ _21"> </span>ko<span class="_ _1"></span>sztu, </div><div class="t m0 x4 hf y252 ff3 fs6 fc0 sc0 ls0 ws0">pomniejszone <span class="_ _10"> </span>o <span class="_ _16"></span>łączn<span class="_ _1"></span>e <span class="_ _16"></span>odpisy <span class="_ _10"> </span>amor<span class="_ _1"></span>tyzacyjn<span class="_ _1"></span>e <span class="_ _16"></span>i <span class="_ _10"> </span>odpisy <span class="_ _10"> </span>z <span class="_ _16"></span>tytułu <span class="_ _10"> </span>utraty <span class="_ _10"></span>wartości, <span class="_ _16"></span>s<span class="_ _1"></span>korygowanego <span class="_ _16"></span>z <span class="_ _10"> </span>tytułu<span class="_ _1"></span> <span class="_ _16"></span>jakiejkolwie<span class="_ _1"></span>k </div><div class="t m0 x4 hf y253 ff3 fs6 fc0 sc0 ls0 ws0">aktualizacji wyceny zobowiązań z tytułu leasingu. Koszt aktywów <span class="_ _3"></span>z tytu<span class="_ _1"></span>łu prawa do użytkowania obejmuje kwotę ujętych </div><div class="t m0 x4 hf y254 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _10"> </span>z <span class="_ _16"></span>tytułu <span class="_ _10"> </span>leasingu, <span class="_ _16"></span>p<span class="_ _1"></span>oniesionych <span class="_ _16"></span>p<span class="_ _1"></span>oczątkowych <span class="_ _16"></span>k<span class="_ _2"></span>osztów <span class="_ _10"> </span>bezpośrednich <span class="_ _10"> </span>oraz <span class="_ _16"></span>wszelkich <span class="_ _10"> </span>opłat <span class="_ _10"> </span>leasingowych </div><div class="t m0 x4 hf y255 ff3 fs6 fc0 sc0 ls0 ws0">zapłaconych<span class="_ _1"></span> w dacie <span class="_ _0"></span>rozpoczęcia lub przed tą datą, pomniejszone o w<span class="_ _0"></span>szelkie otrzymane zachęty leasingowe. O ile <span class="_ _0"></span>Spółka </div><div class="t m0 x4 hf y256 ff3 fs6 fc0 sc0 ls0 ws0">nie ma <span class="_ _1"></span>wys<span class="_ _1"></span>tarczającej <span class="_ _1"></span>pewno<span class="_ _1"></span>ści, <span class="_ _1"></span>że <span class="_ _1"></span>na <span class="_ _1"></span>koniec <span class="_ _1"></span>okresu <span class="_ _1"></span>leas<span class="_ _1"></span>ingu u<span class="_ _1"></span>zyska <span class="_ _1"></span>tytuł <span class="_ _1"></span>własności<span class="_ _2"></span><span class="ff2"> <span class="_ _1"></span></span>przedmiotu <span class="_ _1"></span>leasingu, <span class="_ _1"></span>ujęte <span class="_ _1"></span>akty<span class="_ _1"></span>wa </div><div class="t m0 x4 hf y257 ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>prawa <span class="_ _10"> </span>d<span class="_ _1"></span>o <span class="_ _10"> </span>użytkowania <span class="_ _10"> </span>są <span class="_ _11"> </span>amortyzowane <span class="_ _10"> </span>metodą <span class="_ _10"> </span>linio<span class="_ _1"></span>wą <span class="_ _10"> </span>przez <span class="_ _10"> </span>króts<span class="_ _1"></span>zy <span class="_ _10"> </span>z <span class="_ _10"> </span>dwóch <span class="_ _10"> </span>okresó<span class="_ _1"></span>w: <span class="_ _16"></span>s<span class="_ _1"></span>zacowany<span class="_ _1"></span> <span class="_ _10"></span>okres </div><div class="t m0 x4 hf y258 ff3 fs6 fc0 sc0 ls0 ws0">użytkowania lu<span class="_ _1"></span>b okres leasingu. Aktywa z <span class="_ _1"></span>tytułu prawa d<span class="_ _1"></span>o użytkowania pod<span class="_ _1"></span>legają <span class="_ _1"></span>ocenie, czy<span class="_ _1"></span> nastąpiła <span class="_ _1"></span><span class="ff2">utra<span class="ls19">ta</span> </span>wartoś<span class="_ _1"></span>ci.<span class="ff2"> </span></div><div class="t m0 x4 hf y259 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y25a ff2 fs6 fc0 sc0 ls0 ws0">Aktywa z <span class="ff3">tytu<span class="_ _1"></span>łu</span> <span class="ff3">prawa do u<span class="_ _1"></span>żytkowania prezentowane są w sp<span class="_ _1"></span>rawozdaniu z s<span class="_ _1"></span>ytuacji finansowej w odrębnej pozy<span class="_ _1"></span>cji.<span class="_ _2"></span></span> </div><div class="t m0 xe h35 y25b ff5 fs1 fc1 sc0 ls11 ws0">b)<span class="ffb ls0"> <span class="_ _17"> </span><span class="ff4">Zobowiązania z tytułu leasingu<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y25c ff3 fs6 fc0 sc0 ls0 ws0">W  dacie  rozpoczęcia  leasingu  Spółka  wycenia  zobowiązania  z  tytułu  leasingu  w  wysokoś<span class="_ _1"></span>ci  wartości  bieżącej  opłat </div><div class="t m0 x4 hf y25d ff3 fs6 fc0 sc0 ls0 ws0">leasingowych <span class="_ _16"></span>pozostających <span class="_ _16"></span>do <span class="_ _d"></span>zapł<span class="_ _1"></span>aty <span class="_ _d"></span>w <span class="_ _16"></span>tej <span class="_ _d"></span>dacie. <span class="_ _16"></span>Opłaty <span class="_ _16"></span>leasingowe <span class="_ _d"></span>obej<span class="_ _1"></span>mują <span class="_ _d"></span>op<span class="_ _1"></span>łaty <span class="_ _d"></span>s<span class="_ _1"></span>tałe <span class="_ _d"></span>(w <span class="_ _16"></span>tym <span class="_ _d"></span>zas<span class="_ _1"></span>adniczo <span class="_ _16"></span>stałe </div><div class="t m0 x4 hf y25e ff3 fs6 fc0 sc0 ls0 ws0">opłaty <span class="_ _21"> </span>leasingowe)<span class="ff2">, <span class="_ _24"> </span></span>pomniej<span class="_ _1"></span>szone <span class="_ _21"> </span>o <span class="_ _24"> </span>wszelkie <span class="_ _24"> </span>nal<span class="_ _1"></span>eżne <span class="_ _24"> </span>rab<span class="_ _1"></span>aty <span class="_ _24"> </span>leasin<span class="_ _1"></span>gowe<span class="ff2"> <span class="_ _21"> </span></span>(zachęty),<span class="_ _1"></span> <span class="_ _24"> </span>zmienne <span class="_ _24"> </span>opł<span class="_ _1"></span>aty, <span class="_ _24"> </span>które <span class="_ _21"> </span>zależą </div><div class="t m0 x4 hf y25f ff2 fs6 fc0 sc0 ls1a ws0">od<span class="ls0"> <span class="ff3">indeksu <span class="_ _10"></span>lub <span class="_ _16"></span>stawki <span class="_ _16"></span>oraz <span class="_ _16"></span>kwoty, <span class="_ _16"></span>któ<span class="_ _1"></span>rych <span class="_ _16"></span>zapłaty <span class="_ _16"></span>o<span class="_ _1"></span>czekuje <span class="_ _16"></span>się <span class="_ _16"></span>w <span class="_ _16"></span>ramach <span class="_ _16"></span>gwaranto<span class="_ _1"></span>wanej <span class="_ _16"></span>wartoś<span class="_ _1"></span>ci <span class="_ _16"></span>końcowej. <span class="_ _16"></span>Opłat<span class="_ _1"></span>y </span></span></div><div class="t m0 x4 hf y260 ff3 fs6 fc0 sc0 ls0 ws0">leasingowe <span class="_ _0"></span>obejmują <span class="_ _0"></span>również <span class="_ _0"></span>cenę <span class="_ _3"></span>wykon<span class="_ _1"></span>ania <span class="_ _0"></span>opcji <span class="_ _0"></span>kupna, <span class="_ _3"></span>jeżeli <span class="_ _3"></span>m<span class="_ _1"></span>ożn<span class="_ _1"></span>a <span class="_ _0"></span>z <span class="_ _3"></span>wys<span class="_ _1"></span>tarczającą p<span class="_ _0"></span>ewnością <span class="_ _0"></span>założyć jej <span class="_ _3"></span>wykonanie </div><div class="t m0 x4 hf y261 ff3 fs6 fc0 sc0 ls0 ws0">przez  Spółkę  ora<span class="_ _1"></span>z  płatno<span class="_ _1"></span>ści  kar  pieniężny<span class="_ _1"></span>ch  za  wypowi<span class="_ _1"></span>edzenie  leasingu<span class="_ _1"></span>,  jeżeli<span class="_ _2"></span><span class="ff2"> w war<span class="_ _1"></span>unkach  leas<span class="_ _1"></span>ingu  przewidziano </span></div><div class="t m0 x4 hf y262 ff3 fs6 fc0 sc0 ls0 ws0">możliwość <span class="_ _16"></span>wypowi<span class="_ _1"></span>edzenia <span class="_ _16"></span>le<span class="_ _1"></span>asingu <span class="_ _10"> </span>przez <span class="_ _16"></span>Spółkę. <span class="_ _10"> </span>Zmienne <span class="_ _16"></span>opłat<span class="_ _1"></span>y <span class="_ _16"></span>leasingowe, <span class="_ _10"></span>które <span class="_ _16"></span>nie <span class="_ _16"></span>zależą  <span class="ff2">od <span class="_ _16"></span>indeksu <span class="_ _16"></span>lub <span class="_ _16"></span>s<span class="_ _1"></span>topy,  </span></div><div class="t m0 x4 hf y263 ff3 fs6 fc0 sc0 ls0 ws0">są ujmowane jako<span class="_ _1"></span> koszty w okresie, w który<span class="_ _1"></span>m następuje zdar<span class="_ _1"></span>zenie lub warunek powod<span class="_ _1"></span>ujący płat<span class="_ _1"></span>ność. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y264 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y265 ff3 fs6 fc0 sc0 ls0 ws0">Przy <span class="_ _2"></span>obliczaniu <span class="_ _2"></span>wartości <span class="_ _2"></span>bieżącej <span class="_ _2"></span>opłat <span class="_ _2"></span>leasin<span class="_ _1"></span>gowych <span class="_ _2"></span>Spółka <span class="_ _1"></span>sto<span class="_ _1"></span>suje <span class="_ _1"></span>krań<span class="_ _1"></span>cową <span class="_ _2"></span>stopę <span class="_ _1"></span>p<span class="_ _1"></span>rocentową <span class="_ _1"></span>leasingob<span class="_ _1"></span>iorcy <span class="_ _2"></span>w <span class="_ _2"></span>dniu </div><div class="t m0 x4 hf y188 ff3 fs6 fc0 sc0 ls0 ws0">rozpoczęcia <span class="_ _13"> </span>leasingu. <span class="_ _13"> </span>Po <span class="_ _13"> </span>dacie <span class="_ _13"> </span>rozpoczęcia <span class="_ _13"> </span>kwota <span class="_ _13"> </span>zobowiązań<span class="_ _1"></span> <span class="_ _13"> </span>z <span class="_ _17"> </span>ty<span class="_ _1"></span>tułu <span class="_ _13"> </span>leasingu <span class="_ _13"> </span>zostaje <span class="_ _13"> </span>zwiększona <span class="_ _13"> </span>w <span class="_ _17"> </span>cel<span class="_ _1"></span>u </div><div class="t m0 x4 hf y266 ff2 fs6 fc0 sc0 ls0 ws0">odzwierciedlenia  odsetek  i <span class="_ _11"> </span>zmniejszo<span class="_ _1"></span><span class="ff3">na  o  dokonane  płatności  le<span class="_ _0"></span>asingowe.  Ponadto  wartość <span class="_ _11"> </span>bilans<span class="_ _1"></span>owa  zobowiązań </span></div><div class="t m0 x4 hf y267 ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">tytułu <span class="_ _d"></span>leasin<span class="_ _1"></span>gu <span class="_ _d"></span>podlega <span class="_ _d"></span>p<span class="_ _1"></span>onownej <span class="_ _d"></span>wycenie <span class="_ _d"></span>w<span class="_ _1"></span></span> <span class="ff3">przyp<span class="_ _1"></span>adku <span class="_ _d"></span>zmiany <span class="_ _16"></span>okresu <span class="_ _d"></span>leasingu <span class="_ _d"></span>lub<span class="_ _1"></span> <span class="_ _2"></span>zmiany <span class="_ _16"></span>zasadniczo <span class="_ _d"></span>stałych <span class="_ _d"></span>op<span class="_ _1"></span>łat </span></div><div class="t m0 x4 hf y268 ff2 fs6 fc0 sc0 ls0 ws0">leasingowych.<span class="_ _1"></span> </div><div class="t m0 xe h35 y269 ff5 fs1 fc1 sc0 ls1b ws0">c)<span class="ffb ls0"> <span class="_ _2f"> </span><span class="ff4">Leasing krótkoterminowy i leasing aktywów o niskiej wartości<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y26a ff3 fs6 fc0 sc0 ls0 ws0">Spółka  stosuje <span class="_ _11"> </span>zwolnienie <span class="_ _11"> </span>z  ujmowania <span class="_ _11"> </span>leasingu  krótkoterminowego <span class="_ _11"> </span>do  swoich <span class="_ _11"> </span>krótkoterminowych <span class="_ _11"> </span>umów  leasingu <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y26b ff3 fs6 fc0 sc0 ls0 ws0">(tj. <span class="_ _2"></span>umów, <span class="_ _2"></span>kt<span class="_ _1"></span>órych <span class="_ _2"></span>okres <span class="_ _2"></span>leas<span class="_ _1"></span>ingu <span class="_ _2"></span>wynosi <span class="_ _2"></span>12 <span class="_ _2"></span>miesięcy <span class="_ _2"></span>lu<span class="_ _1"></span>b <span class="_ _2"></span>krócej <span class="_ _2"></span>od <span class="_ _d"></span>daty <span class="_ _2"></span>rozpoczęcia <span class="_ _d"></span>i <span class="_ _2"></span>nie <span class="_ _2"></span>zawiera <span class="_ _2"></span>opcji <span class="_ _d"></span>kupna). <span class="_ _d"></span>Spółka </div><div class="t m0 x4 hf y26c ff3 fs6 fc0 sc0 ls0 ws0">stosuje również <span class="_ _3"></span>zwolnienie w<span class="_ _0"></span> <span class="_ _3"></span>za<span class="_ _1"></span>kresie <span class="_ _3"></span>u<span class="_ _1"></span>jmowania <span class="_ _0"></span>leasingu a<span class="_ _3"></span>kt<span class="_ _1"></span>ywów <span class="_ _3"></span>o<span class="_ _1"></span> <span class="_ _3"></span>n<span class="_ _1"></span>iskiej <span class="_ _0"></span>wartości<span class="_ _1"></span><span class="ff2">, <span class="_ _3"></span>w o<span class="_ _0"></span>dniesieniu do <span class="_ _3"></span>leasingu <span class="_ _0"></span>o <span class="_ _3"></span>niskiej </span></div><div class="t m0 x4 hf y26d ff3 fs6 fc0 sc0 ls0 ws0">wartości. <span class="_ _0"></span>Opłaty<span class="ff2"> <span class="_ _1"></span></span>leasingowe <span class="_ _0"></span>z <span class="_ _3"></span>tytułu leasingu <span class="_ _3"></span>krótkoterminowego i <span class="_ _3"></span>leasingu aktywów <span class="_ _3"></span>o <span class="_ _3"></span>n<span class="_ _1"></span>iskiej <span class="_ _3"></span>wartoś<span class="_ _1"></span>ci <span class="_ _3"></span>ujmowan<span class="_ _1"></span>e <span class="_ _3"></span>s<span class="_ _1"></span>ą <span class="_ _0"></span>jako </div><div class="t m0 x4 hf y26e ff3 fs6 fc0 sc0 ls0 ws0">koszty metodą <span class="_ _1"></span>liniową przez okres trwan<span class="_ _1"></span>ia lea<span class="ff2">s<span class="_ _1"></span>ingu. </span></div><div class="t m0 xe h35 y26f ff5 fs1 fc1 sc0 ls11 ws0">2.9<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Utrata wartości niefinansowych aktywów trwały<span class="_ _0"></span>ch<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y270 ff3 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _10"> </span>każdy <span class="_ _10"> </span>dzień <span class="_ _10"> </span>ko<span class="_ _1"></span>ńczący <span class="_ _10"> </span>okres <span class="_ _10"> </span>sprawozdawczy <span class="_ _10"> </span>Sp<span class="_ _1"></span>ółka <span class="_ _10"> </span>ocenia, <span class="_ _10"> </span>czy <span class="_ _10"> </span>istn<span class="_ _1"></span>ieją <span class="_ _10"></span>jakiekolwiek <span class="_ _10"> </span>przesł<span class="_ _1"></span>anki <span class="_ _10"> </span>wskazują<span class="_ _1"></span>ce <span class="_ _16"></span>n<span class="_ _1"></span>a <span class="_ _10"> </span>to,<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y271 ff3 fs6 fc0 sc0 ls1c ws0">że<span class="ff2 ls0"> <span class="_ _10"> </span><span class="ff3">mogła <span class="_ _10"> </span>n<span class="_ _1"></span>astąpić <span class="_ _10"> </span>utrata <span class="_ _11"> </span>wartości <span class="_ _10"> </span>któregoś <span class="_ _11"> </span>ze <span class="_ _16"></span>skł<span class="_ _1"></span>adników <span class="_ _10"> </span>niefinansowych <span class="_ _11"> </span>aktywów <span class="_ _10"> </span>trwałych. <span class="_ _11"> </span>W <span class="_ _10"> </span>razie <span class="_ _10"> </span>stwierdzen<span class="_ _1"></span>ia, <span class="_ _2"></span></span> </span></div><div class="t m0 x4 hf y272 ff3 fs6 fc0 sc0 ls1c ws0">że<span class="ff2 ls0"> <span class="_ _1"></span><span class="ff3">przesłan<span class="_ _1"></span>ki <span class="_ _1"></span>takie <span class="_ _2"></span>zachodzą <span class="_ _2"></span>lub <span class="_ _2"></span>w <span class="_ _1"></span>razie <span class="_ _1"></span>kon<span class="_ _1"></span>ieczności <span class="_ _1"></span>przep<span class="_ _1"></span>rowadzenia <span class="_ _2"></span>corocznego <span class="_ _2"></span>testu <span class="_ _2"></span>sprawdzają<span class="_ _1"></span>cego, <span class="_ _1"></span>czy <span class="_ _2"></span>nastąpił<span class="_ _1"></span>a </span></span></div><div class="t m0 x4 hf y273 ff3 fs6 fc0 sc0 ls0 ws0">utrata <span class="_ _28"> </span>wartoś<span class="_ _1"></span>ci<span class="ff2 lsa">, <span class="_ _28"> </span></span>Spół<span class="_ _1"></span>ka <span class="_ _28"> </span>dokonuje <span class="_ _28"> </span>osza<span class="_ _1"></span>cowania <span class="_ _28"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _28"> </span>odzys<span class="_ _1"></span>kiwalnej <span class="_ _28"> </span>danego <span class="_ _2c"> </span>składnika <span class="_ _28"> </span>ak<span class="_ _1"></span>tywów <span class="_ _28"> </span>lub <span class="_ _2c"> </span>ośrodka </div><div class="t m0 x4 hf y274 ff3 fs6 fc0 sc0 ls0 ws0">wypracowującego środki <span class="_ _1"></span>pieniężne, do<span class="_ _1"></span> którego dany s<span class="_ _1"></span>kładnik akty<span class="_ _1"></span>wów należy<span class="_ _1"></span>. <span class="ff2"> </span></div><div class="t m0 x4 hf y275 ff3 fs6 fc0 sc0 ls0 ws0">Wartość odzyskiwalna składnika aktywów <span class="_ _3"></span>lub<span class="_ _1"></span> ośrodka wypr<span class="_ _0"></span>acowującego środki pie<span class="_ _0"></span>niężne („<span class="_ _1"></span><span class="ff2">OWSP</span>”) odpowiada wartości </div><div class="t m0 x4 hf y276 ff2 fs6 fc0 sc0 ls0 ws0">godziwej, <span class="ff3">p<span class="_ _1"></span>omniejszonej <span class="_ _1"></span>o kos<span class="_ _1"></span>zty sprzedaż<span class="_ _1"></span>y tego <span class="_ _1"></span>składnika a<span class="_ _1"></span>ktywów lub<span class="_ _1"></span> odpo<span class="_ _1"></span>wiednio ośro<span class="_ _1"></span>dka wyp<span class="_ _1"></span>racowującego śro<span class="_ _1"></span>dki </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">18<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">pieniężne <span class="_ _d"></span>lub <span class="_ _d"></span>jego <span class="_ _16"></span>wartości <span class="_ _d"></span>użytkowej, <span class="_ _d"></span>zależnie <span class="_ _d"></span>od <span class="_ _16"></span>tego, <span class="_ _2"></span>która <span class="_ _16"></span>z <span class="_ _d"></span>nich <span class="_ _d"></span>jest <span class="_ _d"></span>wyższa. <span class="_ _d"></span>Wa<span class="_ _1"></span>rtość <span class="_ _d"></span>odzyskiwalną <span class="_ _16"></span>ustala <span class="_ _2"></span>się <span class="_ _d"></span>dla </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">poszczególnych  aktywów, <span class="_ _10"> </span>chy<span class="_ _1"></span>ba <span class="_ _11"> </span>że <span class="_ _11"> </span>dany  sk<span class="_ _0"></span>ładnik <span class="_ _11"> </span>aktywów <span class="_ _11"> </span>nie <span class="_ _11"> </span>generuje <span class="_ _11"> </span>sa<span class="_ _1"></span>modzielnie <span class="_ _11"> </span>wpływów <span class="_ _11"> </span>pieniężny<span class="_ _1"></span>ch, <span class="_ _11"> </span>które </div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">większości <span class="_ _2"></span>są <span class="_ _2"></span>niezależne <span class="_ _1"></span>od<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff3">tych<span class="_ _1"></span>, <span class="_ _1"></span>które <span class="_ _2"></span>są <span class="_ _1"></span>generowane <span class="_ _2"></span>przez <span class="_ _1"></span>inn<span class="_ _1"></span>e <span class="_ _1"></span>aktywa <span class="_ _2"></span>lub <span class="_ _1"></span>gru<span class="_ _1"></span>py <span class="_ _1"></span>aktywów. <span class="_ _2"></span>Jeśli <span class="_ _1"></span>wartość <span class="_ _2"></span>księgowa </span></div><div class="t m0 x4 hf y19b ff3 fs6 fc0 sc0 ls0 ws0">składnika<span class="_ _1"></span> <span class="_ _0"></span>aktywów <span class="_ _3"></span>jest wyższa niż <span class="_ _3"></span>jego wartość <span class="_ _3"></span>odzy<span class="_ _1"></span>skiwalna, ma <span class="_ _3"></span>miejsce utrata <span class="_ _0"></span>wartości <span class="_ _3"></span>i<span class="_ _2"></span><span class="ff2"> <span class="_ _0"></span><span class="ff3">dokonuje się <span class="_ _3"></span>wówczas odpisu<span class="ff2">,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x4 hf y19c ff3 fs6 fc0 sc0 ls0 ws0">do ustalonej wartości <span class="_ _3"></span>o<span class="_ _1"></span>dzyskiwalnej. Odpis alokowany <span class="_ _0"></span>jest w <span class="_ _3"></span>pier<span class="_ _1"></span>wszej kolejności <span class="_ _0"></span>do wartości f<span class="_ _0"></span>irmy, a <span class="_ _3"></span>nas<span class="_ _1"></span>tępnie pro<span class="_ _1"></span><span class="ff2">-rata </span></div><div class="t m0 x4 hf y19d ff3 fs6 fc0 sc0 ls0 ws0">do pozos<span class="_ _1"></span>tałych aktywów tego OWSP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y230 ff3 fs6 fc0 sc0 ls0 ws0">Odpisy <span class="_ _10"> </span>aktualizujące <span class="_ _16"></span>z <span class="_ _10"> </span>tytu<span class="_ _1"></span>łu <span class="_ _16"></span>utraty <span class="_ _10"> </span>wartości <span class="_ _16"></span>s<span class="_ _1"></span>kładników <span class="_ _16"></span>majątkowych<span class="_ _1"></span> <span class="_ _16"></span>ujmuje <span class="_ _10"> </span>się <span class="_ _16"></span>w <span class="_ _10"> </span>tych <span class="_ _10"> </span>kategoriach <span class="_ _10"> </span>kosztów, <span class="_ _10"> </span>które </div><div class="t m0 x4 hf y231 ff3 fs6 fc0 sc0 ls0 ws0">odpowiadają fun<span class="_ _1"></span>kcji składnika aktywów, w<span class="_ _1"></span><span class="ff2"> </span>przy<span class="_ _1"></span>padku k<span class="_ _1"></span>tórego stwierdzono utratę wartoś<span class="_ _1"></span>ci.<span class="ff2"> </span></div><div class="t m0 x4 hf y277 ff3 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _11"> </span>każdy <span class="_ _10"> </span>dzień <span class="_ _11"> </span>kończący<span class="_ _1"></span> <span class="_ _10"> </span>o<span class="_ _1"></span>kres <span class="_ _10"> </span>sp<span class="_ _1"></span>rawozdawczy <span class="_ _11"> </span>Spółka <span class="_ _11"> </span>ocenia, <span class="_ _10"> </span>czy <span class="_ _11"> </span>występują <span class="_ _11"> </span>przesłanki <span class="_ _11"> </span>wskazujące <span class="_ _11"> </span>na <span class="_ _10"> </span>to, <span class="_ _11"> </span>że <span class="_ _11"> </span>odpis </div><div class="t m0 x4 hf y1a1 ff3 fs6 fc0 sc0 ls0 ws0">aktualizujący <span class="_ _3"></span>z <span class="_ _0"></span>tytułu <span class="_ _3"></span>utraty <span class="_ _3"></span>wartoś<span class="_ _1"></span>ci, <span class="_ _3"></span>który <span class="_ _3"></span>był <span class="_ _3"></span>u<span class="_ _1"></span>jęty <span class="_ _3"></span>w <span class="_ _3"></span>okresach <span class="_ _3"></span>poprzed<span class="_ _1"></span>nich <span class="_ _3"></span>w <span class="_ _3"></span>odniesieniu<span class="_ _1"></span> <span class="_ _3"></span>do <span class="_ _3"></span>danego <span class="_ _3"></span>skł<span class="_ _1"></span>adnika <span class="_ _3"></span>akty<span class="_ _1"></span>wów </div><div class="t m0 x4 hf y1a2 ff3 fs6 fc0 sc0 ls0 ws0">lub <span class="_ _d"></span>OWSP <span class="_ _d"></span>jes<span class="_ _1"></span>t <span class="_ _d"></span>zbędny,<span class="_ _1"></span> <span class="_ _d"></span>lub<span class="_ _1"></span> <span class="_ _d"></span>czy <span class="_ _d"></span>powinien <span class="_ _d"></span>zos<span class="_ _1"></span>tać <span class="_ _d"></span>zmniejszony. <span class="_ _16"></span>Jeżeli <span class="_ _2"></span>takie <span class="_ _16"></span>przesłanki <span class="_ _d"></span>występują, <span class="_ _16"></span>Spółka <span class="_ _d"></span>szacuje <span class="_ _d"></span>wartość </div><div class="t m0 x4 hf y278 ff3 fs6 fc0 sc0 ls0 ws0">odzyskiwalną <span class="_ _1"></span>tego składnika aktywów lub O<span class="_ _1"></span>WSP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y279 ff5 fs1 fc1 sc0 ls11 ws0">2.10<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Koszty finansowania zewnętrznego<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y1a5 ff3 fs6 fc0 sc0 ls0 ws0">Koszty <span class="_ _24"> </span>finanso<span class="_ _1"></span>wania <span class="_ _25"> </span>zewnętrzn<span class="_ _1"></span>ego<span class="ff2">, <span class="_ _24"> </span></span>bezp<span class="_ _1"></span>ośrednio <span class="_ _24"> </span>związanego <span class="_ _24"> </span>z <span class="_ _24"> </span>nabyciem <span class="_ _24"> </span>lub <span class="_ _24"> </span>wytworzeniem <span class="_ _24"> </span>składn<span class="_ _1"></span>ików <span class="_ _25"> </span>mająt<span class="_ _1"></span>ku </div><div class="t m0 x4 hf y120 ff3 fs6 fc0 sc0 ls0 ws0">wymagających <span class="_ _2"></span>dłużs<span class="_ _1"></span>zego <span class="_ _2"></span>czasu, <span class="_ _2"></span>aby <span class="_ _2"></span>mogły <span class="_ _2"></span>b<span class="_ _1"></span>yć <span class="_ _2"></span>zdatne <span class="_ _2"></span>do <span class="_ _2"></span>użytkowania <span class="_ _2"></span>s<span class="_ _1"></span>ą <span class="_ _2"></span>kapitalizowane<span class="_ _2"></span><span class="ff2">, <span class="_ _2"></span></span>(o <span class="_ _2"></span>ile <span class="_ _2"></span>nie <span class="_ _2"></span>są <span class="_ _2"></span>nieznacz<span class="_ _1"></span>ne) <span class="_ _2"></span><span class="ff2">jak<span class="_ _1"></span>o </span></div><div class="t m0 x4 hf y27a ff3 fs6 fc0 sc0 ls0 ws0">część kos<span class="_ _1"></span>ztu n<span class="_ _1"></span>abycia odpo<span class="_ _1"></span>wiednio środ<span class="_ _1"></span>ków trwały<span class="_ _1"></span>ch<span class="_ _1"></span><span class="ff2"> </span>i <span class="_ _1"></span>wartości niematerialnych <span class="_ _1"></span>aż <span class="_ _1"></span>do momentu,<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>w który<span class="_ _1"></span>m aktywa <span class="_ _1"></span>te s<span class="_ _1"></span>ą </div><div class="t m0 x4 hf y27b ff3 fs6 fc0 sc0 ls0 ws0">dostępne do z<span class="_ _1"></span>amierzonego użytkowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y27c ff5 fs1 fc1 sc0 ls11 ws0">2.11<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff5">Aktywa finansowe </span></span></div><div class="t m0 x4 hf y27d ff3 fs6 fc0 sc0 ls0 ws0">Aktywa finansowe w momenc<span class="_ _1"></span>ie wprowadzenia do k<span class="_ _1"></span>siąg rachunkowych<span class="_ _1"></span><span class="ff2">,<span class="_ _1"></span> </span>są wyceniane według wartości god<span class="_ _1"></span>ziwej zapłaty<span class="ff2">, </span></div><div class="t m0 x4 hf y58 ff3 fs6 fc0 sc0 ls0 ws0">powiększonej o kos<span class="_ _1"></span>zty trans<span class="_ _1"></span>akcyjne, z wyjątkiem aktywó<span class="_ _1"></span>w finans<span class="_ _1"></span>owych wykazywany<span class="_ _1"></span>ch w wartości godzi<span class="_ _1"></span>wej przez wy<span class="_ _1"></span>nik </div><div class="t m0 x4 hf y27e ff2 fs6 fc0 sc0 ls0 ws0">finansowy, w<span class="_ _0"></span> <span class="_ _3"></span>przypadku <span class="ff3">których <span class="_ _8"></span>kos<span class="_ _1"></span>zty <span class="_ _3"></span>transakcyjn<span class="_ _1"></span>e <span class="_ _3"></span>odnoszone <span class="_ _3"></span>s<span class="_ _1"></span>ą <span class="_ _3"></span>do <span class="_ _3"></span>wyn<span class="_ _1"></span>iku <span class="_ _3"></span>finansowego.<span class="_ _1"></span><span class="ff2"> <span class="_ _0"></span><span class="ff3">Transakcje <span class="_ _3"></span>zaku<span class="_ _1"></span>pu <span class="_ _3"></span>i <span class="_ _3"></span>sprzed<span class="_ _1"></span>aży </span></span></span></div><div class="t m0 x4 hf y27f ff3 fs6 fc0 sc0 ls0 ws0">instrumentów finansowych ujmuje się <span class="_ _3"></span>na dzień przeprowad<span class="_ _1"></span>zenia (zawarcia) <span class="ff2">transakcji<span class="_ _1"></span>. </span>Należność <span class="_ _0"></span>z tytułu dostaw <span class="_ _0"></span>i <span class="_ _0"></span>usług<span class="ff2">, </span></div><div class="t m0 x4 hf y280 ff3 fs6 fc0 sc0 ls0 ws0">bez znaczącego elementu<span class="_ _1"></span> finansowania<span class="_ _1"></span><span class="ff2">, <span class="_ _1"></span></span>wycenia się początkowo w ceni<span class="_ _1"></span>e transakcyjn<span class="_ _1"></span>ej<span class="ff2">, w momenci<span class="_ _1"></span>e jej powstania.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y281 ff3 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _16"></span>finansowe <span class="_ _16"></span>wyłącza <span class="_ _d"></span>s<span class="_ _1"></span>ię <span class="_ _16"></span>z <span class="_ _d"></span>ks<span class="_ _1"></span>iąg <span class="_ _d"></span>ra<span class="_ _1"></span>chunkowych, <span class="_ _16"></span>gdy <span class="_ _d"></span>prawa <span class="_ _16"></span>do <span class="_ _16"></span>uzyskiwania <span class="_ _16"></span>przepływów <span class="_ _16"></span>pieniężnych <span class="_ _16"></span>z <span class="_ _16"></span>ich <span class="_ _d"></span>tytu<span class="_ _1"></span>łu </div><div class="t m0 x4 hf y282 ff3 fs6 fc0 sc0 ls0 ws0">wygasły <span class="_ _10"> </span>lub <span class="_ _16"></span>p<span class="_ _1"></span>rawa <span class="_ _16"></span>te <span class="_ _10"> </span>zostały <span class="_ _10"> </span>przeniesione <span class="_ _10"></span>i <span class="_ _16"></span>dokon<span class="_ _1"></span>ano <span class="_ _10"></span>przeniesienia <span class="_ _16"></span>za<span class="_ _1"></span>sadniczo <span class="_ _10"> </span>całego <span class="_ _10"> </span>ryzyka <span class="_ _10"> </span>i <span class="_ _16"></span>wszy<span class="_ _1"></span>stkich <span class="_ _10"> </span>pożytków </div><div class="t m0 x4 hf y283 ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">tytułu <span class="_ _25"> </span>ich <span class="_ _25"> </span>własności. <span class="_ _25"> </span>W <span class="_ _25"> </span>przypadku <span class="_ _25"> </span>braku <span class="_ _25"> </span>przeniesienia <span class="_ _25"> </span>za<span class="_ _1"></span>sadniczo <span class="_ _25"> </span>całego <span class="_ _25"> </span>ryzyka <span class="_ _25"> </span>i  wszy<span class="_ _1"></span>stkich <span class="_ _25"> </span>pożytków <span class="_ _25"> </span>z <span class="_ _25"> </span>tytułu </span></div><div class="t m0 x4 hf y284 ff2 fs6 fc0 sc0 ls0 ws0">posiadania<span class="_ _1"></span> <span class="ff3">aktywa, aktywo wy<span class="_ _1"></span>łącza się z ksiąg rachu<span class="_ _1"></span>nkowych z chwilą utraty<span class="_ _1"></span> kontroli przez Spółkę n<span class="_ _1"></span>ad dany<span class="_ _1"></span>m aktywem.<span class="_ _2"></span></span> </div><div class="t m0 x4 h3 y285 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y286 ff3 fs6 fc0 sc0 ls0 ws0">Spółka klas<span class="_ _1"></span>yfikuje aktywa finansowe do n<span class="_ _1"></span>astępujących<span class="_ _1"></span> kategorii wyceny:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x25 hf y287 ff2 fs6 fc0 sc0 ls1d ws0">a)<span class="ffd ls0"> <span class="_ _1c"> </span><span class="ff3">wyceniane wedłu<span class="_ _1"></span>g zamortyzowanego kos<span class="_ _1"></span>ztu;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x25 hf y288 ff2 fs6 fc0 sc0 ls1e ws0">b)<span class="ffd ls0"> <span class="_ _35"> </span><span class="ff3">wyceniane w wartości god<span class="_ _1"></span>ziwej przez wynik <span class="_ _1"></span>finansowy;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x25 hf yb7 ff2 fs6 fc0 sc0 ls1f ws0">c)<span class="ffd ls0"> <span class="_ _36"> </span><span class="ff3">wyceniane w wartości god<span class="_ _1"></span>ziwej przez pozo<span class="_ _1"></span>stałe całko<span class="_ _1"></span>wite dochody;<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 hf y289 ff3 fs6 fc0 sc0 ls0 ws0">Klasyfikacja <span class="_ _d"></span>jest <span class="_ _d"></span>uzależnion<span class="_ _1"></span>a <span class="_ _2"></span>od <span class="_ _d"></span>przyjętego <span class="_ _d"></span>przez <span class="_ _d"></span>Spółkę <span class="_ _d"></span>modelu <span class="_ _d"></span>bizneso<span class="_ _1"></span>wego <span class="_ _2"></span>zarzą<span class="_ _1"></span>dzania <span class="_ _2"></span>ak<span class="_ _1"></span>tywami <span class="_ _2"></span>finan<span class="_ _1"></span>sowymi <span class="_ _d"></span>oraz </div><div class="t m0 x4 hf y28a ff3 fs6 fc0 sc0 ls0 ws0">warunków <span class="_ _d"></span>umownych <span class="_ _d"></span>przepływów <span class="_ _d"></span>pieniężnych. <span class="_ _d"></span>Spółka<span class="_ _1"></span> <span class="_ _2"></span>d<span class="_ _1"></span>okonuje <span class="_ _2"></span>reklas<span class="_ _1"></span>yfikacji <span class="_ _d"></span>inwestycji <span class="_ _d"></span>w <span class="_ _2"></span>ins<span class="_ _1"></span>trumenty <span class="_ _d"></span>dłużne <span class="_ _d"></span>wtedy </div><div class="t m0 x4 hf y28b ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">tylko wtedy, gd<span class="_ _1"></span>y zmienia się model bizneso<span class="_ _1"></span>wy zarządzania <span class="_ _1"></span>tymi aktywami.<span class="_ _2"></span></span> </div><div class="t m0 x25 hf y28c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y28d ff2 fs6 fc0 sc0 ls1d ws0">a)<span class="ffd ls0"> <span class="_ _2d"> </span><span class="ff3">aktywa finansowe wyceniane wedłu<span class="_ _1"></span>g zamortyzowanego ko<span class="_ _1"></span>sztu<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 hf y28e ff3 fs6 fc0 sc0 ls0 ws0">Instrumenty <span class="_ _2"></span>dłużne<span class="ff2">, <span class="_ _2"></span></span>utrzymywane <span class="_ _1"></span>w <span class="_ _2"></span>celu <span class="_ _1"></span>ś<span class="_ _1"></span>ciągnięcia <span class="_ _1"></span>umo<span class="_ _1"></span>wnych <span class="_ _1"></span>przep<span class="_ _1"></span>ływów, <span class="_ _1"></span>które <span class="_ _2"></span>obejmują <span class="_ _1"></span>wył<span class="_ _1"></span>ącznie <span class="_ _1"></span>spł<span class="_ _1"></span>aty <span class="_ _1"></span>kapitału </div><div class="t m0 x4 hf y28f ff2 fs6 fc0 sc0 ls0 ws0">i odsetek, <span class="ff3">są <span class="_ _3"></span>wyceniane według <span class="_ _3"></span>zamortyzo<span class="_ _1"></span>wanego <span class="_ _0"></span>kosztu. Do <span class="_ _3"></span>tej kategorii <span class="_ _3"></span>Spółka zalicza <span class="_ _3"></span>należn<span class="_ _1"></span>ości <span class="_ _0"></span>handlowe <span class="_ _0"></span>oraz <span class="_ _0"></span>środki </span></div><div class="t m0 x4 hf y290 ff3 fs6 fc0 sc0 ls0 ws0">pieniężne. <span class="_ _16"></span>Przychody <span class="_ _16"></span>z <span class="_ _16"></span>tytułu <span class="_ _16"></span>odsetek <span class="_ _16"></span>(w <span class="_ _d"></span>przy<span class="_ _1"></span>padku <span class="_ _16"></span>należności <span class="_ _16"></span>o <span class="_ _16"></span>terminie <span class="_ _d"></span>s<span class="_ _1"></span>płaty <span class="_ _16"></span>powyżej <span class="_ _16"></span>1 <span class="_ _16"></span>roku) <span class="_ _16"></span>oblicza <span class="_ _16"></span>się <span class="_ _d"></span>metod<span class="_ _1"></span>ą </div><div class="t m0 x4 hf y291 ff2 fs6 fc0 sc0 ls0 ws0">efektywnej stopy procentowej i w<span class="ff3">ykazu<span class="_ _1"></span>je w pozycji „przychody </span>finansowe<span class="ff3">” w wyniku finansowym. Odpisy z tytułu utraty </span></div><div class="t m0 x4 hf y292 ff3 fs6 fc0 sc0 ls0 ws0">wartości  n<span class="_ _1"></span>ależności <span class="_ _25"> </span>handlowych <span class="_ _25"> </span>ujmuje <span class="_ _25"> </span>się  zgodn<span class="_ _1"></span>ie<span class="ff2"> <span class="_ _25"> </span></span>z <span class="_ _25"> </span>zasad<span class="_ _1"></span>ą  rach<span class="_ _1"></span>unkowości <span class="_ _25"> </span>wskazaną <span class="_ _25"> </span>w <span class="_ _25"> </span><span class="ff2">nocie  2.1<span class="_ _1"></span>2  i <span class="_ _25"> </span>prezentu<span class="_ _1"></span>je </span></div><div class="t m0 x4 hf y293 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">kosztach s<span class="_ _1"></span>przedaży.</span> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:931.600000px;bottom:198.510000px;width:22.220000px;height:12.205000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">19<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>31 <span class="_ _d"></span>grudnia <span class="_ _d"></span><span class="ls3">20</span>25 <span class="_ _2"></span>oraz <span class="_ _d"></span>2024 <span class="_ _d"></span><span class="lsd">r.</span> <span class="_ _2"></span><span class="ff3">Spół<span class="_ _1"></span>ka <span class="_ _2"></span>nie <span class="_ _2"></span>p<span class="_ _1"></span>osiada <span class="_ _d"></span>aktywów <span class="_ _2"></span>zaliczanych <span class="_ _d"></span>do <span class="_ _2"></span>pozo<span class="_ _1"></span>stałych <span class="_ _2"></span>ka<span class="_ _1"></span>tegorii, <span class="_ _2"></span>tj. <span class="_ _2"></span>(ii) <span class="_ _d"></span>wycenianyc<span class="_ _1"></span>h </span></div><div class="t m0 x4 hf y170 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">wartości  god<span class="_ _1"></span>ziwej  przez <span class="_ _25"> </span>wynik <span class="_ _25"> </span>finansowy <span class="_ _25"> </span>oraz  (iii) <span class="_ _25"> </span>wycenianych  w <span class="_ _25"> </span>wartości <span class="_ _25"> </span>godziwej  przez <span class="_ _25"> </span>pozostałe <span class="_ _25"> </span>całkowite </span></div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0">dochody. </div><div class="t m0 xe h35 y294 ff5 fs1 fc1 sc0 ls11 ws0">2.12<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Utrata wartości aktywów finansowych <span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y295 ff3 fs6 fc0 sc0 ls0 ws0">Spółka przepro<span class="_ _1"></span>wadza analizę ind<span class="_ _1"></span>ywidualną oraz <span class="_ _1"></span>grupową należności han<span class="_ _1"></span>dlowych pod k<span class="_ _1"></span>ątem ich utraty wartości.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y296 ff3 fs6 fc0 sc0 ls0 ws0">Należności <span class="_ _d"></span>analizowane <span class="_ _d"></span>są <span class="_ _d"></span>indywidualnie <span class="_ _d"></span>w <span class="_ _2"></span>przy<span class="_ _1"></span>padku, <span class="_ _d"></span>kiedy <span class="_ _2"></span>is<span class="_ _1"></span>tnieją <span class="_ _2"></span>obiektywne <span class="_ _d"></span>dowody<span class="_ _1"></span> <span class="_ _2"></span>u<span class="_ _1"></span>traty <span class="_ _2"></span>wartoś<span class="_ _1"></span>ci, <span class="_ _2"></span>które <span class="_ _d"></span>mogą </div><div class="t m0 x4 hf y297 ff3 fs6 fc0 sc0 ls0 ws0">mieć <span class="_ _13"> </span>negatywny<span class="_ _1"></span> <span class="_ _13"> </span>wpływ <span class="_ _12"> </span>na <span class="_ _12"> </span>wysokość <span class="_ _12"> </span>przyszłych<span class="_ _1"></span> <span class="_ _13"> </span>przepływów. <span class="_ _13"> </span>Do <span class="_ _12"> </span>istotn<span class="_ _1"></span>ych <span class="_ _13"> </span>ob<span class="_ _1"></span>iektywnych <span class="_ _12"> </span>przesłanek <span class="_ _12"> </span>należą <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y298 ff3 fs6 fc0 sc0 ls0 ws0">np. <span class="_ _26"> </span>wystąpienie <span class="_ _26"> </span>na <span class="_ _26"> </span>drogę <span class="_ _26"> </span>sąd<span class="_ _1"></span>ową <span class="_ _26"> </span>przeciwko <span class="_ _26"> </span>dłużnikowi, <span class="_ _26"> </span>poważne <span class="_ _26"> </span>problemy <span class="_ _26"> </span>finan<span class="_ _1"></span>sowe <span class="_ _26"> </span>dłużnika, <span class="_ _26"> </span>is<span class="_ _1"></span>totne </div><div class="t m0 x4 hf y299 ff3 fs6 fc0 sc0 ls0 ws0">przeterminowanie płat<span class="_ _1"></span>ności.<span class="ff2"> </span></div><div class="t m0 x4 hf y29a ff3 fs6 fc0 sc0 ls0 ws0">W przy<span class="_ _1"></span>padku kró<span class="_ _1"></span>tkoterminowych <span class="_ _1"></span>należności <span class="_ _1"></span>hand<span class="_ _1"></span>lowych<span class="_ _1"></span><span class="ff2"> analizowany<span class="_ _1"></span>ch grup<span class="_ _1"></span>owo</span>, <span class="_ _1"></span>które nie <span class="_ _1"></span>mają zn<span class="_ _1"></span>aczącego <span class="_ _1"></span>elementu </div><div class="t m0 x4 hf y29b ff3 fs6 fc0 sc0 ls0 ws0">finansowania, <span class="_ _11"> </span>Spółka <span class="_ _10"> </span>stosuje <span class="_ _10"> </span>p<span class="_ _1"></span>odejście <span class="_ _10"> </span>upro<span class="_ _1"></span>szczone <span class="_ _10"> </span>wymagan<span class="_ _1"></span>e <span class="_ _10"> </span>w <span class="_ _10"> </span>MSSF <span class="_ _11"> </span>9 <span class="_ _10"> </span>i <span class="_ _10"> </span>wycenia <span class="_ _11"> </span>odpisy <span class="_ _11"> </span>z <span class="_ _10"></span>tytułu <span class="_ _10"> </span>utraty <span class="_ _11"> </span>wartości </div><div class="t m0 x4 hf y29c ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">wysokości <span class="_ _2"></span>stra<span class="_ _1"></span>t <span class="_ _2"></span>kredytowych</span>, <span class="_ _2"></span><span class="ff3">oczekiwanych<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _2"></span>cały<span class="_ _1"></span>m <span class="_ _1"></span>okres<span class="_ _1"></span>ie <span class="_ _1"></span>życia <span class="_ _2"></span>n<span class="_ _1"></span>ależności<span class="_ _1"></span></span>, <span class="_ _2"></span><span class="ff3">od <span class="_ _2"></span>momentu <span class="_ _2"></span>jej <span class="_ _2"></span>początkowego <span class="_ _2"></span>uję<span class="_ _1"></span>cia. </span></div><div class="t m0 x4 hf y1a4 ff3 fs6 fc0 sc0 ls0 ws0">Spółka sto<span class="_ _1"></span>suje matrycę odpis<span class="_ _1"></span>ów, w której o<span class="_ _1"></span>dpisy ob<span class="_ _1"></span>licza się dla należn<span class="_ _1"></span>ości handlowych<span class="_ _2"></span><span class="ff2">, <span class="_ _1"></span></span>zaliczonych<span class="_ _1"></span> do różnych<span class="_ _1"></span> okresów </div><div class="t m0 x4 hf y1a5 ff2 fs6 fc0 sc0 ls0 ws0">przeterminowania.<span class="_ _1"></span> </div><div class="t m0 x4 hf y1a6 ff2 fs6 fc0 sc0 ls0 ws0">Na potrzeby ustalenia <span class="_ _0"></span>oczekiwanych strat kredytowych<span class="_ _1"></span>, <span class="ff3">należności handlowe <span class="_ _3"></span>p<span class="_ _1"></span>ogrupowan<span class="_ _1"></span>o na <span class="_ _3"></span>p<span class="_ _1"></span>odstawie podobieństwa </span></div><div class="t m0 x4 hf y1a7 ff3 fs6 fc0 sc0 ls0 ws0">charakterystyki ryzyka <span class="_ _3"></span>kredy<span class="_ _1"></span>towego <span class="_ _3"></span>(wyod<span class="_ _1"></span>rębnione <span class="_ _0"></span>zostały grupy <span class="_ _3"></span>zgodn<span class="_ _1"></span>ie <span class="_ _3"></span>z kanałami <span class="_ _3"></span>dystrybucji <span class="_ _1"></span><span class="ff2">- <span class="_ _3"></span><span class="ff3">należn<span class="_ _1"></span>ości od<span class="_ _0"></span> <span class="_ _3"></span>klientów </span></span></div><div class="t m0 x4 hf y1a8 ff3 fs6 fc0 sc0 ls0 ws0">eksportowych, <span class="_ _11"> </span>sieciowych, <span class="_ _11"> </span>hurtowych <span class="_ _11"> </span>i <span class="_ _10"> </span>in<span class="_ _1"></span>dywidualnych). <span class="_ _11"> </span>W <span class="_ _11"> </span>celu <span class="_ _10"> </span>określ<span class="_ _1"></span>enia <span class="_ _11"> </span>ogóln<span class="_ _1"></span>ego<span class="_ _1"></span> <span class="_ _11"> </span>współczynnika<span class="_ _1"></span> <span class="_ _10"> </span>n<span class="_ _1"></span>iewypełnienia </div><div class="t m0 x4 hf y29d ff3 fs6 fc0 sc0 ls0 ws0">zobowiązania przep<span class="_ _1"></span>rowadza się analizę nieściągalno<span class="_ _1"></span>ści za osta<span class="_ _1"></span>tnie 3 lata.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y29e ff3 fs6 fc0 sc0 ls0 ws0">Współczyn<span class="_ _1"></span>niki niewypełnienia zobowiązania <span class="_ _1"></span>oblicza się dla nas<span class="_ _1"></span>tępujących przedzia<span class="_ _1"></span>łów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x3a hf y29f ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">niewymagalne; </span></span></div><div class="t m0 x3a hf y2a0 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">przeterminowane do 30 <span class="_ _1"></span>dni;<span class="_ _1"></span> </span></span></div><div class="t m0 x3a hf y2a1 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">przeterminowane od 30 <span class="_ _1"></span>do 60 dni;<span class="_ _1"></span> </span></span></div><div class="t m0 x3a hf y2a2 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">przeterminowane od 60 <span class="_ _1"></span>do 90 dni;<span class="_ _1"></span> </span></span></div><div class="t m0 x3a hf y2a3 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">przeterminowane powyżej 90<span class="_ _1"></span> dni.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x75 hf y2a4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y2a5 ff3 fs6 fc0 sc0 ls0 ws0">W celu określenia współczy<span class="_ _1"></span>nnika niewypełnienia zobowiązania <span class="_ _1"></span>dla danego przedziału wiekowania wyko<span class="_ _1"></span>rzystuje się dane </div><div class="t m0 x4 hf y2a6 ff3 fs6 fc0 sc0 ls0 ws0">historyczne <span class="_ _21"> </span>odnośnie <span class="_ _21"> </span>należności <span class="_ _21"> </span>przekazan<span class="_ _1"></span>ych <span class="_ _21"> </span>na <span class="_ _24"> </span>drogę <span class="_ _21"> </span>sądową <span class="_ _21"> </span>oraz <span class="_ _21"> </span>spisanych<span class="_ _2"></span><span class="ff2">, <span class="_ _21"> </span></span>a <span class="_ _24"> </span>takż<span class="_ _1"></span>e <span class="_ _24"> </span>dan<span class="_ _1"></span>e <span class="_ _24"> </span>odn<span class="_ _1"></span>ośnie <span class="_ _21"> </span>udziału </div><div class="t m0 x4 hf y2a7 ff3 fs6 fc0 sc0 ls0 ws0">otrzymanych <span class="_ _d"></span>płatności <span class="_ _2"></span>w <span class="_ _d"></span>poszczególnych <span class="_ _2"></span>przedział<span class="_ _1"></span>ach <span class="_ _2"></span>wiekowania. <span class="_ _d"></span>Uwzględniony <span class="_ _d"></span>został <span class="_ _2"></span>również <span class="_ _d"></span>wpływ <span class="_ _2"></span>ubezpieczeni<span class="_ _1"></span>a </div><div class="t m0 x4 hf y2a8 ff3 fs6 fc0 sc0 ls0 ws0">należności oraz <span class="_ _1"></span>czynników przyszł<span class="_ _1"></span>ych na kwotę strat <span class="_ _1"></span>kredytowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2a9 ff3 fs6 fc0 sc0 ls0 ws0">Odpis  z <span class="_ _25"> </span>tytułu  utraty<span class="_ _1"></span>  wartości  oblicza  się  u<span class="_ _1"></span>względniając <span class="_ _25"> </span>współczynn<span class="_ _1"></span>iki  niewypełnienia  zob<span class="_ _1"></span>owiązania<span class="_ _2"></span><span class="ff2">,  s<span class="_ _1"></span>korygowane </span></div><div class="t m0 x4 hf y2aa ff2 fs6 fc0 sc0 ls0 ws0">o <span class="ff3">wpływ <span class="_ _1"></span>czynnikó<span class="_ _1"></span>w p<span class="_ _1"></span>rzyszłych oraz <span class="_ _1"></span>wysoko<span class="_ _1"></span>ść sald<span class="_ _1"></span>a należnoś<span class="_ _1"></span>ci n<span class="_ _1"></span>iespłaconych <span class="_ _1"></span>na <span class="_ _1"></span>dzień <span class="_ _1"></span>bilansowy <span class="_ _1"></span>dla <span class="_ _1"></span>każdego <span class="_ _1"></span>przedziału </span></div><div class="t m0 x4 hf y2ab ff2 fs6 fc0 sc0 ls0 ws0">analizy wiekowej. </div><div class="t m0 xe h35 y2ac ff5 fs1 fc1 sc0 ls11 ws0">2.13<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff5">Zapasy </span></span></div><div class="t m0 x4 hf y2ad ff3 fs6 fc0 sc0 ls0 ws0">Zapasy o<span class="_ _1"></span>bejmują<span class="ff2"> </span>towary o<span class="_ _1"></span>raz aktywa z tytu<span class="_ _1"></span>łu spodziewanych zwrotów<span class="_ _1"></span><span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y24c ff2 fs6 fc0 sc0 ls0 ws0">Zapasy wycenian<span class="_ _1"></span>e <span class="ff3">są po<span class="_ _1"></span> cenie nabycia nie wyżs<span class="_ _1"></span>zej</span> <span class="ff3">niż <span class="_ _1"></span>cena sprzedaży netto.</span> </div><div class="t m0 x4 hf y2ae ff3 fs6 fc0 sc0 ls0 ws0">Cena <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>n<span class="_ _1"></span>etto <span class="_ _1"></span>odpowiada <span class="_ _1"></span>oszacowanej <span class="_ _1"></span>cenie <span class="_ _1"></span>sprzed<span class="_ _1"></span>aży <span class="_ _1"></span>zapasów<span class="_ _2"></span><span class="ff2">, <span class="_ _1"></span>pomniejszonej <span class="_ _1"></span>o <span class="_ _1"></span>wszelkie <span class="_ _1"></span>kos<span class="_ _1"></span>zty <span class="_ _1"></span>konieczne <span class="_ _1"></span>do </span></div><div class="t m0 x4 hf y2af ff3 fs6 fc0 sc0 ls0 ws0">zakończenia pro<span class="_ _1"></span>dukcji oraz koszt<span class="_ _1"></span>y dokonania sprzedaż<span class="_ _1"></span>y.<span class="ff2"> </span></div><div class="t m0 x4 hf y2b0 ff3 fs6 fc0 sc0 ls0 ws0">Rozchód <span class="_ _10"> </span>zapasów <span class="_ _16"></span>wycenia <span class="_ _10"> </span>się<span class="ff2"> <span class="_ _10"></span></span>według <span class="_ _16"></span>cen <span class="_ _10"> </span>przeciętnych, <span class="_ _10"> </span>to <span class="_ _16"></span>jest<span class="_ _1"></span><span class="ff2">, <span class="_ _16"></span></span>us<span class="_ _1"></span>talonych <span class="_ _16"></span>w <span class="_ _10"> </span>wysokości <span class="_ _16"></span>średniej <span class="_ _10"> </span>ważonej <span class="_ _10"></span>cen <span class="_ _16"></span>danej </div><div class="t m0 x4 hf y2b1 ff2 fs6 fc0 sc0 ls0 ws0">pozycji towarowej.<span class="_ _1"></span> </div><div class="t m0 x4 hf y2b2 ff3 fs6 fc0 sc0 ls0 ws0">Spółka szacuje wartość <span class="_ _0"></span>zapasów <span class="_ _3"></span>z tytułu<span class="_ _1"></span> <span class="_ _3"></span>s<span class="_ _1"></span>podziewanych zwrotów, tj. <span class="_ _3"></span>wartoś<span class="_ _1"></span>ć towarów, <span class="_ _3"></span>dla których spodziewa się <span class="_ _3"></span>zwrotu </div><div class="t m0 x4 hf y2b3 ff3 fs6 fc0 sc0 ls0 ws0">od <span class="_ _22"> </span>klientów<span class="ff2">, <span class="_ _22"> </span></span>zgodnie <span class="_ _22"> </span>z <span class="_ _22"> </span>prawem <span class="_ _22"> </span>ujętym <span class="_ _22"> </span>w <span class="_ _21"> </span>umowie <span class="_ _22"> </span>lub <span class="_ _22"> </span>przewidziany<span class="_ _1"></span>m <span class="_ _21"> </span>p<span class="_ _1"></span>rzez <span class="_ _22"> </span>prawo <span class="_ _21"> </span>(pat<span class="_ _1"></span>rz <span class="_ _22"> </span>polityka <span class="_ _22"> </span>w <span class="_ _21"> </span>za<span class="_ _1"></span>kresie </div><div class="t m0 x4 hf y2b4 ff3 fs6 fc0 sc0 ls0 ws0">rozpoznawania <span class="_ _13"> </span>przy<span class="_ _1"></span>chodów, <span class="_ _13"> </span>nota<span class="ff2"> <span class="_ _13"> </span>2.21), <span class="_ _13"> </span>na <span class="_ _13"> </span>podstawie <span class="_ _13"> </span>danych <span class="_ _13"> </span>history<span class="_ _1"></span>cznych<span class="_ _1"></span>, <span class="_ _13"> </span></span>obejmujących <span class="_ _17"> </span>p<span class="_ _1"></span>oziom <span class="_ _13"> </span>zwrotów<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x4 hf y2b5 ff2 fs6 fc0 sc0 ls0 ws0">z <span class="_ _10"> </span>3 <span class="_ _10"> </span>poprzednich <span class="_ _10"> </span>lat<span class="_ _1"></span>, <span class="_ _10"> </span><span class="ff3">w <span class="_ _10"> </span>stosunku <span class="_ _10"> </span>do<span class="_ _1"></span> <span class="_ _10"></span>przychodów <span class="_ _10"> </span>ze <span class="_ _10"> </span>sprzedaży. <span class="_ _10"> </span>Szacowan<span class="_ _1"></span>a <span class="_ _10"> </span>wartość <span class="_ _10"> </span>tych <span class="_ _10"> </span>zapas<span class="_ _1"></span>ów <span class="_ _10"> </span>zmniejsza <span class="_ _10"> </span>wartości </span></div><div class="t m0 x4 hf y2b6 ff3 fs6 fc0 sc0 ls0 ws0">sprzedanych<span class="_ _1"></span> towarów.<span class="ff2"> </span></div></div><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:410.060000px;bottom:196.370000px;width:22.230000px;height:12.205000px;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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">20<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Odpis na zapasy jest kalkulowany na bazie rotacji poszczegó<span class="_ _1"></span>lnych towarów, tzn. na podstawie proporcji wielkości zapas<span class="_ _1"></span>u </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">i  ilości  sprzed<span class="_ _1"></span>anego  towaru <span class="_ _25"> </span>w  ciągu  ostatn<span class="_ _1"></span>ich  12  miesię<span class="_ _1"></span>cy.  Odpis<span class="_ _1"></span>em  objęte  są  pozy<span class="_ _1"></span>cje,  których  za<span class="_ _1"></span>pas  p<span class="_ _1"></span>rzekracza </div><div class="t m0 x4 hf y19a ff3 fs6 fc0 sc0 ls0 ws0">przewidywaną 2<span class="ff2">-</span>letnią sprzed<span class="_ _1"></span>aż<span class="ff2">. </span>Kalkulacja obejmuje towar<span class="_ _1"></span>y, które są w stałej ofercie Spółki<span class="ff2">, </span>ze względu na konieczność </div><div class="t m0 x4 hf y19b ff3 fs6 fc0 sc0 ls0 ws0">uzyskania <span class="_ _2"></span>wiarygodny<span class="_ _1"></span>ch <span class="_ _2"></span>danych <span class="_ _1"></span>h<span class="_ _1"></span>istorycznych <span class="_ _2"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>rzeczywistych <span class="_ _2"></span>danych <span class="_ _2"></span>w <span class="_ _2"></span>dłuższym <span class="_ _d"></span><span class="ff2">okres<span class="_ _1"></span>ie</span>. <span class="_ _1"></span>N<span class="_ _1"></span>owe <span class="_ _1"></span>prod<span class="_ _1"></span>ukty <span class="_ _2"></span>są </div><div class="t m0 x4 hf y19c ff3 fs6 fc0 sc0 ls0 ws0">wyłączone <span class="_ _24"> </span>z <span class="_ _24"> </span>kalkulacji <span class="_ _24"> </span>z <span class="_ _24"> </span>uwagi <span class="_ _24"> </span>na <span class="_ _24"> </span>wymagany <span class="_ _24"> </span>okres <span class="_ _21"> </span><span class="ff2">wprowadzenia <span class="_ _24"> </span>produkt<span class="_ _1"></span>u <span class="_ _25"> </span>na <span class="_ _24"> </span>rynek <span class="_ _24"> </span>i <span class="_ _24"> </span>brak<span class="_ _1"></span>, <span class="_ _24"> </span></span>w <span class="_ _25"> </span>związk<span class="_ _1"></span>u <span class="_ _24"> </span>z <span class="_ _24"> </span>tym<span class="ff2">, </span></div><div class="t m0 x4 hf y19d ff3 fs6 fc0 sc0 ls0 ws0">wystarczających d<span class="_ _1"></span>anych do analizy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y230 ff3 fs6 fc0 sc0 ls0 ws0">Odpisy akt<span class="_ _1"></span>ualizujące zapasy ujmowane są w kos<span class="_ _1"></span>zcie własnym sp<span class="_ _1"></span>rzedaży.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y2b7 ff5 fs1 fc1 sc0 ls11 ws0">2.14<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Środki pieniężne i ekwiwalenty środków pieniężnych<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2b8 ff3 fs6 fc0 sc0 ls0 ws0">Środki p<span class="_ _1"></span>ieniężne i ich <span class="_ _1"></span>ekwiwalenty<span class="ff2">,<span class="_ _1"></span> wykaza<span class="_ _1"></span>ne w spra<span class="_ _1"></span>wozdaniu z s<span class="_ _1"></span>ytuacji finans<span class="_ _1"></span>owej, <span class="_ _1"></span></span>obejmują ś<span class="_ _1"></span>rodki pieniężne <span class="_ _1"></span>w banku </div><div class="t m0 x4 hf y2b9 ff3 fs6 fc0 sc0 ls0 ws0">i <span class="_ _13"> </span>w <span class="_ _13"> </span>ka<span class="_ _1"></span>sie <span class="_ _13"> </span>oraz <span class="_ _12"> </span>krótkoterminowe <span class="_ _13"> </span>ak<span class="_ _1"></span>tywa <span class="_ _13"> </span>finan<span class="_ _1"></span>sowe <span class="_ _13"> </span>o <span class="_ _12"> </span>dużej <span class="_ _13"> </span>p<span class="_ _1"></span>łynności<span class="_ _1"></span><span class="ff2">, <span class="_ _12"> </span></span>o <span class="_ _13"> </span>p<span class="_ _1"></span>ierwotnym <span class="_ _13"> </span>okresie <span class="_ _12"> </span>zapadalno<span class="_ _1"></span>ści </div><div class="t m0 x4 hf y2ba ff3 fs6 fc0 sc0 ls0 ws0">nieprzekraczającym <span class="_ _10"> </span>trz<span class="_ _1"></span>ech <span class="_ _10"> </span>m<span class="_ _1"></span>iesięcy, <span class="_ _10"> </span>łatwo <span class="_ _11"> </span>wymienialne <span class="_ _11"> </span>na <span class="_ _10"> </span>określone <span class="_ _10"> </span>kwot<span class="_ _1"></span>y <span class="_ _10"> </span>środ<span class="_ _1"></span>ków <span class="_ _11"> </span>pieniężnych <span class="_ _10"> </span>oraz <span class="_ _11"> </span>narażone <span class="_ _10"> </span>na </div><div class="t m0 x4 hf y2bb ff3 fs6 fc0 sc0 ls0 ws0">nieznaczne ryzyko<span class="_ _1"></span> zmiany wartości god<span class="_ _1"></span>ziwej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y2bc ff5 fs1 fc1 sc0 ls11 ws0">2.15<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Kapitały<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y19 ff3 fs6 fc0 sc0 ls0 ws0">Kapitały <span class="_ _1"></span>własne <span class="_ _1"></span>ujmuje <span class="_ _1"></span>się <span class="_ _1"></span>w <span class="_ _1"></span>księgach <span class="_ _1"></span>rachunko<span class="_ _1"></span>wych <span class="_ _1"></span>z po<span class="_ _1"></span>działem na <span class="_ _1"></span>ich <span class="_ _2"></span>rodzaje <span class="_ _1"></span>i według <span class="_ _1"></span>zas<span class="_ _1"></span>ad okr<span class="_ _1"></span>eślonych <span class="_ _1"></span>przepisami </div><div class="t m0 x4 hf y2bd ff2 fs6 fc0 sc0 ls0 ws0">prawa oraz pos<span class="_ _1"></span>tanowieniami statutu<span class="_ _1"></span>. </div><div class="t m0 x4 hf y2be ff3 fs6 fc0 sc0 ls0 ws0">Rodzaje kapitał<span class="_ _1"></span>ów własnych:<span class="ff2"> </span></div><div class="t m0 x3b hf y2bf ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">kapitał <span class="_ _2"></span>podstawowy <span class="_ _1"></span>(akcy<span class="_ _1"></span>jny) <span class="_ _1"></span>Spółki <span class="_ _2"></span>wykazuje <span class="_ _1"></span>się <span class="_ _2"></span>w <span class="_ _1"></span>wartości <span class="_ _1"></span>nominalnej <span class="_ _2"></span>określonej <span class="_ _2"></span>w <span class="_ _1"></span>statucie <span class="_ _1"></span>i <span class="_ _2"></span>wpisanej </span></span></div><div class="t m0 x7c hf y2c0 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">rejestrze sądowym,<span class="_ _1"></span></span> </div><div class="t m0 x3b hf y2c1 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">kapitał <span class="_ _0"></span>zapasowy <span class="_ _3"></span>z <span class="_ _3"></span>nad<span class="_ _1"></span>wyżki <span class="_ _3"></span>ceny <span class="_ _3"></span>emisyjn<span class="_ _1"></span>ej <span class="_ _3"></span>nad wartością <span class="_ _8"></span>nominalną<span class="_ _1"></span><span class="ff2"> <span class="_ _0"></span><span class="ff3">wykazuje <span class="_ _3"></span>s<span class="_ _1"></span>ię <span class="_ _3"></span>w <span class="_ _3"></span>wartości otrzymanych<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x7c hf y2c2 ff3 fs6 fc0 sc0 ls0 ws0">wpływów <span class="_ _1"></span>z <span class="_ _1"></span>emisji <span class="_ _1"></span>akcji <span class="_ _2"></span>w <span class="_ _1"></span>kwocie <span class="_ _1"></span>przekraczając<span class="_ _1"></span>ej <span class="_ _1"></span>wartość <span class="_ _1"></span>no<span class="_ _1"></span>minalną <span class="_ _1"></span>wyemitowanych <span class="_ _1"></span>ak<span class="_ _1"></span>cji, <span class="_ _1"></span>pomniejszo<span class="_ _1"></span>ny </div><div class="t m0 x7c hf y2c3 ff3 fs6 fc0 sc0 ls0 ws0">o koszty t<span class="_ _1"></span>ransakcyjne związane z emisją.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x3b hf y2c4 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">kapitał <span class="_ _11"> </span>rezerwowy<span class="ff2"> <span class="_ _11"> </span></span>obejmuje <span class="_ _11"> </span>kapitał <span class="_ _11"> </span>utworzony  na <span class="_ _10"> </span>skup<span class="_ _1"></span> <span class="_ _10"> </span>akcji <span class="_ _11"> </span>własnych<span class="_ _1"></span><span class="ff2"> <span class="_ _11"> </span></span>oraz <span class="_ _11"> </span>inne <span class="_ _10"> </span>kapita<span class="_ _1"></span>ły <span class="_ _11"> </span>rezerwowe<span class="ff2">, </span></span></span></div><div class="t m0 x7c hf y2c5 ff2 fs6 fc0 sc0 ls0 ws0">utworzon<span class="ls20">e </span><span class="ff3">n<span class="_ _1"></span>a podsta<span class="_ _1"></span>wie uchwały WZA<span class="_ _1"></span></span> </div><div class="t m0 x3b hf y2c6 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">pozostałe <span class="_ _28"> </span>kapitały<span class="ff2"> <span class="_ _22"> </span></span>obejmują <span class="_ _28"> </span>zyski <span class="_ _22"> </span>i <span class="_ _22"> </span>straty<span class="_ _1"></span> <span class="_ _22"> </span>aktuarialne<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>powstał<span class="_ _1"></span>e <span class="_ _22"> </span>przy <span class="_ _28"> </span>wycenie <span class="_ _21"> </span>ak<span class="_ _1"></span>tuarialnej <span class="_ _22"> </span>rezerw </span></span></div><div class="t m0 x7c hf y2c7 ff2 fs6 fc0 sc0 ls1e ws0">na<span class="ls0"> <span class="ff3">świadczenia emerytalne i p<span class="_ _1"></span>odobne,<span class="_ _1"></span></span> </span></div><div class="t m0 x3b hf y2c8 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">zyski zatrzymane utworz<span class="_ _1"></span>one z podziału wyniku finans<span class="_ _1"></span>owego<span class="ff2"> </span>n<span class="_ _1"></span>a kapitał zapasowy<span class="ff2">, niepodzielonego wyniku </span></span></span></div><div class="t m0 x7c hf y2c9 ff3 fs6 fc0 sc0 ls0 ws0">finansowego oraz zys<span class="_ _1"></span>ku (straty) netto z<span class="_ _1"></span>a okres, któ<span class="_ _1"></span>rego dotyczy sprawozdan<span class="_ _1"></span>ie finansowe.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2ca ff2 fs6 fc0 sc0 ls0 ws0">Koszty <span class="_ _11"> </span>transakcyjne, <span class="_ _11"> </span><span class="ff3">dotyczące <span class="_ _10"> </span>publicznej <span class="_ _10"> </span>e<span class="_ _1"></span>misji <span class="_ _10"> </span>akcji<span class="_ _1"></span></span>, <span class="_ _10"> </span><span class="ff3">o<span class="_ _1"></span>dnoszone <span class="_ _11"> </span>są <span class="_ _10"> </span>do <span class="_ _10"> </span>kap<span class="_ _1"></span>itału <span class="_ _10"> </span>własnego <span class="_ _10"> </span>i <span class="_ _11"> </span>pomniejszają <span class="_ _10"> </span>n<span class="_ _1"></span>adwyżkę </span></div><div class="t m0 x4 hf y2cb ff3 fs6 fc0 sc0 ls0 ws0">wartości <span class="_ _d"></span>emisyjnej <span class="_ _d"></span>n<span class="_ _1"></span>ad <span class="_ _d"></span>wartością <span class="_ _d"></span>nominaln<span class="_ _1"></span>ą <span class="_ _d"></span>akcji <span class="_ _d"></span>w <span class="_ _d"></span>momencie <span class="_ _d"></span>emisji <span class="_ _d"></span>akcji.<span class="_ _2"></span><span class="ff2"> <span class="_ _d"></span></span>Koszty <span class="_ _d"></span>tran<span class="_ _1"></span>sakcyjne <span class="_ _d"></span>dotyczą<span class="_ _1"></span>ce <span class="_ _2"></span>sku<span class="_ _1"></span>pu <span class="_ _d"></span>akcji </div><div class="t m0 x4 hf y2cc ff3 fs6 fc0 sc0 ls0 ws0">pomniejszają kap<span class="_ _1"></span>itał rezerwowy utworzony<span class="_ _1"></span> zgodnie z uchwał<span class="_ _1"></span>ą WZA na ten cel.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y2cd ff5 fs1 fc1 sc0 ls11 ws0">2.16<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Zobowiązania z tytułu kredytów bankowych<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2ce ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>momenci<span class="_ _1"></span>e <span class="_ _2"></span>początkowego <span class="_ _d"></span>ujęcia<span class="_ _1"></span><span class="ff2">, <span class="_ _d"></span></span>kredyty <span class="_ _2"></span>b<span class="_ _1"></span>ankowe <span class="_ _2"></span>są <span class="_ _d"></span>ujmowane <span class="_ _d"></span>według <span class="_ _d"></span>wartości <span class="_ _2"></span>go<span class="_ _1"></span>dziwej, <span class="_ _2"></span>pomniejszo<span class="_ _1"></span>nej <span class="_ _2"></span>o <span class="_ _2"></span>ko<span class="_ _1"></span>szty </div><div class="t m0 x4 hf y13e ff2 fs6 fc0 sc0 ls0 ws0">transakcyjn<span class="_ _1"></span>e, <span class="_ _10"> </span><span class="ff3">a <span class="_ _10"> </span>p<span class="_ _1"></span>o <span class="_ _10"> </span>początkowym <span class="_ _10"> </span>ujęciu<span class="_ _1"></span></span>, <span class="_ _10"> </span><span class="ff3">wyceniane <span class="_ _11"> </span>są <span class="_ _10"> </span>wedłu<span class="_ _1"></span>g <span class="_ _10"> </span>zamortyzowan<span class="_ _1"></span>ego <span class="_ _10"> </span>kosztu, <span class="_ _11"> </span>przy <span class="_ _10"> </span>zastosowaniu <span class="_ _11"> </span>metody </span></div><div class="t m0 x4 hf y2cf ff2 fs6 fc0 sc0 ls0 ws0">efektywnej stopy<span class="_ _1"></span> procentowej. </div><div class="t m0 xe h35 y2d0 ff5 fs1 fc1 sc0 ls11 ws0">2.17<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Zobowiązania z tytułu dostaw i usług i pozostałe zobowiązania<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2d1 ff3 fs6 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _16"></span>z <span class="_ _d"></span>ty<span class="_ _1"></span>tułu <span class="_ _d"></span>dostaw <span class="_ _16"></span>i <span class="_ _d"></span>usług <span class="_ _16"></span>początkowo <span class="_ _d"></span>u<span class="_ _1"></span>jmuje <span class="_ _d"></span>się <span class="_ _16"></span>w <span class="_ _d"></span>wartości <span class="_ _16"></span>godziwej, <span class="_ _d"></span>a <span class="_ _16"></span>następnie, <span class="_ _16"></span>o <span class="_ _d"></span>ile <span class="_ _d"></span>d<span class="_ _1"></span>yskonto <span class="_ _d"></span>by<span class="_ _1"></span>łoby </div><div class="t m0 x4 hf y2d2 ff3 fs6 fc0 sc0 ls0 ws0">istotne, wycenia według z<span class="_ _1"></span>amortyzowan<span class="_ _1"></span>ego kosztu, s<span class="_ _1"></span>tosując metodę efektywnej sto<span class="_ _1"></span>py procentowej.<span class="_ _2"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">21<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _2"></span>zobo<span class="_ _1"></span>wiązania <span class="_ _2"></span>obejmują <span class="_ _2"></span>potencjalne <span class="_ _2"></span>zob<span class="_ _1"></span>owiązanie <span class="_ _2"></span>z <span class="_ _2"></span>tytu<span class="_ _1"></span>łu <span class="_ _2"></span>zwrotów <span class="_ _2"></span>towarów <span class="_ _2"></span>d<span class="_ _1"></span>okonywanych<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _1"></span>rzez <span class="_ _2"></span>klientów<span class="_ _2"></span><span class="ff2">,  </span></div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">z prawem <span class="_ _3"></span>u<span class="_ _1"></span>jętym w <span class="_ _3"></span>u<span class="_ _1"></span>mowie lub przewidzianym przez <span class="_ _3"></span>pra<span class="_ _1"></span>wo (patrz polityka w <span class="_ _3"></span>zakresie rozpozn<span class="_ _1"></span>awania przychodów, nota<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0">2.21<span class="ff3">). <span class="_ _d"></span>Warto<span class="_ _1"></span>ść <span class="_ _d"></span>tego <span class="_ _16"></span>zobowiąza<span class="_ _1"></span>nia <span class="_ _16"></span>jest <span class="_ _d"></span>sza<span class="_ _1"></span>cowana <span class="_ _16"></span>na <span class="_ _d"></span>podstawie <span class="_ _d"></span>danych<span class="_ _1"></span> <span class="_ _d"></span>his<span class="_ _1"></span>torycznych <span class="_ _16"></span>obejmujących <span class="_ _d"></span>poziom <span class="_ _16"></span>zwrotów <span class="_ _d"></span></span> </div><div class="t m0 x4 hf y19b ff2 fs6 fc0 sc0 ls0 ws0">z 3 <span class="_ _1"></span>poprzednich <span class="_ _1"></span>lat<span class="_ _1"></span>, <span class="ff3">w <span class="_ _1"></span>stos<span class="_ _1"></span>unku do <span class="_ _1"></span>przych<span class="_ _1"></span>odów ze <span class="_ _1"></span>sprzedaży<span class="_ _2"></span></span>. <span class="ff3">Jedno<span class="_ _1"></span>cześnie <span class="_ _1"></span>Spółka</span> <span class="_ _1"></span><span class="ff3">ujmuje s<span class="_ _1"></span>zacowaną <span class="_ _1"></span>wartość <span class="_ _1"></span>zapas<span class="_ _1"></span>ów, </span></div><div class="t m0 x4 hf y19c ff3 fs6 fc0 sc0 ls0 ws0">którą klienci mogą zwrócić <span class="_ _0"></span>i ujm<span class="_ _0"></span>uje ją w <span class="_ _0"></span>pozycji zapasy oraz j<span class="_ _0"></span>ako zmniejszenie wartości sprzedanych towarów (patrz <span class="_ _3"></span>n<span class="_ _1"></span>ota<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y19d ff2 fs6 fc0 sc0 ls0 ws0">2.13<span class="ls21">).</span> </div><div class="t m0 x4 hf y230 ff3 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>pod<span class="_ _1"></span>stawie <span class="_ _2"></span>przepisów <span class="_ _d"></span>Parlamentu <span class="_ _2"></span>Eu<span class="_ _1"></span>ropejskiego <span class="_ _2"></span>oraz <span class="_ _d"></span>obowiązujący<span class="_ _1"></span>ch <span class="_ _2"></span>usta<span class="_ _1"></span>w <span class="_ _2"></span>m.in. <span class="_ _2"></span>o <span class="_ _d"></span>zużytym <span class="_ _d"></span>sprzęcie <span class="_ _2"></span>elektrycznym<span class="_ _1"></span> </div><div class="t m0 x4 hf y2d3 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">elektronicznym <span class="_ _13"> </span>Spó<span class="_ _1"></span>łkę, <span class="_ _13"> </span>jako <span class="_ _13"> </span>pod<span class="_ _1"></span>miot <span class="_ _13"> </span>wprowadzają<span class="_ _1"></span>cy <span class="_ _13"> </span>do <span class="_ _13"> </span>obrotu<span class="_ _1"></span> <span class="_ _13"> </span>sprzęt <span class="_ _13"> </span>elektry<span class="_ _1"></span>czny <span class="_ _13"> </span>i <span class="_ _13"> </span>elektroniczny, <span class="_ _13"> </span>b<span class="_ _1"></span>aterie </span></div><div class="t m0 x4 hf y1a0 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">akumulatory, <span class="_ _24"> </span>opakowania <span class="_ _24"> </span>oraz <span class="_ _24"> </span>prod<span class="_ _1"></span>ukty <span class="_ _25"> </span>tj. <span class="_ _24"> </span>oleje <span class="_ _24"> </span>czy <span class="_ _25"> </span>op<span class="_ _1"></span>ony, <span class="_ _24"> </span>obowiązuje <span class="_ _24"> </span>system <span class="_ _24"> </span>rozszerzonej <span class="_ _24"> </span>odp<span class="_ _1"></span>owiedzialnoś<span class="_ _2"></span></span><span class="ls1f">ci</span> </div><div class="t m0 x4 hf y2d4 ff3 fs6 fc0 sc0 ls0 ws0">producenta, <span class="_ _16"></span>w <span class="_ _16"></span>ra<span class="_ _1"></span>mach <span class="_ _16"></span>którego <span class="_ _16"></span>odpowiedzialność <span class="_ _10"></span>producenta <span class="_ _16"></span>za <span class="_ _16"></span>produkt <span class="_ _16"></span>obowiązu<span class="_ _1"></span>je <span class="_ _16"></span>na <span class="_ _16"></span>etapie <span class="_ _16"></span>cyklu <span class="_ _16"></span>życia <span class="_ _16"></span>produktu, <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2d5 ff3 fs6 fc0 sc0 ls0 ws0">gdy <span class="_ _0"></span>staje <span class="_ _3"></span>s<span class="_ _1"></span>ię <span class="_ _3"></span>on odpadem. <span class="_ _3"></span>Spółka<span class="_ _1"></span> <span class="_ _0"></span>jest <span class="_ _3"></span>zobowiązan<span class="_ _1"></span>a <span class="_ _0"></span>do <span class="_ _3"></span>sfinans<span class="_ _1"></span>owania <span class="_ _0"></span>systemu <span class="_ _0"></span>zbierania <span class="_ _0"></span>i <span class="_ _3"></span>recyklingu<span class="_ _1"></span> <span class="_ _3"></span>o<span class="_ _1"></span>dpadów powstałych </div><div class="t m0 x4 hf y2d6 ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _22"> </span>wprowadzonych <span class="_ _22"> </span>przez <span class="_ _22"> </span>s<span class="_ _1"></span>iebie <span class="_ _21"> </span>produ<span class="_ _1"></span>któw <span class="_ _22"> </span>i <span class="_ _21"> </span>o<span class="_ _1"></span>pakowań. <span class="_ _22"> </span>Obowiązki <span class="_ _22"> </span>te <span class="_ _22"> </span>realizowane <span class="_ _22"> </span>są <span class="_ _22"> </span>poprzez <span class="_ _22"> </span>za<span class="_ _1"></span>warcie <span class="_ _21"> </span>u<span class="_ _1"></span>mowy </div><div class="t m0 x4 hf y2d7 ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">Organizacjami <span class="_ _d"></span>Odzysku<span class="_ _1"></span>. <span class="_ _d"></span>Koszty <span class="_ _d"></span>wynikające <span class="_ _d"></span>z <span class="_ _d"></span>tych <span class="_ _d"></span>umó<span class="_ _1"></span>w <span class="_ _2"></span>r<span class="_ _1"></span>ozpoznawan<span class="_ _1"></span>e <span class="_ _2"></span>są <span class="_ _d"></span>w <span class="_ _d"></span>całym <span class="_ _d"></span>okr<span class="_ _1"></span>esie <span class="_ _2"></span>oraz <span class="_ _d"></span>rozlicza<span class="_ _1"></span>ne <span class="_ _d"></span>na <span class="_ _d"></span>koniec </span></div><div class="t m0 x4 hf y2d8 ff2 fs6 fc0 sc0 ls0 ws0">roku obroto<span class="_ _1"></span>wego po otrzymaniu o<span class="_ _1"></span>statecznej faktury.<span class="_ _1"></span> </div><div class="t m0 xe h35 y2d9 ff5 fs1 fc1 sc0 ls11 ws0">2.18<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Podatek bieżący i odroczony<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2da ff3 fs6 fc0 sc0 ls0 ws0">Na obowiązkowe obciążenia <span class="_ _1"></span>wyniku s<span class="_ _1"></span>kładają się p<span class="_ _1"></span>odatek bieżący oraz pod<span class="_ _1"></span>atek odroczony.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h1e y2db ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Podatek bieżący<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y215 ff3 fs6 fc0 sc0 ls0 ws0">Bieżące <span class="_ _10"> </span>obciążeni<span class="_ _1"></span>e <span class="_ _11"> </span>podatkowe <span class="_ _10"> </span>jes<span class="_ _1"></span>t <span class="_ _11"> </span>obliczane <span class="_ _10"> </span>na <span class="_ _11"> </span>podstawie <span class="_ _10"> </span>wyn<span class="_ _1"></span>iku <span class="_ _11"> </span>podatkowego <span class="_ _11"> </span>danego <span class="_ _10"> </span>okresu <span class="_ _11"> </span>sprawozdawczego.<span class="_ _1"></span> </div><div class="t m0 x4 hf y2dc ff3 fs6 fc0 sc0 ls0 ws0">Obciążenia podatko<span class="_ _1"></span>we są wyliczane w oparciu <span class="_ _1"></span>o stawki podatkowe obo<span class="_ _1"></span>wiązujące w dan<span class="_ _1"></span>ym roku podat<span class="_ _1"></span>kowym.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h1e y2dd ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff5">Podatek odr<span class="_ _1"></span>oczony </span></span></div><div class="t m0 x4 hf y2a0 ff3 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _d"></span>i <span class="_ _16"></span>zobowiązania <span class="_ _16"></span>z <span class="_ _d"></span>ty<span class="_ _1"></span>tułu <span class="_ _16"></span>odroczonego <span class="_ _16"></span>podatku <span class="_ _16"></span>dochodowego <span class="_ _d"></span>ustala <span class="_ _16"></span>się <span class="_ _16"></span>w <span class="_ _d"></span>odniesieniu<span class="_ _1"></span> <span class="_ _d"></span>do <span class="_ _16"></span>różnic <span class="_ _16"></span>przejściowych </div><div class="t m0 x4 hf y2de ff3 fs6 fc0 sc0 ls0 ws0">pomiędzy wartościami księgo<span class="_ _1"></span>wymi aktywów i zobowiązań<span class="_ _2"></span><span class="ff2">, </span>a <span class="_ _1"></span>odpowiadającymi im wartoś<span class="_ _1"></span>ciami podatkowymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2df ff3 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _1"></span>z <span class="_ _2"></span>tytułu <span class="_ _1"></span>odroczo<span class="_ _1"></span>nego <span class="_ _1"></span>podatku <span class="_ _1"></span>d<span class="_ _1"></span>ochodowego <span class="_ _1"></span>ujmu<span class="_ _1"></span>je <span class="_ _1"></span>się <span class="_ _1"></span>ty<span class="_ _1"></span>lko <span class="_ _1"></span>wtedy, <span class="_ _1"></span>gdy <span class="_ _2"></span>jest <span class="_ _1"></span>prawdopodobne, <span class="_ _2"></span>że <span class="_ _1"></span>w <span class="_ _2"></span>przyszłości </div><div class="t m0 x4 hf y2e0 ff3 fs6 fc0 sc0 ls0 ws0">zostanie <span class="_ _10"> </span>o<span class="_ _1"></span>siągnięty <span class="_ _10"> </span>d<span class="_ _1"></span>ochód <span class="_ _10"> </span>do <span class="_ _11"> </span>opodatkowania, <span class="_ _11"> </span>który <span class="_ _10"> </span>umożliwi <span class="_ _10"> </span>wyko<span class="_ _1"></span>rzystanie <span class="_ _11"> </span>różnic <span class="_ _10"> </span>przejściowych<span class="_ _1"></span> <span class="_ _10"> </span>i <span class="_ _10"> </span>od<span class="_ _1"></span>liczenie <span class="_ _10"> </span>stra<span class="_ _1"></span>t </div><div class="t m0 x4 hf y2e1 ff2 fs6 fc0 sc0 ls0 ws0">podatkowych. Aktywa ustala si<span class="ff3">ę <span class="_ _3"></span>w wysokoś<span class="_ _1"></span>ci kwoty <span class="_ _3"></span>przewid<span class="_ _1"></span>zianej w <span class="_ _3"></span>p<span class="_ _1"></span>rzyszłoś<span class="_ _1"></span>ci do<span class="ff2"> odliczenia od podatku <span class="_ _0"></span>dochodowego, </span></span></div><div class="t m0 x4 hf y2e2 ff3 fs6 fc0 sc0 ls0 ws0">w  związku  z  u<span class="_ _1"></span>jemnymi  różni<span class="_ _1"></span>cami  przejścio<span class="_ _1"></span>wymi,  które  s<span class="_ _1"></span>powodują <span class="_ _25"> </span>w  przyszłoś<span class="_ _1"></span>ci  zmniejszenie  podstawy <span class="_ _25"> </span>obliczenia </div><div class="t m0 x4 hf y2e3 ff3 fs6 fc0 sc0 ls0 ws0">podatku dochod<span class="_ _1"></span>owego oraz straty pod<span class="_ _1"></span>atkowej możliwej do odlicz<span class="_ _1"></span>enia,<span class="_ _1"></span> ustalonej p<span class="_ _1"></span>rzy uwzględnieniu zasady ostrożn<span class="_ _1"></span>ości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2e4 ff3 fs6 fc0 sc0 ls0 ws0">Wysokość <span class="_ _10"> </span>aktywów <span class="_ _16"></span>i <span class="_ _10"> </span>zobowiązań<span class="_ _1"></span> <span class="_ _16"></span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>odroczonego <span class="_ _16"></span>p<span class="_ _1"></span>odatku <span class="_ _10"> </span>dochodowego <span class="_ _10"> </span>ustala <span class="_ _16"></span>s<span class="_ _1"></span>ię <span class="_ _16"></span>przy <span class="_ _10"> </span>uwzględnieniu <span class="_ _10"> </span>stawek </div><div class="t m0 x4 hf y2e5 ff3 fs6 fc0 sc0 ls0 ws0">podatku d<span class="_ _1"></span>ochodowego, które będą obowiązy<span class="_ _1"></span>wać w momencie realizacj<span class="_ _1"></span>i aktywów lub po<span class="_ _1"></span>wstania zobowiązan<span class="_ _1"></span>ia.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y2e6 ff3 fs6 fc0 sc0 ls0 ws0">Aktywa oraz <span class="_ _1"></span>zobo<span class="_ _1"></span>wiązania z <span class="_ _1"></span>tytułu <span class="_ _1"></span>odroczonego p<span class="_ _1"></span>odatku dochod<span class="_ _1"></span>owego został<span class="_ _1"></span>y s<span class="_ _1"></span>kompensowane, gdyż <span class="_ _1"></span>na <span class="_ _1"></span>tym poziomie </div><div class="t m0 x4 hf y2e7 ff3 fs6 fc0 sc0 ls0 ws0">spełnione <span class="_ _24"> </span>s<span class="_ _1"></span>ą <span class="_ _24"> </span>kryteria <span class="_ _21"> </span>MSR <span class="_ _24"> </span>12 <span class="_ _21"> </span>„Podatek <span class="_ _24"> </span>d<span class="_ _1"></span>ochodowy” <span class="_ _21"> </span>doty<span class="_ _1"></span>czące <span class="_ _24"> </span>kompensowania <span class="_ _21"> </span>aktywów <span class="_ _24"> </span>i <span class="_ _24"> </span>zo<span class="_ _1"></span>bowiązań <span class="_ _24"> </span>z <span class="_ _21"> </span>tytułu </div><div class="t m0 x4 hf y2e8 ff2 fs6 fc0 sc0 ls0 ws0">odroczonego pod<span class="_ _1"></span>atku dochodowego.<span class="_ _1"></span> </div><div class="t m0 x4 hf y2e9 ff3 fs6 fc0 sc0 ls0 ws0">Podatek <span class="_ _d"></span>odroczony <span class="_ _d"></span>ujmuje <span class="_ _d"></span>się <span class="_ _2"></span>od <span class="_ _d"></span>różn<span class="_ _1"></span>ic <span class="_ _2"></span>przejściowych<span class="_ _2"></span><span class="ff2">, <span class="_ _2"></span></span>p<span class="_ _1"></span>owstałych <span class="_ _d"></span>na <span class="_ _2"></span>inwesty<span class="_ _1"></span>cjach <span class="_ _d"></span>w <span class="_ _2"></span>jednostki <span class="_ _d"></span>zależn<span class="_ _1"></span>e, <span class="_ _2"></span>za <span class="_ _d"></span>wyjątkiem </div><div class="t m0 x4 hf y2ea ff2 fs6 fc0 sc0 ls0 ws0">przypadku, <span class="_ _1"></span>gdy <span class="_ _1"></span><span class="ff3">Spółka</span> <span class="_ _1"></span><span class="ff3">kontroluje <span class="_ _1"></span>odwracanie tych<span class="_ _1"></span> różnic <span class="_ _1"></span>i j<span class="_ _1"></span>est <span class="_ _1"></span>prawdopodob<span class="_ _1"></span>ne, że <span class="_ _1"></span>różnice te nie <span class="_ _1"></span>odwrócą <span class="_ _1"></span>się <span class="_ _1"></span>w dając<span class="_ _1"></span>ej </span></div><div class="t m0 x4 hf y2eb ff3 fs6 fc0 sc0 ls0 ws0">się przewidzieć przyszł<span class="_ _1"></span>ości.<span class="ff2"> </span></div><div class="t m0 xe h35 y2ec ff5 fs1 fc1 sc0 ls11 ws0">2.19<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Zobowiązania z tytułu świadczeń pracowniczych<span class="ff5"> </span></span></span></div><div class="t m0 x25 h1e y2ed ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y2ee ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Program świadczeń p<span class="_ _1"></span>o okresie zatrud<span class="_ _1"></span>nienia <span class="_ _1"></span>–<span class="ff5"> </span>program określonych składek<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2ef ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _2c"> </span>uczestn<span class="_ _1"></span>iczy <span class="_ _2c"> </span>w <span class="_ _2c"> </span>państwowym <span class="_ _28"> </span>pro<span class="_ _1"></span>gramie <span class="_ _2c"> </span>świadcz<span class="_ _1"></span>eń <span class="_ _2c"> </span>po <span class="_ _2c"> </span>okresie <span class="_ _2c"> </span>zatrudnienia<span class="_ _2"></span><span class="ff2">, <span class="_ _2c"> </span></span>płacąc <span class="_ _2c"> </span>odpowiedni <span class="_ _2c"> </span>procent </div><div class="t m0 x4 hf y2f0 ff2 fs6 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _10"> </span><span class="ff3">brutto <span class="_ _16"></span>jako <span class="_ _16"></span>skład<span class="_ _1"></span>kę <span class="_ _16"></span>do <span class="_ _16"></span>Zakładu <span class="_ _16"></span>Ubezpieczeń <span class="_ _10"></span>Społecznych. <span class="_ _16"></span>Program <span class="_ _16"></span>ten<span class="_ _1"></span> <span class="_ _16"></span>stanowi <span class="_ _16"></span>pro<span class="_ _1"></span>gram <span class="_ _16"></span>określonych </span></div><div class="t m0 x4 hf y2f1 ff3 fs6 fc0 sc0 ls0 ws0">składek. Pł<span class="_ _1"></span>acone składki ujmowane są <span class="_ _1"></span>jako koszt<span class="_ _1"></span> w<span class="ff2"> momencie ponies<span class="_ _1"></span>ienia. </span></div><div class="t m0 x4 hf y292 ff3 fs6 fc0 sc0 ls0 ws0">Spółka  uczestniczy <span class="_ _11"> </span>także <span class="_ _11"> </span>od <span class="_ _11"> </span>2019 <span class="_ _11"> </span>r.  w <span class="_ _10"> </span>p<span class="_ _1"></span>rogramie <span class="_ _11"> </span>Pracow<span class="_ _1"></span>niczych  Planów <span class="_ _11"> </span>Kapitałowych<span class="_ _1"></span><span class="ff2">,  </span>płacąc <span class="_ _11"> </span>odpowiedni  procent </div><div class="t m0 x4 hf y293 ff2 fs6 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _d"></span><span class="ff3">brutto <span class="_ _d"></span>jako <span class="_ _2"></span>s<span class="_ _1"></span>kładkę. <span class="_ _2"></span>Program <span class="_ _d"></span>ten <span class="_ _2"></span>stano<span class="_ _1"></span>wi <span class="_ _2"></span>program <span class="_ _d"></span>określonych <span class="_ _d"></span>skład<span class="_ _1"></span>ek <span class="_ _2"></span>i <span class="_ _2"></span>płaco<span class="_ _1"></span>ne <span class="_ _2"></span>skład<span class="_ _1"></span>ki <span class="_ _2"></span>ujmowane <span class="_ _d"></span>są </span></div><div class="t m0 x4 hf y2f2 ff2 fs6 fc0 sc0 ls0 ws0">jako koszt<span class="_ _1"></span> w momencie poniesienia.<span class="_ _1"></span> </div></div><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1439.600000px;width:22.229000px;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:103.500000px;bottom:1354.360000px;width:22.229000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">22<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h1e y2f3 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Program <span class="_ _d"></span>świadcze<span class="_ _1"></span>ń <span class="_ _d"></span>po <span class="_ _d"></span>okresie <span class="_ _d"></span>zatrud<span class="_ _1"></span>nienia <span class="_ _16"></span>–<span class="ff5"> <span class="_ _d"></span></span>program <span class="_ _d"></span>określonych <span class="_ _16"></span>świadczeń <span class="_ _d"></span>(odprawy <span class="_ _d"></span>emerytalne) <span class="_ _16"></span>oraz </span></span></div><div class="t m0 x3b h1e y2f4 ff4 fs6 fc0 sc0 ls0 ws0">inne świadczenia<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x4 hf y171 ff2 fs6 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _11"> </span>z <span class="_ _10"> </span>Kod<span class="_ _1"></span>eksem <span class="_ _10"> </span>Pracy<span class="_ _1"></span> <span class="_ _10"> </span>i  <span class="ff3">zakładowymi <span class="_ _11"> </span>systemami <span class="_ _10"> </span>i <span class="_ _11"> </span>regulaminami <span class="_ _11"> </span>wynagradza<span class="_ _1"></span>nia <span class="_ _11"> </span>pracownicy <span class="_ _10"> </span>Spółki <span class="_ _11"> </span>mają <span class="_ _11"> </span>prawo </span></div><div class="t m0 x4 hf y2f5 ff2 fs6 fc0 sc0 ls1e ws0">do<span class="ls0"> <span class="ff3">odpraw <span class="_ _28"> </span>pośmiertnych <span class="_ _28"> </span>oraz <span class="_ _28"> </span>odpraw <span class="_ _22"> </span>emerytalnych<span class="_ _1"></span>. <span class="_ _22"> </span>O<span class="_ _1"></span>dprawy <span class="_ _28"> </span>pośmiertne <span class="_ _28"> </span>są <span class="_ _22"> </span>wyp<span class="_ _1"></span>łacane <span class="_ _28"> </span>jednorazowo <span class="_ _28"> </span>rodzinie </span></span></div><div class="t m0 x4 hf y2f6 ff2 fs6 fc0 sc0 ls0 ws0">pracownika, <span class="_ _21"> </span><span class="ff3">w <span class="_ _24"> </span>przy<span class="_ _1"></span>padku <span class="_ _21"> </span>jego <span class="_ _24"> </span>ś<span class="_ _1"></span>mierci. <span class="_ _24"> </span>Odprawy <span class="_ _21"> </span>emerytalne <span class="_ _21"> </span>są <span class="_ _21"> </span>wypłacane <span class="_ _24"> </span>jedn<span class="_ _1"></span>orazowo, <span class="_ _21"> </span>w <span class="_ _24"> </span>momencie <span class="_ _21"> </span>przejścia <span class="_ _2"></span></span> </div><div class="t m0 x4 hf y2f7 ff3 fs6 fc0 sc0 ls0 ws0">na <span class="_ _16"></span>emeryturę. <span class="_ _16"></span>Program <span class="_ _10"></span>jest <span class="_ _16"></span>w <span class="_ _16"></span>całości <span class="_ _16"></span>finan<span class="_ _1"></span>sowany <span class="_ _16"></span>przez <span class="_ _16"></span>Spółkę. <span class="_ _10"> </span>Wys<span class="_ _1"></span>okość <span class="_ _16"></span>odpraw <span class="_ _16"></span>emerytalnych <span class="_ _16"></span>oraz <span class="_ _10"></span>pośmiertnych </div><div class="t m0 x4 hf y2f8 ff3 fs6 fc0 sc0 ls0 ws0">zależy <span class="_ _3"></span>od <span class="_ _3"></span>s<span class="_ _1"></span>tażu <span class="_ _3"></span>pracy <span class="_ _0"></span>oraz <span class="_ _3"></span>średniego <span class="_ _3"></span>wynagrodzenia pracownika. <span class="_ _3"></span>Spółka <span class="_ _3"></span>tworz<span class="_ _1"></span>y <span class="_ _3"></span>rezerwę <span class="_ _3"></span>na<span class="_ _2"></span><span class="ff2"> </span>przyszłe <span class="_ _3"></span>zo<span class="_ _1"></span>bowiązania <span class="_ _3"></span>z <span class="_ _0"></span>tytułu </div><div class="t m0 x4 hf y2f9 ff3 fs6 fc0 sc0 ls0 ws0">odpraw emerytalnych i od<span class="_ _1"></span>praw pośmiertnych w ce<span class="_ _1"></span>lu przyporządko<span class="_ _1"></span>wania kosztó<span class="_ _1"></span>w do<span class="_ _1"></span><span class="ff2"> </span>o<span class="_ _1"></span>kresów, których doty<span class="_ _1"></span>czą. <span class="ff2"> </span></div><div class="t m0 x4 hf y232 ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _10"> </span>bieżąca <span class="_ _10"> </span>tych <span class="_ _10"> </span>zo<span class="_ _1"></span>bowiązań <span class="_ _10"> </span>jest <span class="_ _10"> </span>obliczon<span class="_ _1"></span>a <span class="_ _16"></span>przez <span class="_ _10"> </span>n<span class="_ _1"></span>iezależnego <span class="_ _10"> </span>aktuariusza<span class="_ _1"></span> <span class="_ _10"></span>metodą <span class="_ _10"> </span>prognozowanych<span class="_ _1"></span> <span class="_ _10"></span>świadczeń </div><div class="t m0 x4 hf y2fa ff3 fs6 fc0 sc0 ls0 ws0">jednostkowych. Naliczon<span class="_ _1"></span>e zobowiązania są równe zdyskontowanym płatnościom, które w<span class="_ _1"></span><span class="ff2"> </span>przy<span class="_ _1"></span>szłoś<span class="_ _1"></span>ci zostaną dokonane, </div><div class="t m0 x4 hf y2fb ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _28"> </span>uwzględnieniem <span class="_ _28"> </span>rotacji <span class="_ _28"> </span>zatrudni<span class="_ _1"></span>enia <span class="_ _28"> </span>i <span class="_ _22"> </span>d<span class="_ _1"></span>otyczą <span class="_ _28"> </span>okresu <span class="_ _28"> </span>do <span class="_ _22"> </span>d<span class="_ _1"></span>nia <span class="_ _28"> </span>kończącego <span class="_ _28"> </span>okres <span class="_ _28"> </span>sprawozdawczy. <span class="_ _28"> </span>Informacje </div><div class="t m0 x4 hf y2fc ff3 fs6 fc0 sc0 ls0 ws0">demograficzne oraz informacj<span class="_ _1"></span>e o rotacji zatrudnienia <span class="_ _1"></span>oparte są o dane historyczne. Zyski<span class="_ _2"></span><span class="ff2"> i </span>straty z obliczeń aktuarialny<span class="_ _1"></span>ch </div><div class="t m0 x4 hf y2fd ff3 fs6 fc0 sc0 ls0 ws0">są  rozpoznawan<span class="_ _1"></span>e  w  w<span class="_ _0"></span>yniku  finansowym<span class="ff2">,<span class="_ _1"></span>  poza  zyskami  i  stratami  </span>aktuarialnymi,  które  rozpoznawane  są  w  innych </div><div class="t m0 x4 hf y17b ff3 fs6 fc0 sc0 ls0 ws0">całkowitych doch<span class="_ _1"></span>odach<span class="ff2">. </span></div><div class="t m0 xe h35 y2fe ff5 fs1 fc1 sc0 ls11 ws0">2.20<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff5">Rezerwy </span></span></div><div class="t m0 x4 hf y2ff ff3 fs6 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _10"> </span>tworzone <span class="_ _11"> </span>są <span class="_ _10"> </span>wówczas<span class="_ _1"></span>, <span class="_ _10"> </span>gdy <span class="_ _10"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>Spółce <span class="_ _10"> </span>ciąży <span class="_ _11"> </span>zobowiązanie <span class="_ _10"></span>(prawne <span class="_ _10"> </span>lub <span class="_ _11"> </span>zwyczajowo <span class="_ _10"> </span>oczekiwane) <span class="_ _11"> </span>wynikając<span class="_ _2"></span><span class="ff2">e  </span></div><div class="t m0 x4 hf y79 ff3 fs6 fc0 sc0 ls0 ws0">ze <span class="_ _2"></span>zd<span class="_ _1"></span>arzeń <span class="_ _d"></span>przeszłych, <span class="_ _d"></span>i <span class="_ _d"></span>gdy <span class="_ _2"></span>prawdopod<span class="_ _1"></span>obne <span class="_ _d"></span>jest, <span class="_ _d"></span>że <span class="_ _2"></span>wyp<span class="_ _1"></span>ełnienie <span class="_ _2"></span>tego <span class="_ _d"></span>zobowiązania <span class="_ _d"></span>sp<span class="_ _1"></span>owoduje <span class="_ _d"></span>konieczność <span class="_ _d"></span>wypływu </div><div class="t m0 x4 hf y152 ff3 fs6 fc0 sc0 ls0 ws0">środków <span class="_ _2e"> </span>uosabiających <span class="_ _2e"> </span>korzyści <span class="_ _12"> </span>ekonomiczne, <span class="_ _12"> </span>oraz <span class="_ _2e"> </span>można <span class="_ _2e"> </span>dokonać <span class="_ _12"> </span>wiarygodn<span class="_ _1"></span>ego <span class="_ _12"> </span>oszacowan<span class="_ _1"></span>ia <span class="_ _12"> </span>k<span class="_ _1"></span>woty <span class="_ _12"> </span>te<span class="_ _1"></span>go </div><div class="t m0 x4 hf y153 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y300 ff3 fs6 fc0 sc0 ls0 ws0">Rezerwa jest <span class="_ _1"></span>ujmo<span class="_ _1"></span>wana w<span class="_ _1"></span> wy<span class="_ _1"></span>sokości <span class="_ _1"></span>wiarygodnego <span class="_ _1"></span>szacunku<span class="_ _1"></span> kwoty <span class="_ _1"></span>wymaganej <span class="_ _1"></span>do <span class="_ _1"></span>rozliczenia <span class="_ _1"></span>bieżącego <span class="_ _1"></span>zobowiązan<span class="_ _1"></span>ia<span class="_ _2"></span><span class="ff2">, </span></div><div class="t m0 x4 hf y301 ff3 fs6 fc0 sc0 ls0 ws0">na dzień koń<span class="_ _1"></span>czący okres sprawozdawczy, z u<span class="_ _1"></span>względnieniem ryzy<span class="_ _1"></span>ka<span class="_ _1"></span><span class="ff2"> </span>i niepewności z<span class="_ _1"></span>wiązanej z ty<span class="_ _1"></span>m zobowiązaniem.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y129 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>szczególności<span class="ff2">, <span class="_ _2"></span></span>rezerwę <span class="_ _2"></span>tworzy<span class="_ _1"></span> <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>przewidywane <span class="_ _d"></span><span class="ff2">reklamacje <span class="_ _2"></span></span>na <span class="_ _2"></span>podstawie <span class="_ _2"></span>faktyczn<span class="_ _1"></span>ej <span class="_ _1"></span>iloś<span class="_ _1"></span>ci <span class="_ _1"></span>s<span class="_ _1"></span>przedanych <span class="_ _2"></span>towarów </div><div class="t m0 x4 hf y302 ff3 fs6 fc0 sc0 ls0 ws0">w  ciągu<span class="_ _1"></span> <span class="_ _25"> </span>ostatnich <span class="_ _25"> </span>12 <span class="_ _25"> </span>mies<span class="_ _1"></span>ięcy <span class="_ _25"> </span>oraz <span class="_ _25"> </span>usta<span class="_ _1"></span>lonego <span class="_ _25"> </span>współczynnika <span class="_ _21"> </span>awaryjności <span class="_ _25"> </span>i <span class="_ _25"> </span>ś<span class="_ _1"></span>rednich  ko<span class="_ _1"></span>sztów <span class="_ _25"> </span>obsł<span class="_ _1"></span>ugi <span class="_ _25"> </span>reklamacji. </div><div class="t m0 x4 hf y303 ff3 fs6 fc0 sc0 ls0 ws0">Parametry niezbędne do k<span class="_ _1"></span>alkulacji <span class="_ _1"></span><span class="ls22">są</span><span class="ff2"> ustalane raz dla d<span class="_ _1"></span>anego roku na podsta<span class="_ _1"></span>wie danych z ostatn<span class="_ _1"></span>ich 3 lat.<span class="_ _1"></span> </span></div><div class="t m0 xe h35 y304 ff5 fs1 fc1 sc0 ls11 ws0">2.21<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Rozpoznawanie przychodów<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y305 ff3 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _22"> </span>ze <span class="_ _22"> </span>sprzedaży <span class="_ _22"> </span>wykazuje <span class="_ _22"> </span>się <span class="_ _22"> </span>w <span class="_ _22"> </span>wartości <span class="_ _22"> </span>godziwej<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>otrzyman<span class="_ _1"></span>ej <span class="_ _22"> </span>lub <span class="_ _22"> </span>należnej <span class="_ _22"> </span>zapłaty<span class="_ _1"></span> <span class="_ _22"> </span>z<span class="ff2"> </span>tytułu <span class="_ _22"> </span>sprzedaży, <span class="ff2"> </span></div><div class="t m0 x4 hf y306 ff3 fs6 fc0 sc0 ls0 ws0">po pomniejszeniu o podatek od towarów i usług, <span class="ff2">sp<span class="_ _1"></span>odziewane zwroty, rabaty i opusty<span class="_ _1"></span>. </span>Spółka ujmuje przychod<span class="_ _1"></span>y z umów </div><div class="t m0 x4 hf y307 ff3 fs6 fc0 sc0 ls0 ws0">z klientami, gdy s<span class="_ _1"></span>pełnione są poniżs<span class="_ _1"></span>ze warunki:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x45 hf y308 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">strony <span class="_ _1"></span>umowy <span class="_ _2"></span>zawarły <span class="_ _2"></span>umowę <span class="_ _1"></span>(w <span class="_ _1"></span>formie <span class="_ _2"></span>pisemnej, <span class="_ _1"></span>us<span class="_ _1"></span>tnej <span class="_ _1"></span>lub <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z <span class="_ _1"></span>innymi <span class="_ _1"></span>zwyczajowymi <span class="_ _1"></span>p<span class="_ _1"></span>raktykami </span></span></div><div class="t m0 x7d hf y309 ff3 fs6 fc0 sc0 ls0 ws0">handlowymi) i są <span class="_ _1"></span>zobowiązane do wyko<span class="_ _1"></span>nania swoich <span class="_ _1"></span>obowiązków;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x45 hf y30a ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">spółka <span class="_ _10"> </span>jest <span class="_ _10"> </span>w <span class="_ _16"></span>stan<span class="_ _1"></span>ie <span class="_ _16"></span>zidentyfikować <span class="_ _10"> </span>prawa <span class="_ _10"></span>każdej <span class="_ _16"></span>ze<span class="_ _1"></span> <span class="_ _16"></span>s<span class="_ _1"></span>tron <span class="_ _10"></span>dotyczące <span class="_ _16"></span>d<span class="_ _1"></span>óbr <span class="_ _16"></span>lu<span class="_ _1"></span>b <span class="_ _16"></span>us<span class="_ _1"></span>ług, <span class="_ _10"> </span>które <span class="_ _16"></span>mają <span class="_ _10"></span>zostać </span></span></div><div class="t m0 x7d hf y30b ff2 fs6 fc0 sc0 ls0 ws0">przekazane; </div><div class="t m0 x45 hf y24a ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">spółka jes<span class="_ _1"></span>t w stanie zidentyfikować warunki p<span class="_ _1"></span>łatności za <span class="_ _1"></span>dobra lub usługi, <span class="_ _1"></span>które mają zostać przekaza<span class="_ _1"></span>ne;<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x45 hf y30c ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">umowa ma treść ekon<span class="_ _1"></span>omiczną (tzn. <span class="_ _1"></span>można oczekiwać, że w wy<span class="_ _1"></span>niku umowy ulegnie zm<span class="_ _1"></span>ianie ryzyko, rozk<span class="_ _1"></span>ład </span></span></div><div class="t m0 x7d hf y24c ff3 fs6 fc0 sc0 ls0 ws0">w czasie lub kwota p<span class="_ _1"></span>rzyszłych przepływów pieniężny<span class="_ _1"></span>ch jednostk<span class="_ _1"></span>i);<span class="ff2"> </span></div><div class="t m0 x45 hf y24d ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">jest <span class="_ _25"> </span>prawdopodobne, <span class="_ _25"> </span>że <span class="_ _25"> </span>jednostka <span class="_ _25"> </span>otrzyma <span class="_ _25"> </span>wyn<span class="_ _1"></span>agrodzenie,  kt<span class="_ _1"></span>óre <span class="_ _25"> </span>będzie <span class="_ _25"> </span>jej <span class="_ _25"> </span>przysługiwało  w <span class="_ _25"> </span>zamian<span class="_ _1"></span> <span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x7d hf y30d ff3 fs6 fc0 sc0 ls0 ws0">za dobra lu<span class="_ _1"></span>b usługi, które zostaną p<span class="_ _1"></span>rzekazane klientowi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y30e ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>szczególnoś<span class="_ _1"></span>ci, <span class="_ _2"></span>zgodn<span class="_ _1"></span>ie <span class="_ _2"></span>z <span class="_ _2"></span>powyższymi <span class="_ _2"></span>zas<span class="_ _1"></span>adami<span class="_ _1"></span><span class="ff2">, <span class="_ _2"></span></span>spółka <span class="_ _2"></span>ujmuje <span class="_ _d"></span>przychody <span class="_ _d"></span><span class="ff2">ze <span class="_ _2"></span></span>sp<span class="_ _1"></span>rzedaż<span class="ff2">y <span class="_ _2"></span></span>towarów<span class="ff2 ls4">. <span class="_ _d"></span><span class="ls0">Umowy <span class="_ _2"></span>z <span class="_ _2"></span>klientami<span class="_ _1"></span> </span></span></div><div class="t m0 x4 hf y30f ff3 fs6 fc0 sc0 ls0 ws0">zawierają <span class="_ _16"></span>tylko <span class="_ _16"></span>jedn<span class="_ _1"></span>o <span class="_ _16"></span>zobowiąz<span class="_ _1"></span>anie <span class="_ _16"></span>do <span class="_ _16"></span>wykon<span class="_ _1"></span>ania <span class="_ _16"></span>świadczenia <span class="_ _11"> </span>–<span class="ff2"> <span class="_ _16"></span></span>sprzedaż <span class="_ _16"></span>towaru<span class="_ _1"></span>, <span class="_ _16"></span>więc <span class="_ _16"></span>p<span class="_ _1"></span>rzychód <span class="_ _16"></span>jest <span class="_ _10"> </span>rozpoznawany </div><div class="t m0 x4 hf y310 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">określonym momencie. Jedn<span class="_ _1"></span>ostka ujmuje przy<span class="_ _1"></span>chody w momencie spełnienia zobowiązania do wykon<span class="_ _1"></span>ania świadczenia </span></div><div class="t m0 x4 hf y311 ff2 fs6 fc0 sc0 ls0 ws0">poprzez <span class="_ _28"> </span>przeka<span class="_ _1"></span>zanie <span class="_ _28"> </span>towaru <span class="_ _2c"> </span>klientowi<span class="ff3">. <span class="_ _2c"> </span>Przekazanie <span class="_ _28"> </span>kontro<span class="_ _1"></span>li <span class="_ _28"> </span>nad <span class="_ _2c"> </span>składnikiem <span class="_ _28"> </span>aktywów <span class="_ _28"> </span>nas<span class="_ _1"></span>tępuje <span class="_ _28"> </span>w <span class="_ _28"> </span>mo<span class="_ _1"></span>mencie<span class="_ _2"></span></span> </div><div class="t m0 x4 hf y312 ff3 fs6 fc0 sc0 ls0 ws0">określonym na p<span class="_ _1"></span>odstawie Incoterms lub zgod<span class="_ _1"></span>nie z umowami zawarty<span class="_ _1"></span>mi z klientami<span class="_ _1"></span><span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y313 ff3 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _16"></span>ze <span class="_ _d"></span>sp<span class="_ _1"></span>rzedaży <span class="_ _16"></span>towarów <span class="_ _d"></span>obejmują <span class="_ _16"></span>także <span class="_ _d"></span>usł<span class="_ _1"></span>ugi <span class="_ _d"></span>tran<span class="_ _1"></span>sportowe<span class="_ _2"></span><span class="ff2">, <span class="_ _d"></span></span>ś<span class="_ _1"></span>wiadczone <span class="_ _16"></span>przez <span class="_ _d"></span>podmioty<span class="_ _1"></span> <span class="_ _d"></span>zewnętrzne, <span class="_ _16"></span>kiedy<span class="_ _1"></span> </div><div class="t m0 x4 hf y314 ff3 fs6 fc0 sc0 ls0 ws0">Spółka organizu<span class="_ _1"></span>je i ponosi ryzyko w tra<span class="_ _1"></span>kcie transportu.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">23<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Niektóre <span class="_ _2e"> </span>umowy <span class="_ _2e"> </span>z <span class="_ _2e"> </span>klientami <span class="_ _12"> </span>zawierają <span class="_ _2e"> </span>kwoty <span class="_ _2e"> </span>zmienn<span class="_ _1"></span>e <span class="_ _2e"> </span>wynagrodzenia <span class="_ _2e"> </span>w <span class="_ _2e"> </span>związku <span class="_ _2e"> </span>z <span class="_ _2e"> </span>u<span class="_ _1"></span>dzielaniem <span class="_ _2e"> </span>rabatów<span class="ff2 lsa">, <span class="ls0"> </span></span></div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">w tym <span class="_ _1"></span>wynikający<span class="_ _1"></span>ch z <span class="_ _1"></span>osiągnięciem <span class="_ _1"></span>określon<span class="_ _1"></span>ego poziomu <span class="_ _1"></span>o<span class="_ _1"></span>brotów. Zgod<span class="_ _1"></span>nie z <span class="_ _1"></span>MSS<span class="_ _1"></span>F 15, <span class="_ _d"></span>Spółka<span class="_ _1"></span><span class="ff2"> ka<span class="_ _1"></span>lkuluje <span class="_ _1"></span></span>kwotę rabató<span class="_ _1"></span>w </div><div class="t m0 x4 hf y19a ff3 fs6 fc0 sc0 ls0 ws0">należnych klientom i u<span class="_ _1"></span>jmuje je jako z<span class="_ _1"></span>mniejszenie przychod<span class="_ _1"></span>ów ze sprzedaży<span class="_ _2"></span><span class="ff2"> </span>oraz zob<span class="_ _1"></span>owiązanie z tytuł<span class="_ _1"></span>u dostaw i usług<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 hf y315 ff3 fs6 fc0 sc0 ls0 ws0">Niektóre umowy z klientami zawierają prawo do zwrotu towarów. Zgodnie z obowiązującymi przepisami, konsument ma </div><div class="t m0 x4 hf y22e ff3 fs6 fc0 sc0 ls0 ws0">prawo <span class="_ _3"></span>do odstąpienia <span class="_ _3"></span>od <span class="_ _3"></span>umowy zakupu <span class="_ _3"></span>towaru <span class="_ _0"></span>zawartej <span class="_ _3"></span>na <span class="_ _3"></span>odległoś<span class="_ _1"></span>ć <span class="_ _3"></span>w <span class="_ _3"></span>ciągu 14 <span class="_ _8"></span>dni od <span class="_ _8"></span>daty dostarczenia <span class="_ _3"></span>towaru. <span class="_ _0"></span>Prawo </div><div class="t m0 x4 hf y22f ff3 fs6 fc0 sc0 ls0 ws0">to <span class="_ _d"></span>d<span class="_ _1"></span>otyczy <span class="_ _16"></span>klientów, <span class="_ _d"></span>którzy<span class="_ _1"></span> <span class="_ _16"></span>dokonują <span class="_ _d"></span>zakupó<span class="_ _1"></span>w <span class="_ _d"></span>poprzez <span class="_ _16"></span>sklep <span class="_ _d"></span>intern<span class="_ _1"></span>etowy <span class="_ _d"></span>toy<span class="_ _1"></span>a24.pl <span class="_ _d"></span>ora<span class="_ _1"></span>z <span class="_ _d"></span>p<span class="_ _1"></span>ortale <span class="_ _d"></span>zaku<span class="_ _1"></span>powe. <span class="_ _d"></span>Pon<span class="_ _1"></span>adto<span class="_ _2"></span><span class="ff2">, </span></div><div class="t m0 x4 hf y230 ff3 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _16"></span></span>udziela <span class="_ _16"></span>niektórym <span class="_ _d"></span>swoim <span class="_ _d"></span>klientom <span class="_ _16"></span>prawa <span class="_ _d"></span>d<span class="_ _1"></span>o <span class="_ _d"></span>zwrotu<span class="_ _1"></span> <span class="_ _d"></span>zaku<span class="_ _1"></span>pionych <span class="_ _16"></span>towarów <span class="_ _d"></span>w <span class="_ _d"></span>ogran<span class="_ _1"></span>iczonym <span class="_ _16"></span>czasowo <span class="_ _d"></span>zakres<span class="_ _1"></span>ie. </div><div class="t m0 x4 hf y2d3 ff3 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _11"> </span></span>szacuje <span class="_ _11"> </span>potencjalne <span class="_ _11"> </span>zobowiązanie <span class="_ _10"> </span>z <span class="_ _11"> </span>tego <span class="_ _10"> </span>ty<span class="_ _1"></span>tułu <span class="_ _10"> </span>i <span class="_ _11"> </span>jeżeli<span class="ff2"> <span class="_ _11"> </span>jest <span class="_ _10"> </span>is<span class="_ _1"></span>totna, <span class="_ _11"> </span></span>ujmuje <span class="_ _11"> </span>ją <span class="_ _10"> </span>jako <span class="_ _10"> </span>zmn<span class="_ _1"></span>iejszenie <span class="_ _11"> </span>przychodów <span class="ff2"> </span></div><div class="t m0 x4 hf y1a0 ff3 fs6 fc0 sc0 ls0 ws0">ze <span class="_ _2"></span>sprzedaż<span class="_ _1"></span>y <span class="_ _2"></span>oraz <span class="_ _d"></span>zobowiązania <span class="_ _d"></span>z <span class="_ _2"></span>tytu<span class="_ _1"></span>łu <span class="_ _2"></span>spodziewany<span class="_ _1"></span>ch <span class="_ _2"></span>zwrotów <span class="_ _2"></span>w <span class="_ _d"></span>pozycji <span class="_ _2"></span>„<span class="_ _1"></span>zobowiązania <span class="_ _d"></span>z <span class="_ _2"></span>tytu<span class="_ _1"></span>łu <span class="_ _2"></span>dostaw <span class="_ _d"></span>i <span class="_ _2"></span>usłu<span class="_ _1"></span>g <span class="_ _2"></span>oraz </div><div class="t m0 x4 hf y2d4 ff3 fs6 fc0 sc0 ls0 ws0">pozostałe  zobowiązania”  (nota<span class="ff2">  2.17</span>). <span class="_ _11"> </span>Jednocześ<span class="_ _1"></span>nie  Spółka<span class="ff2"> <span class="_ _11"> </span></span>ujmuje  szacowaną  wartość  zapasów, <span class="_ _11"> </span>którą  klienci <span class="_ _11"> </span>mogą </div><div class="t m0 x4 hf y2d5 ff3 fs6 fc0 sc0 ls0 ws0">zwrócić <span class="_ _16"></span>i <span class="_ _16"></span>ujmuje <span class="_ _16"></span>ją<span class="_ _1"></span> <span class="_ _16"></span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _16"></span></span>zapasach<span class="_ _1"></span> <span class="_ _16"></span>w <span class="_ _16"></span>pozycji <span class="_ _16"></span>ak<span class="_ _1"></span>tywów <span class="_ _16"></span>z <span class="_ _16"></span>tytuł<span class="_ _1"></span>u <span class="_ _16"></span>spod<span class="_ _1"></span>ziewanych <span class="_ _16"></span>zwrotów <span class="_ _10"> </span>o<span class="_ _1"></span>raz <span class="_ _16"></span>jako<span class="_ _1"></span> <span class="_ _16"></span>zmniejszenie <span class="_ _10"></span>wartości </div><div class="t m0 x4 hf y2d6 ff3 fs6 fc0 sc0 ls0 ws0">sprzedanych<span class="_ _1"></span> towarów (nota<span class="_ _1"></span><span class="ff2"> 2.13<span class="ls21">).</span> </span></div><div class="t m0 xe h35 y316 ff5 fs1 fc1 sc0 ls11 ws0">2.22<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff5"> Dywidendy </span></span></div><div class="t m0 x4 hf y317 ff3 fs6 fc0 sc0 ls0 ws0">Zobowiązanie do wyp<span class="_ _1"></span>łaty dywidendy rozp<span class="_ _1"></span>oznawane jest w mom<span class="_ _1"></span>encie ustalenia praw akc<span class="_ _1"></span>jonarius<span class="_ _1"></span>zy <span class="_ _1"></span><span class="ff2 ls1e">do<span class="ls0"> <span class="_ _1"></span>jej otrzymania. </span></span></div><div class="t m0 xe h8 y318 ff5 fs4 fc1 sc0 lsc ws0">3.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Waluty przyję<span class="_ _0"></span>te do sporządzeni<span class="_ _0"></span>a sprawoz<span class="_ _0"></span>dania finansowe<span class="_ _3"></span>g<span class="_ _1"></span>o<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y319 ff2 fs6 fc0 sc0 ls0 ws0">Do wyceny pozycji z<span class="_ _1"></span>e sprawozdania <span class="_ _1"></span>z sytuacji finans<span class="_ _1"></span>owej,<span class="_ _1"></span> <span class="ff3">wyrażonych w waluta<span class="_ _1"></span>ch obcych, przyjęto<span class="_ _1"></span> następujące kursy<span class="_ _1"></span>:</span> </div></div><div class="c x4 y31a w20 h3f"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Waluta </div></div><div class="c x7e y31a w21 h3f"><div class="t m0 x67 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 (*)<span class="_ _0"></span> </div></div><div class="c x7f y31a w22 h3f"><div class="t m0 x35 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024 (*)<span class="_ _0"></span> </div></div><div class="c x4 y31b w20 h40"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c x7e y31b w21 h40"><div class="t m0 x80 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">4,2267 </div></div><div class="c x7f y31b w22 h40"><div class="t m0 x81 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">4,2730 </div></div><div class="c x4 y31c w20 h40"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 USD </div></div><div class="c x7e y31c w21 h40"><div class="t m0 x80 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3,6016 </div></div><div class="c x7f y31c w22 h40"><div class="t m0 x81 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">4,1012 </div></div><div class="c x4 y31d w20 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c x7e y31d w21 h40"><div class="t m0 x80 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">0,5153 </div></div><div class="c x7f y31d w22 h40"><div class="t m0 x81 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">0,5621 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y31e ff3 fs2 fc0 sc0 ls0 ws0">(*) zgodnie z tabe<span class="_ _0"></span>lą NBP nr<span class="_ _0"></span> 25<span class="ff2">1/A/NBP/2025 z dnia <span class="ls5">31</span>.<span class="_ _3"></span>12.2<span class="_ _1"></span>025<span class="ff1"> </span></span></div><div class="t m0 xe h8 y31f ff5 fs4 fc1 sc0 lsc ws0">4.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Istotne wartośc<span class="_ _0"></span>i oparte na pr<span class="_ _0"></span>ofesjonalny<span class="_ _0"></span>m osądzie i szacunk<span class="_ _3"></span>ach<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 xe hf y320 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y321 ff3 fs6 fc0 sc0 ls0 ws0">Oszacowania <span class="_ _24"> </span>i <span class="_ _25"> </span>osąd<span class="_ _1"></span>y <span class="_ _25"> </span>poddawane <span class="_ _25"> </span>s<span class="_ _1"></span>ą <span class="_ _25"> </span>nieusta<span class="_ _1"></span>nnej <span class="_ _25"> </span>weryfika<span class="_ _1"></span>cji. <span class="_ _25"> </span>Szacunki <span class="_ _24"> </span>i <span class="_ _25"> </span>oceny <span class="_ _24"> </span>przyjęte <span class="_ _24"> </span>na <span class="_ _25"> </span>potrz<span class="_ _1"></span>eby <span class="_ _25"> </span>sp<span class="_ _1"></span>orządzenia </div><div class="t m0 x4 hf y322 ff2 fs6 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _2e"> </span>finansowego, <span class="_ _2e"> </span><span class="ff3">są <span class="_ _12"> </span>oparte <span class="_ _2e"> </span>na <span class="_ _13"> </span>d<span class="_ _1"></span>oświadczeniu <span class="_ _2e"> </span>wynikającym <span class="_ _12"> </span>z <span class="_ _12"> </span>d<span class="_ _1"></span>anych <span class="_ _12"> </span>histo<span class="_ _1"></span>rycznych <span class="_ _12"> </span>oraz <span class="_ _2e"> </span>analizie </span></div><div class="t m0 x4 hf y323 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">przewidywaniach <span class="_ _d"></span>odnośnie <span class="_ _d"></span>przys<span class="_ _1"></span>złych <span class="_ _2"></span>zdarzeń,<span class="_ _1"></span> <span class="_ _2"></span>które <span class="_ _2"></span>zgod<span class="_ _1"></span>nie <span class="_ _2"></span>z <span class="_ _2"></span>n<span class="_ _1"></span>ajlepszą <span class="_ _2"></span>wi<span class="_ _1"></span>edzą <span class="_ _2"></span>Zarzą<span class="_ _1"></span>du, <span class="_ _d"></span>w<span class="_ _2"></span></span> <span class="ff3">danej <span class="_ _2"></span>s<span class="_ _1"></span>ytuacji <span class="_ _2"></span>wyd<span class="_ _1"></span>ają <span class="_ _2"></span>się </span></div><div class="t m0 x4 hf y324 ff2 fs6 fc0 sc0 ls0 ws0">zasadne. </div><div class="t m0 x4 hf y325 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>dokonuje <span class="_ _1"></span>oszacowań <span class="_ _2"></span>i <span class="_ _1"></span>przyjmuje <span class="_ _2"></span>założenia <span class="_ _1"></span>do<span class="_ _1"></span>tyczące <span class="_ _1"></span>przyszłości. <span class="_ _2"></span>Uzyskane <span class="_ _1"></span>w <span class="_ _2"></span>ten <span class="_ _1"></span>sposób <span class="_ _2"></span>oszacowania <span class="_ _1"></span>ks<span class="_ _1"></span>ięgowe </div><div class="t m0 x4 hf y326 ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _d"></span>definicji <span class="_ _d"></span>rzadko<span class="_ _1"></span> <span class="_ _d"></span>pokrywać <span class="_ _d"></span>s<span class="_ _1"></span>ię <span class="_ _d"></span>będą <span class="_ _d"></span>z <span class="_ _16"></span>faktycznymi <span class="_ _d"></span>rezultatami. <span class="_ _d"></span>Osza<span class="_ _1"></span>cowania <span class="_ _d"></span>i<span class="_ _2"></span><span class="ff2"> </span>założenia, <span class="_ _16"></span>które <span class="_ _d"></span>niosą <span class="_ _d"></span>za<span class="_ _1"></span> <span class="_ _d"></span>sobą <span class="_ _d"></span>znacz<span class="_ _1"></span>ące </div><div class="t m0 x4 hf y327 ff3 fs6 fc0 sc0 ls0 ws0">ryzyko <span class="_ _d"></span>koniecznoś<span class="_ _1"></span>ci <span class="_ _2"></span>wpro<span class="_ _1"></span>wadzenia <span class="_ _d"></span>istotnej <span class="_ _d"></span>korekty <span class="_ _d"></span>wartości <span class="_ _d"></span>księgowej <span class="_ _2"></span>ak<span class="_ _1"></span>tywów <span class="_ _d"></span>i <span class="_ _d"></span>zobowiązań <span class="_ _d"></span>w <span class="_ _d"></span>trakcie <span class="_ _2"></span>b<span class="_ _1"></span>ieżącego <span class="_ _d"></span>lub </div><div class="t m0 x4 hf y328 ff3 fs6 fc0 sc0 ls0 ws0">kolejnego roku obro<span class="_ _1"></span>towego, omówiono p<span class="_ _1"></span>oniżej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h1e y329 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y32a ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Ujmowanie przychod<span class="_ _1"></span>ów <span class="_ _1"></span>–<span class="ff5"> wynagrodzenie zmienn<span class="_ _1"></span>e or<span class="_ _1"></span>az zwroty </span></span></span></div><div class="t m0 x4 hf y13c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y32b ff3 fs6 fc0 sc0 ls0 ws0">Niektóre  umo<span class="_ _1"></span>wy  z <span class="_ _25"> </span>klientami <span class="_ _25"> </span>zawierają <span class="_ _25"> </span>kwoty <span class="_ _25"> </span>zmienne <span class="_ _25"> </span>wynagrodzenia<span class="_ _2"></span><span class="ff2">,  </span>w <span class="_ _25"> </span>związku <span class="_ _25"> </span>z <span class="_ _25"> </span>udzielaniem  rab<span class="_ _1"></span>atów, <span class="_ _25"> </span>w  ty<span class="_ _1"></span>m </div><div class="t m0 x4 hf y32c ff3 fs6 fc0 sc0 ls0 ws0">wynikających z o<span class="_ _1"></span>siągnięciem określonego p<span class="_ _1"></span>oziomu obrotów.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y32d ff3 fs6 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _d"></span>z <span class="_ _d"></span>MSSF <span class="_ _d"></span>15, <span class="_ _16"></span>jeśli <span class="_ _d"></span>wynagrodzenie <span class="_ _d"></span>określone <span class="_ _d"></span>w <span class="_ _d"></span>u<span class="_ _1"></span>mowie<span class="ff2">, <span class="_ _16"></span></span>obejmuje <span class="_ _d"></span>kwotę <span class="_ _d"></span>zmienną, <span class="_ _16"></span>jednostka <span class="_ _d"></span>oszacowuje <span class="_ _d"></span>kwotę </div><div class="t m0 x4 hf y32e ff3 fs6 fc0 sc0 ls0 ws0">wynagrodzenia, <span class="_ _1"></span>do <span class="_ _1"></span>kt<span class="_ _1"></span>órego <span class="_ _1"></span>będzie <span class="_ _1"></span>uprawniona <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>zamian <span class="_ _1"></span>za <span class="_ _1"></span>p<span class="_ _1"></span>rzekazanie <span class="_ _1"></span>przyrzeczon<span class="_ _1"></span>ych <span class="_ _1"></span>dóbr <span class="_ _1"></span>lub <span class="_ _1"></span>u<span class="_ _1"></span>sług <span class="_ _1"></span>na <span class="_ _1"></span>rzecz <span class="_ _1"></span>klienta </div><div class="t m0 x4 hf y32f ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">zalicza <span class="_ _16"></span>do <span class="_ _d"></span>ceny <span class="_ _16"></span>transakcyjn<span class="_ _1"></span>ej <span class="_ _d"></span>część <span class="_ _d"></span>lu<span class="_ _1"></span>b <span class="_ _d"></span>cał<span class="_ _1"></span>ość <span class="_ _16"></span>kwoty <span class="_ _d"></span>wynagrodzenia <span class="_ _16"></span>zmiennego <span class="_ _16"></span>wyłącznie <span class="_ _d"></span>w <span class="_ _16"></span>takim <span class="_ _d"></span>zakresi<span class="_ _1"></span>e, <span class="_ _d"></span>w <span class="_ _16"></span>jakim </span></div><div class="t m0 x4 hf y330 ff3 fs6 fc0 sc0 ls0 ws0">istnieje <span class="_ _13"> </span>wysokie <span class="_ _13"> </span>prawdopo<span class="_ _1"></span>dobieństwo, <span class="_ _13"> </span>że <span class="_ _13"> </span>nie <span class="_ _13"> </span>nas<span class="_ _1"></span>tąpi <span class="_ _13"> </span>odwrócenie <span class="_ _13"> </span>znaczącej <span class="_ _13"> </span>cz<span class="_ _1"></span>ęści <span class="_ _13"> </span>kwoty <span class="_ _13"> </span>wcześniej <span class="_ _13"> </span>ujęty<span class="_ _1"></span>ch </div><div class="t m0 x4 hf y331 ff3 fs6 fc0 sc0 ls0 ws0">skumulowanych przychodów <span class="_ _3"></span>w momencie, <span class="_ _3"></span>ki<span class="_ _1"></span>edy ustanie <span class="_ _3"></span>niepewność <span class="_ _0"></span>co <span class="_ _0"></span>do wysokości <span class="_ _3"></span>wynagrodzenia zmiennego. <span class="_ _3"></span>Spół<span class="_ _1"></span>ka </div><div class="t m0 x4 hf y332 ff3 fs6 fc0 sc0 ls0 ws0">w  ciągu <span class="_ _25"> </span>roku <span class="_ _25"> </span>szacuje <span class="_ _25"> </span>pot<span class="_ _1"></span>encjalne  zob<span class="_ _1"></span>owiązanie  z<span class="_ _1"></span> <span class="_ _25"> </span>tytułu  u<span class="_ _1"></span>dzielonych <span class="_ _25"> </span>rabatów  i <span class="_ _25"> </span>jeżel<span class="_ _1"></span>i  jest <span class="_ _25"> </span>istotn<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2">, <span class="_ _25"> </span>ujmuje <span class="_ _25"> </span>je <span class="_ _25"> </span>jako </span></div><div class="t m0 x4 hf y333 ff3 fs6 fc0 sc0 ls0 ws0">zmniejszenie <span class="_ _d"></span>przychodów <span class="_ _d"></span>ze <span class="_ _d"></span>sprzedaży<span class="_ _1"></span> <span class="_ _2"></span>oraz <span class="_ _d"></span>zobowiązan<span class="_ _1"></span>ia <span class="_ _2"></span>z <span class="_ _d"></span>tytułu <span class="_ _d"></span>dostaw <span class="_ _d"></span>i <span class="_ _d"></span>usług.<span class="_ _2"></span><span class="ff2"> <span class="_ _2"></span>N<span class="_ _1"></span>a <span class="_ _2"></span>koniec <span class="_ _d"></span>roku <span class="_ _d"></span>obrotowego<span class="_ _1"></span>, <span class="_ _2"></span>ra<span class="_ _1"></span>baty </span></div><div class="t m0 x4 hf y334 ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">istotnej części zos<span class="_ _1"></span>tały rozliczone<span class="_ _1"></span></span>. </div><div class="t m0 x4 hf y335 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:369.440000px;bottom:1256.700000px;width:22.220000px;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:335.160000px;bottom:1195.880000px;width:22.230000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">24<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h1e y2f3 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Okresy użytkowania oraz sta<span class="_ _1"></span>wki amortyzacyjne<span class="_ _1"></span> rzeczowyc<span class="_ _1"></span>h aktywów tr<span class="_ _1"></span>wałych<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y2f4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y336 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd Spółki ustala <span class="_ _3"></span>s<span class="_ _1"></span>zacowany okres <span class="_ _0"></span>użytkowania oraz <span class="_ _0"></span>stawki amortyzacyjne rzeczowych <span class="_ _0"></span>aktywów trwałych. Szacunki <span class="_ _3"></span>te </div><div class="t m0 x4 hf y337 ff3 fs6 fc0 sc0 ls0 ws0">opierają <span class="_ _1"></span>się <span class="_ _2"></span>na <span class="_ _1"></span>prognozo<span class="_ _1"></span>wanych <span class="_ _1"></span>okresach <span class="_ _2"></span>wykorzystania <span class="_ _2"></span>poszczególnych <span class="_ _1"></span>ak<span class="_ _1"></span>tywów. <span class="_ _1"></span>Szacun<span class="_ _1"></span>ek <span class="_ _1"></span>ten <span class="_ _1"></span>może <span class="_ _2"></span>ulegać <span class="_ _1"></span>isto<span class="_ _1"></span>tnym </div><div class="t m0 x4 hf y338 ff3 fs6 fc0 sc0 ls0 ws0">zmianom <span class="_ _24"> </span>w <span class="_ _21"> </span>wyniku <span class="_ _24"> </span>poja<span class="_ _1"></span>wiających <span class="_ _21"> </span>się <span class="_ _24"> </span>na <span class="_ _21"> </span>rynku <span class="_ _24"> </span>n<span class="_ _1"></span>owych <span class="_ _24"> </span>rozwiązań <span class="_ _24"> </span>techn<span class="_ _1"></span>ologicznych, <span class="_ _21"> </span>planów <span class="_ _24"> </span>Zarząd<span class="_ _1"></span>u <span class="_ _24"> </span>Spółki <span class="_ _21"> </span>lub </div><div class="t m0 x4 hf y339 ff3 fs6 fc0 sc0 ls0 ws0">intensywności <span class="_ _1"></span>eksploatacji. <span class="_ _1"></span>Zarząd<span class="_ _1"></span> zwiększy <span class="_ _1"></span>lub <span class="_ _1"></span>obniży <span class="_ _1"></span>stawki amortyza<span class="_ _1"></span>cyjne, jeżeli <span class="_ _1"></span>okres <span class="_ _1"></span>użytk<span class="_ _1"></span>owania oka<span class="_ _1"></span>że się <span class="_ _1"></span>krótszy </div><div class="t m0 x4 hf y33a ff3 fs6 fc0 sc0 ls0 ws0">lub dł<span class="_ _1"></span>uższy, niż <span class="_ _1"></span>pierwotnie przewidy<span class="_ _1"></span>wano, oraz <span class="_ _1"></span>doko<span class="_ _1"></span>na aktua<span class="_ _2"></span>lizacji warto<span class="_ _1"></span>ści akty<span class="_ _1"></span>wów prz<span class="_ _1"></span>estarzałych <span class="_ _1"></span>technicznie <span class="_ _1"></span>lub n<span class="_ _1"></span>ie </div><div class="t m0 x4 hf y10 ff3 fs6 fc0 sc0 ls0 ws0">strategicznych akt<span class="_ _1"></span>ywów, których uży<span class="_ _1"></span>tkowania zap<span class="_ _1"></span>rzestano.<span class="ff2"> </span></div><div class="t m0 x4 hf y33b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y33c ff3 fs6 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _11"> </span>rzeczywiste  okresy <span class="_ _11"> </span>użytkowania  rzeczowych <span class="_ _11"> </span>aktywów <span class="_ _11"> </span>trwałych  byłyby <span class="_ _11"> </span>krótsze <span class="_ _11"> </span>o <span class="_ _11"> </span>10% <span class="_ _11"> </span>od  szacunków <span class="_ _11"> </span>Zarządu, </div><div class="t m0 x4 hf y33d ff2 fs6 fc0 sc0 ls0 ws0">amortyzacja <span class="_ _25"> </span><span class="ff3">aktywów <span class="_ _25"> </span>trwałych <span class="_ _25"> </span>byłab<span class="_ _1"></span>y <span class="_ _25"> </span>wyższa<span class="_ _1"></span></span>  <span class="ff3">na <span class="_ _25"> </span>dzień <span class="_ _25"> </span></span>31 <span class="_ _25"> </span>grudnia <span class="_ _25"> </span>2025 <span class="_ _25"> </span>r.  o<span class="_ _1"></span> <span class="_ _25"> </span><span class="ls3">312</span> <span class="_ _25"> </span><span class="ff3">tys. <span class="_ _25"> </span>zł <span class="_ _25"> </span>(na <span class="_ _25"> </span></span>31  grudn<span class="_ _1"></span>ia <span class="_ _25"> </span><span class="ls3">20</span>24 <span class="_ _25"> </span>r.  </div><div class="t m0 x4 hf y33e ff2 fs6 fc0 sc0 ls0 ws0">o <span class="ls3">671</span> <span class="ff3">tys. <span class="_ _1"></span>zł</span><span class="ls21">).</span> </div><div class="t m0 x4 hf y33f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y340 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Okres leasingu dla um<span class="_ _1"></span>ów na czas nieokreślony<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y341 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y342 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _28"> </span>posiada <span class="_ _28"> </span>umowy <span class="_ _28"> </span>leasingu <span class="_ _28"> </span>zawarte <span class="_ _28"> </span>na <span class="_ _28"> </span>czas <span class="_ _28"> </span>nieokreślony. <span class="_ _28"> </span>Usta<span class="_ _1"></span>lając <span class="_ _28"> </span>okres <span class="_ _28"> </span>leasingu, <span class="_ _28"> </span>Spółka <span class="_ _28"> </span>określa <span class="_ _28"> </span>okres </div><div class="t m0 x4 hf y343 ff3 fs6 fc0 sc0 ls0 ws0">egzekwowalności <span class="_ _d"></span>umowy. <span class="_ _d"></span>Le<span class="_ _1"></span>asing <span class="_ _d"></span>przestaje <span class="_ _d"></span>być <span class="_ _d"></span>egzekwowalny, <span class="_ _d"></span>gdy<span class="_ _1"></span> <span class="_ _2"></span>za<span class="_ _1"></span>równo <span class="_ _d"></span>leasingobiorca, <span class="_ _d"></span>jak <span class="_ _d"></span>i <span class="_ _d"></span>leasingodawca <span class="_ _d"></span>mają </div><div class="t m0 x4 hf y344 ff2 fs6 fc0 sc0 ls0 ws0">prawo <span class="_ _11"> </span>wypowiedzenia  umowy <span class="_ _11"> </span>bez  koniecz<span class="ff3">ności  uzyskania <span class="_ _11"> </span>zezwolenia <span class="_ _11"> </span>drugiej  strony <span class="_ _11"> </span>bez  ponoszenia <span class="_ _11"> </span>kar <span class="_ _11"> </span>większych <span class="_ _2"></span></span> </div><div class="t m0 x4 hf y345 ff3 fs6 fc0 sc0 ls0 ws0">niż <span class="_ _21"> </span>nieznaczące. <span class="_ _21"> </span>Spółka <span class="_ _21"> </span>ocenia <span class="_ _21"> </span>istotnoś<span class="_ _1"></span>ć <span class="_ _24"> </span>s<span class="_ _1"></span>zeroko <span class="_ _21"> </span>rozumianych <span class="_ _21"> </span>kar, <span class="_ _21"> </span>tzn. <span class="_ _21"> </span>poza <span class="_ _21"> </span>kwestiami <span class="_ _24"> </span>stricte <span class="_ _21"> </span>umownymi <span class="_ _21"> </span>bąd<span class="_ _1"></span>ź </div><div class="t m0 x4 hf y346 ff3 fs6 fc0 sc0 ls0 ws0">finansowymi, <span class="_ _28"> </span>uwzględnia <span class="_ _28"> </span>w<span class="_ _1"></span>szelkie <span class="_ _28"> </span>inne <span class="_ _28"> </span>istotne <span class="_ _28"> </span>czynnik<span class="_ _1"></span>i <span class="_ _28"> </span>ekonomiczne <span class="_ _28"> </span>zniechę<span class="_ _1"></span>ca<span class="_ _1"></span>ją<span class="_ _1"></span>ce <span class="_ _28"> </span>do <span class="_ _28"> </span>wypowiedzenia <span class="_ _28"> </span>umo<span class="_ _1"></span>wy <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y347 ff2 fs6 fc0 sc0 ls0 ws0">(np. <span class="_ _1"></span>istotne <span class="_ _1"></span>inwestycje <span class="_ _1"></span>w<span class="_ _1"></span> <span class="ff3">przedmiocie <span class="_ _1"></span>leasingu<span class="_ _1"></span>, <span class="_ _1"></span>dostępność <span class="_ _1"></span>rozwiązań <span class="_ _1"></span>alternaty<span class="_ _1"></span>wnych, <span class="_ _1"></span>koszty <span class="_ _1"></span>relokacji). <span class="_ _1"></span>Jeśli <span class="_ _1"></span>an<span class="_ _1"></span>i Spółka </span></div><div class="t m0 x4 hf y348 ff2 fs6 fc0 sc0 ls0 ws0">jako <span class="_ _25"> </span>leasingobiorca, <span class="_ _25"> </span>ani  leas<span class="_ _1"></span>ingodawca <span class="_ _25"> </span>nie  poniesie <span class="_ _25"> </span>istot<span class="_ _1"></span>nej  ka<span class="_ _1"></span>ry  za<span class="_ _1"></span>  wypowiedzenie <span class="_ _25"> </span>(rozumianej <span class="_ _25"> </span>szeroko), <span class="_ _25"> </span>leasin<span class="_ _1"></span>g </div><div class="t m0 x4 hf y349 ff3 fs6 fc0 sc0 ls0 ws0">przestaje być egzekwo<span class="_ _1"></span>w<span class="ff2">alny i jego okr<span class="_ _1"></span>es stanowi okres<span class="_ _1"></span> wypowiedzenia.<span class="_ _1"></span> </span></div><div class="t m0 xe h1e y34a ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y34b ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Krańcowa stopa p<span class="_ _1"></span>rocentowa leasingobiorcy<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 h1e y34c ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y80 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _1"></span>nie <span class="_ _1"></span>jest <span class="_ _1"></span>w <span class="_ _1"></span>stanie <span class="_ _1"></span>z <span class="_ _1"></span>łatwością <span class="_ _1"></span>usta<span class="_ _1"></span>lić stop<span class="_ _1"></span>y pro<span class="_ _1"></span>centowej d<span class="_ _1"></span>la <span class="_ _1"></span>niektórych <span class="_ _1"></span>umów <span class="_ _1"></span>leasingowych,<span class="_ _1"></span> d<span class="_ _1"></span>latego <span class="_ _1"></span>przy <span class="_ _1"></span>wycenie </div><div class="t m0 x4 hf y34d ff3 fs6 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _0"></span>z <span class="_ _3"></span>tytu<span class="_ _1"></span>łu <span class="_ _3"></span>leasingu<span class="ff2">, </span>stosuje <span class="_ _8"></span>krań<span class="_ _1"></span>cową <span class="_ _3"></span>sto<span class="_ _1"></span>pę <span class="_ _3"></span>procentową le<span class="_ _0"></span>asingobiorcy. Jest <span class="_ _8"></span>to<span class="_ _1"></span> <span class="_ _3"></span>stop<span class="_ _1"></span>a <span class="_ _3"></span>procento<span class="_ _1"></span>wa, <span class="_ _3"></span>jaką Spół<span class="_ _0"></span>ka </div><div class="t m0 x4 hf y218 ff3 fs6 fc0 sc0 ls0 ws0">musiałaby <span class="_ _10"> </span>zapłacić, <span class="_ _10"> </span>aby <span class="_ _10"> </span>na <span class="_ _10"> </span>podobny <span class="_ _10"> </span>okres, <span class="_ _16"></span>w <span class="_ _10"> </span>tej <span class="_ _16"></span>s<span class="_ _1"></span>amej <span class="_ _10"></span>walucie <span class="_ _16"></span>i <span class="_ _10"> </span>przy <span class="_ _10"> </span>podobny<span class="_ _1"></span>ch <span class="_ _16"></span>zab<span class="_ _1"></span>ezpieczeniach<span class="_ _2"></span><span class="ff2">, <span class="_ _10"> </span></span>pożyczyć <span class="_ _10"> </span>środki </div><div class="t m0 x4 hf y219 ff3 fs6 fc0 sc0 ls0 ws0">niezbędne <span class="_ _10"> </span>do <span class="_ _10"> </span>zakupu <span class="_ _10"> </span>składn<span class="_ _1"></span>ika <span class="_ _16"></span>ak<span class="_ _1"></span>tywów <span class="_ _10"></span>o <span class="_ _10"></span>podobnej <span class="_ _10"> </span>wartości<span class="_ _1"></span><span class="ff2">,<span class="_ _1"></span> <span class="_ _10"> </span></span>co <span class="_ _10"> </span>składnik <span class="_ _10"> </span>aktywów <span class="_ _10"> </span>z <span class="_ _16"></span>ty<span class="_ _1"></span>tułu <span class="_ _10"> </span>prawa <span class="_ _10"> </span>do <span class="_ _10"></span>użytkowania </div><div class="t m0 x4 hf y34e ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">podobny<span class="_ _1"></span>m środowisku gospo<span class="_ _1"></span>darczym.<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y1b1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y34f ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff5">Rezerwy </span></span></div><div class="t m0 x4 h1e y350 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y351 ff3 fs6 fc0 sc0 ls0 ws0">Na każdy dzień ko<span class="_ _1"></span>ńczący okres spra<span class="_ _1"></span>wozdawczy Zarząd Sp<span class="_ _1"></span>ółki dokonuje istotnych s<span class="_ _1"></span>zacunków wysokości <span class="_ _2"></span><span class="ff2">rezerw: </span></div><div class="t m0 xe hf y352 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x45 hf y353 ff3 fs6 fc0 sc0 ls0 ws0">‐<span class="ffd"> <span class="_ _2b"> </span><span class="ff2">rezerw <span class="_ _2"></span>n<span class="_ _1"></span>a <span class="_ _2"></span>gwarancje <span class="_ _2"></span>i <span class="_ _d"></span>reklamacj<span class="_ _1"></span>e <span class="_ _2"></span></span></span>–<span class="ff2"> <span class="_ _d"></span></span>szacowaniu <span class="_ _d"></span>podlega <span class="_ _2"></span>pozio<span class="_ _1"></span>m <span class="_ _2"></span>współczyn<span class="_ _1"></span>nika <span class="_ _d"></span>awaryjn<span class="_ _1"></span>ości <span class="_ _2"></span><span class="ff2">stos<span class="_ _1"></span>owanego </span></div><div class="t m0 x7d hf y61 ff3 fs6 fc0 sc0 ls0 ws0">do <span class="_ _11"> </span>kalkulacji <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _11"> </span>polityką <span class="_ _11"> </span>opisaną <span class="_ _11"> </span>w <span class="_ _10"> </span>n<span class="_ _1"></span>ocie<span class="ff2">  2.20</span>; <span class="_ _10"> </span>Współ<span class="_ _1"></span>czynnik <span class="_ _11"> </span>ten <span class="_ _11"> </span>został <span class="_ _10"> </span>u<span class="_ _1"></span>stalony <span class="_ _11"> </span>na <span class="_ _11"> </span>podstawie </div><div class="t m0 x7d hf y2e8 ff3 fs6 fc0 sc0 ls0 ws0">historycznie <span class="_ _13"> </span>pon<span class="_ _1"></span>oszonych <span class="_ _13"> </span>kos<span class="_ _1"></span>ztów <span class="_ _13"> </span>reklamacji<span class="_ _1"></span><span class="ff2"> <span class="_ _13"> </span>i <span class="_ _13"> </span>jest <span class="_ _12"> </span>corocznie <span class="_ _13"> </span>w<span class="_ _1"></span>eryfikowany <span class="_ _13"> </span>p<span class="_ _1"></span>oprzez <span class="_ _13"> </span>odniesienie <span class="_ _2"></span> </span></div><div class="t m0 x7d hf y354 ff3 fs6 fc0 sc0 ls0 ws0">do rzeczywiście ponos<span class="_ _1"></span>zonych kosztó<span class="_ _1"></span>w<span class="ff2 ls23">; </span>s<span class="_ _1"></span>zczegóły doty<span class="_ _1"></span>czące wysokości rezerwy<span class="ff2"> </span>–<span class="ff2"> patrz <span class="_ _1"></span>nota <span class="_ _1"></span><span class="ls3">23</span>, </span></div><div class="t m0 x45 hf y249 ff3 fs6 fc0 sc0 ls0 ws0">‐<span class="ffd"> <span class="_ _2b"> </span></span>innych<span class="_ _1"></span> <span class="_ _2d"> </span>rezerw<span class="_ _0"></span> <span class="_ _2d"> </span>wynikających <span class="_ _2d"> </span>ze <span class="_ _2d"> </span>zgłoszonych <span class="_ _2d"> </span>roszczeń <span class="_ _2d"> </span>w<span class="_ _0"></span>obec <span class="_ _2d"> </span>Spółki<span class="_ _1"></span><span class="ff2"> <span class="_ _2d"> </span></span>–<span class="ff2"> <span class="_ _38"> </span>szacowan<span class="_ _1"></span>iu <span class="_ _38"> </span>po<span class="_ _1"></span>dlega </span></div><div class="t m0 x7d hf y355 ff3 fs6 fc0 sc0 ls0 ws0">prawdopodobieńs<span class="_ _1"></span>two wystąpienia <span class="_ _3"></span>ko<span class="_ _1"></span>nieczności zapłaty oraz <span class="_ _3"></span>wys<span class="_ _1"></span>okość potencjalnego roszczenia<span class="_ _1"></span><span class="ff2">. W <span class="_ _3"></span>2025 r. </span></div><div class="t m0 x7d hf y356 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _16"></span>otrzymała <span class="_ _16"></span>trzy <span class="_ _16"></span>wezwania <span class="_ _16"></span>do <span class="_ _16"></span>zapłaty <span class="_ _16"></span>dodatkowego <span class="_ _16"></span>wynagrodzenia <span class="_ _16"></span>od <span class="_ _16"></span>pod<span class="_ _1"></span>miotu <span class="_ _16"></span>niepowiązanego, </div><div class="t m0 x7d hf y357 ff3 fs6 fc0 sc0 ls0 ws0">dotyczące świadczonych <span class="_ _3"></span>u<span class="_ _1"></span>sług, <span class="_ _0"></span>o <span class="_ _3"></span>ł<span class="_ _1"></span>ącznej <span class="_ _0"></span>wartości <span class="ff2">5 <span class="_ _3"></span><span class="ls3">170<span class="ls0"> <span class="ff3">tys. <span class="_ _3"></span>zł<span class="_ _1"></span> <span class="_ _0"></span>brutto. Um<span class="_ _0"></span>owa, <span class="_ _3"></span>kt<span class="_ _1"></span>óra <span class="_ _0"></span>wiązała <span class="_ _0"></span>strony, wygasła </span></span></span></span></div><div class="t m0 x7d hf y358 ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _22"> </span>końcem <span class="_ _22"> </span>I <span class="_ _22"> </span>kwartału <span class="_ _22"> </span>20<span class="_ _1"></span>25 <span class="_ _22"> </span>r. <span class="_ _22"> </span>Zarząd <span class="_ _22"> </span>Spółki <span class="_ _22"> </span>ocenia,<span class="_ _1"></span> <span class="_ _22"> </span>że <span class="_ _22"> </span>brak <span class="_ _22"> </span>jest <span class="_ _22"> </span>pod<span class="_ _1"></span>staw <span class="_ _22"> </span>faktyczn<span class="_ _1"></span>ych <span class="_ _22"> </span>i <span class="_ _22"> </span>prawnych </div><div class="t m0 x7d hf y359 ff2 fs6 fc0 sc0 ls1e ws0">do<span class="ls0"> <span class="ff3">formułowania takiego <span class="_ _0"></span>żądania, a prawdopodobieństwo k<span class="_ _3"></span>o<span class="_ _1"></span>nieczności zapłaty tej <span class="_ _3"></span>kwoty jest <span class="ff2">niewielkie. W </span></span></span></div><div class="t m0 x7d hf y35a ff3 fs6 fc0 sc0 ls0 ws0">ocenie <span class="_ _d"></span>Spółki,<span class="_ _1"></span> <span class="_ _d"></span>wszelki<span class="_ _1"></span>e <span class="_ _d"></span>zob<span class="_ _1"></span>owiązania <span class="_ _16"></span>za <span class="_ _d"></span>świadczo<span class="_ _1"></span>ne <span class="_ _d"></span>us<span class="_ _1"></span>ługi <span class="_ _16"></span>w <span class="_ _d"></span>okresie <span class="_ _d"></span>ob<span class="_ _1"></span>owiązywania <span class="_ _16"></span>wyżej <span class="_ _16"></span>wymienionej </div><div class="t m0 x7d hf y35b ff3 fs6 fc0 sc0 ls0 ws0">umowy <span class="_ _1"></span>zosta<span class="_ _1"></span>ły <span class="_ _1"></span>w<span class="ff2"> </span>cało<span class="_ _1"></span>ści <span class="_ _1"></span>pokryte. <span class="_ _1"></span>W <span class="_ _2"></span>związku <span class="_ _1"></span>z <span class="_ _2"></span>tym <span class="_ _2"></span><span class="ff2 ls17">w <span class="_ _1"></span><span class="ls0">sprawozdaniu <span class="_ _2"></span>finansowym <span class="_ _2"></span>za <span class="_ _2"></span>2025 <span class="_ _1"></span>r. <span class="_ _1"></span>nie <span class="_ _2"></span>utworzono </span></span></div><div class="t m0 x7d hf y35c ff2 fs6 fc0 sc0 ls0 ws0">rezerwy na ten cel.<span class="_ _1"></span> </div><div class="t m0 x45 hf y35d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x45 hf y35e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y35f ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff4">Odpisy aktualizujące zapasy <span class="_ _1"></span>do warto<span class="_ _1"></span>ści netto możliwej do uzyskan<span class="_ _1"></span>ia<span class="_ _1"></span><span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y360 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:628.960000px;bottom:580.860000px;width:22.230000px;height:12.210000px;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:954.820000px;bottom:526.020000px;width:14.640000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">25<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _10"> </span>u<span class="_ _1"></span>stalając <span class="_ _11"> </span>wysokość <span class="_ _10"> </span>odpisu<span class="_ _1"></span> <span class="_ _10"> </span>aktualizu<span class="_ _1"></span>jącego <span class="_ _10"> </span>zapasy <span class="_ _10"> </span>an<span class="_ _1"></span>alizuj<span class="_ _1"></span><span class="ff2">e <span class="_ _11"> </span></span>rotację <span class="_ _10"> </span>towaró<span class="_ _1"></span>w. <span class="_ _10"> </span>Szacowan<span class="_ _1"></span>iu <span class="_ _10"> </span>podlega <span class="_ _11"> </span>przeciętny </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">okres, w którym towar jest<span class="_ _0"></span> sprzedawany, a powyżej któreg<span class="_ _0"></span>o tworzony jest odpis <span class="_ _0"></span>zgodnie z polityką <span class="_ _0"></span>opisaną w nocie <span class="_ _1"></span><span class="ff2">2.13<span class="ls23">; </span></span></div><div class="t m0 x4 hf y19a ff3 fs6 fc0 sc0 ls0 ws0">szczegóły doty<span class="_ _1"></span>czące wysokości odpis<span class="_ _1"></span>u<span class="_ _1"></span>–<span class="ff2"> patrz nota <span class="ls3">11</span>, </span></div><div class="t m0 x4 hf y19b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y98 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _37"> </span><span class="ff5">Odpisy na oczekiwane str<span class="_ _1"></span>aty kred<span class="_ _1"></span>ytowe<span class="_ _1"></span> </span></span></div><div class="t m0 x4 hf y339 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y33a ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _d"></span>wykorzys<span class="_ _1"></span>tuje <span class="_ _d"></span>macierze <span class="_ _2"></span>rez<span class="_ _1"></span>erw <span class="_ _d"></span>do <span class="_ _d"></span>wyceny <span class="_ _d"></span>odpis<span class="_ _1"></span>u <span class="_ _d"></span>na <span class="_ _d"></span>oczekiwane <span class="_ _d"></span>straty <span class="_ _d"></span>kredyto<span class="_ _1"></span>we <span class="_ _d"></span>w <span class="_ _2"></span>odn<span class="_ _1"></span>iesieniu <span class="_ _d"></span>do <span class="_ _d"></span>należno<span class="_ _1"></span>ści </div><div class="t m0 x4 hf y10 ff3 fs6 fc0 sc0 ls0 ws0">handlowych. W <span class="_ _3"></span>celu ustalenia <span class="_ _3"></span>oczekiwanych strat <span class="_ _3"></span>kredy<span class="_ _1"></span>towych, należności <span class="_ _3"></span>han<span class="_ _1"></span>dlowe <span class="_ _3"></span>zo<span class="_ _1"></span>stały pogrupowane <span class="_ _3"></span>na podstawie </div><div class="t m0 x4 hf y33b ff3 fs6 fc0 sc0 ls0 ws0">podobieństwa <span class="_ _22"> </span>charakterys<span class="_ _1"></span>tyki <span class="_ _21"> </span>r<span class="_ _1"></span>yzyka <span class="_ _22"> </span>kredytowego. <span class="_ _21"> </span>Spó<span class="_ _1"></span>łka <span class="_ _21"> </span>wyko<span class="_ _1"></span>rzystuje <span class="_ _21"> </span>s<span class="_ _1"></span>woje <span class="_ _21"> </span>dane <span class="_ _22"> </span>historyczn<span class="_ _1"></span>e <span class="_ _21"> </span>dotyczą<span class="_ _1"></span>ce <span class="_ _21"> </span>strat </div><div class="t m0 x4 hf y33c ff3 fs6 fc0 sc0 ls0 ws0">kredytowych, <span class="_ _d"></span>skorygowan<span class="_ _1"></span>e <span class="_ _2"></span>w <span class="_ _d"></span>stos<span class="_ _1"></span>ownych <span class="_ _2"></span>przy<span class="_ _1"></span>padkach <span class="_ _d"></span>o <span class="_ _2"></span>wpływ <span class="_ _d"></span>informacji <span class="_ _d"></span>dotyczących <span class="_ _d"></span>przyszł<span class="_ _1"></span>ości, <span class="_ _2"></span>zgod<span class="_ _1"></span>nie <span class="_ _2"></span>z <span class="_ _d"></span>polityką </div><div class="t m0 x4 hf y33d ff3 fs6 fc0 sc0 ls0 ws0">opisaną w n<span class="_ _1"></span>ocie <span class="ff2">2.12. S</span>zczegóły<span class="_ _1"></span> dotyczące wyso<span class="_ _1"></span>kości odpisu <span class="_ _1"></span>–<span class="ff2"> patrz nota<span class="_ _1"></span> <span class="ls3">12</span>. </span></div><div class="t m0 xe h8 y361 ff5 fs4 fc1 sc0 lsc ws0">5.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Zarządzanie ryzykie<span class="_ _0"></span>m finansowym<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y362 ff3 fs6 fc0 sc0 ls0 ws0">Działalność <span class="_ _2"></span>prowadzona <span class="_ _2"></span>przez <span class="_ _1"></span>Spół<span class="_ _1"></span>kę <span class="_ _1"></span>naraża <span class="_ _2"></span>ją <span class="_ _1"></span>na <span class="_ _2"></span>wiele <span class="_ _1"></span>różnych <span class="_ _2"></span>rodzajów <span class="_ _2"></span>ryzyka <span class="_ _1"></span>finan<span class="_ _1"></span>sowego: <span class="_ _1"></span>ryzyko<span class="_ _1"></span> <span class="_ _1"></span>rynkowe <span class="_ _2"></span>(w <span class="_ _1"></span>tym </div><div class="t m0 x4 hf y363 ff3 fs6 fc0 sc0 ls0 ws0">ryzyko <span class="_ _24"> </span>zmiany <span class="_ _24"> </span>kursu <span class="_ _24"> </span>walut, <span class="_ _24"> </span>ryzyko<span class="_ _1"></span> <span class="_ _25"> </span>zmian<span class="_ _1"></span>y <span class="_ _25"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _25"> </span>god<span class="_ _1"></span>ziwej <span class="_ _25"> </span>lub<span class="_ _1"></span> <span class="_ _25"> </span>p<span class="_ _1"></span>rzepływów <span class="_ _24"> </span>pieniężnych <span class="_ _24"> </span>w <span class="_ _24"> </span>wyniku <span class="_ _24"> </span>zmian <span class="_ _24"> </span>stóp </div><div class="t m0 x4 hf y364 ff2 fs6 fc0 sc0 ls0 ws0">procentowych), <span class="_ _2"></span>ryzyko<span class="_ _1"></span> <span class="_ _1"></span>kr<span class="_ _1"></span>edytowe <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _2"></span><span class="ff3">ryzyko<span class="_ _1"></span> <span class="_ _2"></span>utraty <span class="_ _1"></span>pły<span class="_ _1"></span>nności. <span class="_ _1"></span>Ogólny<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _1"></span>rogram <span class="_ _2"></span>zarządzania <span class="_ _2"></span>ryzykiem <span class="_ _2"></span>Spółki <span class="_ _2"></span>skup<span class="_ _1"></span>ia <span class="_ _1"></span>się </span></div><div class="t m0 x4 hf y365 ff3 fs6 fc0 sc0 ls0 ws0">na  minimalizowaniu  jego  potencjalnego  wpływu  na  wyniki  finans<span class="_ _1"></span>owe  Spółki.  Spółka  nie  wykorzystuje  pochodn<span class="_ _1"></span>ych </div><div class="t m0 x4 hf y366 ff3 fs6 fc0 sc0 ls0 ws0">instrumentów finans<span class="_ _1"></span>owych<span class="ff2"> </span>w <span class="_ _1"></span>celu zabezpieczania s<span class="_ _1"></span>ię przed <span class="ff2">ty<span class="_ _1"></span>mi </span>zagroż<span class="ff2">eniami.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y367 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd  ustala  ogólne  zasad<span class="_ _1"></span>y  zarządzania  ryzykiem  oraz  politykę  dotyczącą  konkretn<span class="_ _1"></span>ych  dziedzin,  takich  jak  ryzyko </div><div class="t m0 x4 hf y368 ff3 fs6 fc0 sc0 ls0 ws0">kredytowe, czy inwestowanie <span class="_ _1"></span>nadwyżek pł<span class="_ _1"></span>ynności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y260 ff5 fs1 fc1 sc0 ls11 ws0">5.1<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff5">Ryzyko rynkowe </span></span></div><div class="t m0 x4 h1e y2de ff4 fs6 fc0 sc0 ls0 ws0">Ryzyko zmiany kursów walut<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x4 hf y369 ff3 fs6 fc0 sc0 ls0 ws0">Obecnie Spółka <span class="_ _0"></span>dokonuje znaczących zakupów <span class="_ _0"></span>towarów u <span class="_ _3"></span>dos<span class="_ _1"></span>tawców zagranicznych, w <span class="_ _3"></span>szczególnoś<span class="_ _1"></span>ci w<span class="ff2"> </span>Chin<span class="_ _1"></span>ach, według </div><div class="t m0 x4 hf y36a ff3 fs6 fc0 sc0 ls0 ws0">cen <span class="_ _2"></span>określonych<span class="_ _1"></span> <span class="_ _2"></span>w <span class="_ _2"></span>walutach <span class="_ _2"></span>ob<span class="_ _1"></span>cych <span class="_ _2"></span>w <span class="_ _2"></span>ty<span class="_ _1"></span>m <span class="_ _2"></span>w <span class="_ _2"></span>szczególnoś<span class="_ _1"></span>ci <span class="_ _2"></span>w <span class="_ _d"></span><span class="ff2">CNY <span class="_ _2"></span>i <span class="_ _d"></span>USD. <span class="_ _2"></span></span>Struktura<span class="_ _1"></span> <span class="_ _2"></span>walutowa <span class="_ _2"></span>zo<span class="_ _1"></span>bowiązań <span class="_ _2"></span>h<span class="_ _1"></span>andlowych </div><div class="t m0 x4 hf y36b ff3 fs6 fc0 sc0 ls0 ws0">została przeds<span class="_ _1"></span>tawiona poniżej:<span class="ff2"> </span></div><div class="t m0 x4 hf y36c ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y36d w23 h41"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x82 y36d w24 h41"><div class="t m0 x12 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 </div></div><div class="c x83 y36d w25 h41"><div class="t m0 x1d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024<span class="_ _0"></span> </div></div><div class="c x4 y36e w23 h42"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x82 y36e w24 h42"><div class="t m0 x84 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">36<span class="ls0">% </span></div></div><div class="c x83 y36e w25 h42"><div class="t m0 x85 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">20%<span class="ls0"> </span></div></div><div class="c x4 y36f w23 h43"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">USD </div></div><div class="c x82 y36f w24 h43"><div class="t m0 x84 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">10<span class="ls0">% </span></div></div><div class="c x83 y36f w25 h43"><div class="t m0 x51 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">7%<span class="ls0"> </span></div></div><div class="c x4 y370 w23 h42"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x82 y370 w24 h42"><div class="t m0 x84 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">54<span class="ls0">% </span></div></div><div class="c x83 y370 w25 h42"><div class="t m0 x85 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">73%<span class="ls0"> </span></div></div><div class="c x4 y371 w23 h42"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> RAZEM </div></div><div class="c x82 y371 w24 h42"><div class="t m0 x4 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">100%<span class="ls0"> </span></div></div><div class="c x83 y371 w25 h42"><div class="t m0 x3 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y372 ff3 fs6 fc0 sc0 ls0 ws0">W ramach <span class="_ _3"></span>po<span class="_ _1"></span>dpisanych umów <span class="_ _3"></span>kredyto<span class="_ _1"></span>wych <span class="ff2">na 31 <span class="_ _3"></span>grudnia 2025 <span class="_ _3"></span>r. <span class="ff3">Spółka posiada<span class="ls24">ła</span></span> <span class="_ _0"></span><span class="ff3">możliwość <span class="_ _3"></span>wyko<span class="_ _1"></span>rzystania dostępnych </span></span></div><div class="t m0 x4 hf y373 ff3 fs6 fc0 sc0 ls0 ws0">kredytów <span class="_ _3"></span>w <span class="_ _0"></span>EUR <span class="_ _3"></span>i<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span>USD. <span class="_ _0"></span><span class="ff3">Na <span class="_ _3"></span>dzień 31 <span class="_ _8"></span>grudn<span class="_ _1"></span>ia <span class="_ _3"></span>20<span class="ff2">25<span class="_ _1"></span> <span class="_ _3"></span><span class="lsd">r. <span class="_ _0"></span><span class="ls0">i <span class="_ _3"></span>31 <span class="_ _0"></span>grudnia <span class="_ _3"></span>2024 <span class="ff3">r. <span class="_ _8"></span>Spółka<span class="_ _1"></span> <span class="_ _3"></span>nie <span class="_ _0"></span>posiadała zobowiązań <span class="_ _3"></span>z <span class="_ _3"></span>ty<span class="_ _1"></span>tułu <span class="_ _3"></span>kredytów </span></span></span></span></span></span></div><div class="t m0 x4 hf yb7 ff2 fs6 fc0 sc0 ls0 ws0">w walucie obcej.<span class="_ _1"></span> </div><div class="t m0 x4 hf y374 ff3 fs6 fc0 sc0 ls0 ws0">Na dzień <span class="_ _1"></span><span class="ff2">31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2025 </span>r. <span class="_ _1"></span>saldo<span class="_ _1"></span> środ<span class="_ _1"></span>ków pieniężnych<span class="_ _1"></span> w walu<span class="_ _1"></span>cie obcej <span class="_ _2"></span><span class="ff2">(USD <span class="_ _1"></span>i EUR<span class="ls21">) <span class="_ _1"></span></span></span>sta<span class="_ _1"></span>nowiło <span class="_ _1"></span><span class="ff2">2</span>% całego <span class="_ _1"></span>salda <span class="_ _1"></span>środków </div><div class="t m0 x4 hf y375 ff3 fs6 fc0 sc0 ls0 ws0">pieniężnych (na 31 g<span class="_ _1"></span><span class="ff2">rudnia 2024 <span class="lsd">r. <span class="_ _1"></span></span></span>–<span class="ff2"> 1%). </span></div><div class="t m0 x4 hf y376 ff2 fs6 fc0 sc0 ls0 ws0">29,6% <span class="_ _2"></span><span class="ff3">przy<span class="_ _1"></span>chodów <span class="_ _d"></span>Spółki<span class="_ _1"></span></span> <span class="_ _2"></span>jes<span class="_ _1"></span>t <span class="_ _d"></span>realizowane <span class="_ _d"></span><span class="ff3">prz<span class="_ _1"></span>ez <span class="_ _2"></span>d<span class="_ _1"></span>ziałalność <span class="_ _d"></span>eksportową, <span class="_ _d"></span>według <span class="_ _d"></span>cen <span class="_ _d"></span>określon<span class="_ _1"></span>ych <span class="_ _d"></span>w <span class="_ _16"></span></span>walutach <span class="_ _2"></span>ob<span class="_ _1"></span>cych, </div><div class="t m0 x4 hf y377 ff3 fs6 fc0 sc0 ls0 ws0">głównie <span class="_ _d"></span>w <span class="_ _16"></span><span class="ff2">EUR. <span class="_ _d"></span></span>N<span class="_ _1"></span>a <span class="_ _d"></span>d<span class="_ _1"></span>zień <span class="_ _d"></span>31 <span class="_ _16"></span>grudnia <span class="_ _d"></span>20<span class="_ _1"></span><span class="ff2">25 <span class="_ _d"></span><span class="lsd">r. <span class="_ _16"></span><span class="ls3">12</span></span></span>% <span class="_ _d"></span>całego <span class="_ _16"></span>salda <span class="_ _16"></span>należności <span class="_ _16"></span>z <span class="_ _d"></span>tytułu <span class="_ _d"></span>dos<span class="_ _1"></span>taw <span class="_ _d"></span>i <span class="_ _16"></span>usług <span class="_ _d"></span>stanowią <span class="_ _16"></span>należności </div><div class="t m0 x4 hf y378 ff3 fs6 fc0 sc0 ls0 ws0">wyrażone <span class="_ _10"> </span>w<span class="ff2"> <span class="_ _10"> </span>tej <span class="_ _10"> </span>walucie <span class="_ _10"> </span>(na <span class="_ _10"> </span>31 <span class="_ _10"> </span>grudnia <span class="_ _10"> </span>20<span class="_ _1"></span>24 <span class="_ _10"> </span><span class="lsd">r. <span class="_ _10"> </span></span>8%) <span class="_ _10"> </span>Ponadto<span class="_ _1"></span> <span class="_ _10"> </span>3</span>% <span class="_ _10"> </span>całego <span class="_ _10"> </span>salda <span class="_ _10"> </span>stanowią <span class="_ _10"> </span>należno<span class="_ _1"></span>ści <span class="_ _10"> </span>wyrażone <span class="_ _10"> </span>w <span class="_ _11"> </span><span class="ff2">USD  </span></div><div class="t m0 x4 hf y35d ff2 fs6 fc0 sc0 ls0 ws0">(na 31 grudnia 202<span class="_ _1"></span>4 r: <span class="ls3">14<span class="ls17">%)</span></span>. <span class="_ _1"></span> </div><div class="t m0 x4 hf y379 ff3 fs6 fc0 sc0 ls0 ws0">Istnieje ryzy<span class="_ _1"></span>ko, iż <span class="_ _1"></span>w p<span class="_ _1"></span>rzyszłości wahan<span class="_ _1"></span>ia ku<span class="_ _1"></span>rsów walut <span class="_ _1"></span>mogą mieć <span class="_ _1"></span>zarówno n<span class="_ _1"></span>egatywny, <span class="_ _1"></span>jak <span class="_ _1"></span>i pozy<span class="_ _1"></span>tywny <span class="_ _1"></span>wpływ na <span class="_ _1"></span>wyniki </div><div class="t m0 x4 hf y37a ff3 fs6 fc0 sc0 ls0 ws0">finansowe <span class="_ _1"></span>Spół<span class="_ _1"></span>ki. <span class="_ _1"></span>Spółka<span class="_ _1"></span> <span class="_ _1"></span>dotychczas<span class="_ _1"></span> <span class="_ _1"></span>nie <span class="_ _1"></span>wyko<span class="_ _1"></span>rzystywała <span class="_ _2"></span>pochodnych <span class="_ _2"></span>instrumentów <span class="_ _1"></span>finanso<span class="_ _1"></span>wych <span class="_ _1"></span>do <span class="_ _2"></span>zabezpieczenia <span class="_ _2"></span>się </div><div class="t m0 x4 hf y37b ff3 fs6 fc0 sc0 ls0 ws0">przed <span class="_ _d"></span>sku<span class="_ _1"></span>tkami <span class="_ _d"></span>przyszły<span class="_ _1"></span>ch <span class="_ _2"></span>z<span class="_ _1"></span>mian <span class="_ _d"></span>ku<span class="_ _1"></span>rsów <span class="_ _d"></span>walut <span class="_ _d"></span>o<span class="_ _1"></span>bcych.<span class="_ _1"></span><span class="ff2"> <span class="_ _d"></span></span>Poniżej <span class="_ _d"></span>przedsta<span class="_ _1"></span>wiono <span class="_ _d"></span>wrażliwość <span class="_ _16"></span>wyniku <span class="_ _d"></span>finansowego <span class="_ _d"></span>b<span class="_ _1"></span>rutto <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y37c ff3 fs6 fc0 sc0 ls0 ws0">na <span class="_ _16"></span>wzros<span class="_ _1"></span>t <span class="_ _16"></span>kursu <span class="_ _10"> </span>poszczególnych <span class="_ _10"> </span>walut <span class="_ _16"></span>n<span class="_ _1"></span>a <span class="_ _16"></span>dzień <span class="_ _16"></span>31 <span class="_ _10"> </span>grudnia <span class="_ _16"></span>202<span class="_ _1"></span><span class="ff2">5 <span class="_ _10"> </span><span class="lsd">r. <span class="_ _10"></span></span>oraz <span class="_ _16"></span>31 <span class="_ _16"></span>gru<span class="_ _1"></span>dnia <span class="_ _16"></span>2024 <span class="_ _10"> </span><span class="lsd">r. <span class="_ _16"></span></span></span>o<span class="_ _1"></span> <span class="_ _16"></span>10%, <span class="_ _10"></span>przy <span class="_ _16"></span>pozostałych </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:1037.280000px;bottom:1464.020000px;width:22.230000px;height:12.210000px;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:513.440000px;bottom:1439.600000px;width:14.640000px;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:238.540000px;bottom:1243.240000px;width:22.230000px;height:12.200000px;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:699.400000px;bottom:1243.240000px;width:14.640000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">26<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0">warunkach <span class="_ _12"> </span>niezmiennych<span class="_ _1"></span><span class="ls4">. <span class="_ _12"> </span></span><span class="ff3">Wrażliwoś<span class="_ _1"></span>ć <span class="_ _12"> </span>jest <span class="_ _12"> </span>ustalon<span class="_ _1"></span>a <span class="_ _13"> </span>w <span class="_ _12"> </span>wyniku <span class="_ _12"> </span>przeliczenia <span class="_ _2e"> </span>wpływu <span class="_ _12"> </span>wyższego/niższego <span class="_ _12"> </span>ku<span class="_ _1"></span>rsu <span class="_ _1"></span></span> </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">na przeszacowan<span class="_ _1"></span>ie sald należno<span class="_ _1"></span>ści i zobowiązań h<span class="_ _1"></span>andlowych oraz p<span class="_ _1"></span>ozostałych wyrażonych w walutach.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y37d w26 h26"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0">  <span class="ff5">Wzrost kursu wal<span class="_ _0"></span>ut o 10% na 31 <span class="_ _3"></span>g<span class="_ _1"></span>rudnia 2025<span class="ff2"> </span></span></div></div><div class="c x7f y37d w27 h26"><div class="t m0 x86 h11 y66 ff5 fs2 fc0 sc0 ls25 ws0">USD<span class="ls0"> </span></div></div><div class="c x87 y37d w28 h26"><div class="t m0 xf h11 y66 ff5 fs2 fc0 sc0 ls26 ws0">EUR<span class="ls0"> </span></div></div><div class="c x88 y37d w29 h26"><div class="t m0 x57 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x89 y37d w2a h26"><div class="t m0 x3 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x4 y37e w26 h44"><div class="t m0 x0 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności h<span class="_ _0"></span>andlowe i<span class="_ _0"></span> pozostałe<span class="ff2"> </span></div></div><div class="c x7f y37e w27 h44"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">167      </span></div></div><div class="c x87 y37e w28 h44"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">593      </span></div></div><div class="c x88 y37e w29 h44"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                       <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y37e w2a h44"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">760      </span></div></div><div class="c x4 y37f w26 h2e"><div class="t m0 x0 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania ha<span class="_ _0"></span>ndlowe i p<span class="_ _0"></span>ozostałe<span class="ff2"> </span></div></div><div class="c x7f y37f w27 h2e"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(319)     </span></div></div><div class="c x87 y37f w28 h2e"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">7      </span></div></div><div class="c x88 y37f w29 h2e"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(1 628)     </span></div></div><div class="c x89 y37f w2a h2e"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(1 940)     </span></div></div><div class="c x4 y380 w26 h26"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">RAZEM wpływ na <span class="_ _0"></span>wynik 2025<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x7f y380 w27 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(152)     </span></div></div><div class="c x87 y380 w28 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">600      </span></div></div><div class="c x88 y380 w29 h26"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(1 628)     </span></div></div><div class="c x89 y380 w2a h26"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(1 180)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y381 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y382 w26 h2a"><div class="t m0 x19 h11 y6a ff2 fs2 fc0 sc0 ls0 ws0">  <span class="ff5">Wzrost kursu wal<span class="_ _0"></span>ut o 10% na 31 <span class="_ _3"></span>g<span class="_ _1"></span>rudnia 2024<span class="ff2"> </span></span></div></div><div class="c x7f y382 w27 h2a"><div class="t m0 x86 h11 y6a ff5 fs2 fc0 sc0 ls25 ws0">USD<span class="ls0"> </span></div></div><div class="c x87 y382 w28 h2a"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls26 ws0">EUR<span class="ls0"> </span></div></div><div class="c x88 y382 w29 h2a"><div class="t m0 x57 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x89 y382 w2a h2a"><div class="t m0 x3 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x4 y383 w26 h2e"><div class="t m0 x0 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności h<span class="_ _0"></span>andlowe i<span class="_ _0"></span> pozostałe<span class="ff2"> </span></div></div><div class="c x7f y383 w27 h2e"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">767      </span></div></div><div class="c x87 y383 w28 h2e"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">419      </span></div></div><div class="c x88 y383 w29 h2e"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                       <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y383 w2a h2e"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">1 186      </span></div></div><div class="c x4 y384 w26 h2e"><div class="t m0 x0 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania ha<span class="_ _0"></span>ndlowe i p<span class="_ _0"></span>ozostałe<span class="ff2"> </span></div></div><div class="c x7f y384 w27 h2e"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(412)     </span></div></div><div class="c x87 y384 w28 h2e"><div class="t m0 x60 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(2)     </span></div></div><div class="c x88 y384 w29 h2e"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(4 526)     </span></div></div><div class="c x89 y384 w2a h2e"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(4 940)     </span></div></div><div class="c x4 y385 w26 h26"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">RAZEM wpływ na <span class="_ _0"></span>wynik 2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x7f y385 w27 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">355      </span></div></div><div class="c x87 y385 w28 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">417      </span></div></div><div class="c x88 y385 w29 h26"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">(4 526)     </span></div></div><div class="c x89 y385 w2a h26"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(3 754)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y386 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y387 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>ocenie <span class="_ _10"> </span>Zarzą<span class="_ _1"></span>du <span class="_ _10"> </span>ko<span class="_ _1"></span>ncentracja <span class="_ _10"> </span>ry<span class="_ _1"></span>zyka <span class="_ _10"> </span>waluto<span class="_ _1"></span>wego <span class="_ _11"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _10"> </span>pods<span class="_ _1"></span>tawowej <span class="_ _10"> </span>działaln<span class="_ _1"></span>ości <span class="_ _10"> </span>operacyjn<span class="_ _1"></span>ej <span class="_ _11"> </span><span class="ff2">jest <span class="_ _10"> </span>niewielka<span class="_ _1"></span><span class="ls27">, </span></span></div><div class="t m0 x4 hf y388 ff3 fs6 fc0 sc0 ls0 ws0">ponieważ w znacznej mi<span class="_ _1"></span>erze salda <span class="_ _1"></span>denominowane w waluta<span class="_ _1"></span>ch obcych s<span class="_ _1"></span>ię równoważą. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y389 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y38a ff4 fs6 fc0 sc0 ls0 ws0">Ryzyko przepływów p<span class="_ _1"></span>ieniężnych oraz war<span class="_ _1"></span>tości godziwej z tytułu z<span class="_ _1"></span>miany stopy proce<span class="_ _1"></span>ntowej<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x4 h1e y14f ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y150 ff2 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>31 <span class="_ _3"></span>grud<span class="_ _1"></span>nia 2025 <span class="_ _3"></span><span class="lsd">r. <span class="ff3 ls0">Spółka<span class="ff2"> <span class="_ _3"></span><span class="ff3">p<span class="_ _1"></span>osiadała środki <span class="_ _3"></span>pieniężne na <span class="_ _3"></span>rachu<span class="_ _1"></span>nkach bankowych<span class="ff2">,<span class="_ _1"></span> <span class="_ _3"></span><span class="ff3">op<span class="_ _1"></span>rocentowane <span class="_ _0"></span>w <span class="_ _3"></span>op<span class="_ _1"></span>arciu <span class="_ _0"></span>o <span class="_ _3"></span>zmi<span class="_ _1"></span>enną </span></span></span></span></span></span></div><div class="t m0 x4 hf y38b ff3 fs6 fc0 sc0 ls0 ws0">stopę procentową<span class="ff2"> </span>(krótkoter<span class="_ _1"></span>minowe depozyty bankowe)<span class="_ _1"></span>, co naraża spółkę na ryzyko<span class="_ _1"></span> zmiany przepływów pieniężnych w </div><div class="t m0 x4 hf y38c ff3 fs6 fc0 sc0 ls0 ws0">wyniku zmiany s<span class="_ _1"></span>tóp procentowych<span class="_ _1"></span>, jednak z u<span class="_ _1"></span>wagi na wysokoś<span class="_ _1"></span>ć tych ods<span class="_ _1"></span>etek<span class="_ _1"></span><span class="ff2">, ryzy<span class="_ _1"></span>ko nie jest istotne. <span class="_ _1"></span></span>W ciągu 2025 r<span class="_ _1"></span>oku </div><div class="t m0 x4 hf y38d ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>wyka<span class="_ _1"></span>zywała <span class="_ _2"></span>ró<span class="_ _1"></span>wnież <span class="_ _2"></span>oprocentowaną <span class="_ _d"></span>pożyczkę <span class="_ _d"></span>udzieloną <span class="_ _2"></span>Sp<span class="_ _1"></span>ółce <span class="_ _2"></span>powiązanej <span class="_ _d"></span>Toya <span class="_ _d"></span>Romania, <span class="_ _2"></span>op<span class="_ _1"></span>isaną <span class="_ _2"></span>w <span class="_ _d"></span>nocie <span class="_ _16"></span><span class="ff2 ls3">33<span class="ls0"> </span></span></div><div class="t m0 x4 hf y38e ff2 fs6 fc0 sc0 ls0 ws0">do <span class="_ _2"></span>sprawozdan<span class="_ _1"></span>ia <span class="_ _2"></span>finansowego. <span class="_ _2"></span>Poza <span class="_ _2"></span>tym <span class="_ _d"></span><span class="ff3">Spółka<span class="_ _1"></span></span> <span class="_ _2"></span><span class="ff3">nie <span class="_ _1"></span>p<span class="_ _1"></span>osiada <span class="_ _2"></span>innych<span class="_ _1"></span> <span class="_ _1"></span>o<span class="_ _1"></span>procentowanych <span class="_ _2"></span>akty<span class="_ _1"></span>wów.</span> <span class="_ _2"></span>N<span class="_ _1"></span>a <span class="_ _2"></span>31 <span class="_ _1"></span>grud<span class="_ _1"></span>nia <span class="_ _2"></span>2024 <span class="_ _2"></span>r. </div><div class="t m0 x4 hf y38f ff3 fs6 fc0 sc0 ls0 ws0">Spółka nie pos<span class="_ _1"></span>iadała oprocentowanych a<span class="_ _1"></span>ktywów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y390 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y391 ff3 fs6 fc0 sc0 ls0 ws0">Polityka <span class="_ _16"></span>Spółki<span class="ff2"> <span class="_ _16"></span></span>przewiduje <span class="_ _16"></span>wykorzy<span class="_ _1"></span>stywanie <span class="_ _16"></span>kredytów <span class="_ _16"></span>bankowych <span class="_ _16"></span>o <span class="_ _16"></span>zmiennym<span class="_ _1"></span><span class="ff2"> <span class="_ _16"></span></span>oprocentowaniu. <span class="_ _16"></span>Naraża <span class="_ _16"></span>to <span class="_ _16"></span>Spółkę<span class="ff2"> <span class="_ _16"></span>na </span></div><div class="t m0 x4 hf y392 ff3 fs6 fc0 sc0 ls0 ws0">ryzyko <span class="_ _2"></span>zmiany <span class="_ _2"></span>przep<span class="_ _1"></span>ływów <span class="_ _1"></span>pieniężnych<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _2"></span>wyniku<span class="_ _1"></span> <span class="_ _1"></span>zmian<span class="_ _1"></span>y <span class="_ _2"></span>stóp <span class="_ _2"></span>procentowych<span class="_ _1"></span>. <span class="_ _d"></span>Na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>202<span class="_ _1"></span><span class="ff2">5 <span class="_ _1"></span><span class="lsd">r.<span class="_ _1"></span></span> <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _2"></span>2024 <span class="_ _2"></span><span class="lsd">r.</span> </span></div><div class="t m0 x4 hf y393 ff3 fs6 fc0 sc0 ls0 ws0">Spółka nie pos<span class="_ _1"></span>iada<span class="ls24">ła</span><span class="ff2"> </span>za<span class="_ _1"></span>dłużenia z tytułu<span class="_ _1"></span> kredytów banko<span class="_ _1"></span>wych<span class="ff2 lsa">, <span class="ls0">natomiast <span class="_ _1"></span></span></span>korzys<span class="_ _1"></span>tała z kredytów w rachu<span class="_ _1"></span>nkach bieżącyc<span class="_ _1"></span>h </div><div class="t m0 x4 hf y264 ff2 fs6 fc0 sc0 ls0 ws0">oprocentowanych wg zmi<span class="_ _1"></span>ennej strony<span class="_ _1"></span> procentowej w trakcie roku<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 hf y394 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y395 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _25"> </span>analizu<span class="_ _1"></span>je <span class="_ _25"> </span>narażenie <span class="_ _25"> </span>na <span class="_ _25"> </span>ryzyko <span class="_ _25"> </span>przepływów <span class="_ _25"> </span>pieniężny<span class="_ _1"></span>ch <span class="_ _25"> </span>oraz <span class="_ _25"> </span>wartości <span class="_ _25"> </span>godziwej <span class="_ _21"> </span>wynikające <span class="_ _25"> </span>ze<span class="ff2"> <span class="_ _25"> </span>zmian <span class="_ _25"> </span>s<span class="_ _1"></span>topy </span></div><div class="t m0 x4 hf y5d ff3 fs6 fc0 sc0 ls0 ws0">procentowej. <span class="_ _2c"> </span>Przeprowadza<span class="_ _1"></span> <span class="_ _2c"> </span>się <span class="_ _28"> </span>sy<span class="_ _1"></span>mulację <span class="_ _28"> </span>różn<span class="_ _1"></span>ych <span class="_ _2c"> </span>scenarius<span class="_ _1"></span>zy, <span class="_ _2c"> </span>biorąc <span class="_ _2c"> </span>pod <span class="_ _28"> </span>uwagę<span class="_ _1"></span> <span class="_ _28"> </span>refinans<span class="_ _1"></span>owanie, <span class="_ _2c"> </span>odnawianie </div><div class="t m0 x4 hf y396 ff3 fs6 fc0 sc0 ls0 ws0">istniejących <span class="_ _0"></span>pozycji <span class="_ _3"></span>i <span class="_ _0"></span>finansowan<span class="_ _1"></span>ie <span class="_ _3"></span>alternatywne. <span class="_ _0"></span>Na <span class="_ _3"></span>pod<span class="_ _1"></span>stawie <span class="_ _3"></span>tych scenariuszy<span class="_ _1"></span><span class="ff2">, </span>Spółka <span class="_ _3"></span>oblicza <span class="_ _3"></span>wpływ <span class="_ _0"></span>określonych <span class="_ _0"></span>zmian </div><div class="t m0 x4 hf y397 ff3 fs6 fc0 sc0 ls0 ws0">stóp  procentowych  na  wynik  finansowy.  Symulacje  tworzy  się <span class="_ _25"> </span>dla  zobowiązań<span class="_ _1"></span>,  które  stanowią  największą<span class="ff2">  pozy<span class="_ _1"></span>cj</span>ę<span class="ff2"> </span></div><div class="t m0 x4 hf y2e5 ff3 fs6 fc0 sc0 ls0 ws0">narażoną<span class="_ _1"></span><span class="ff2"> na zmiany oprocentowan<span class="_ _1"></span>ia. </span></div><div class="t m0 x4 hf y398 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf yb4 ff3 fs6 fc0 sc0 ls0 ws0">Przedstawioną <span class="_ _24"> </span>poniżej <span class="_ _25"> </span>analizę <span class="_ _24"> </span>wrażliwości <span class="_ _25"> </span>na <span class="_ _24"> </span>ryzyko <span class="_ _25"> </span>przepływów <span class="_ _24"> </span>pieniężnych <span class="_ _25"> </span>z <span class="_ _24"> </span>tytułu <span class="_ _25"> </span>zmian<span class="_ _1"></span>y <span class="_ _25"> </span>stopy <span class="_ _25"> </span>p<span class="_ _1"></span>rocentowej </div><div class="t m0 x4 hf y399 ff3 fs6 fc0 sc0 ls0 ws0">sporządzo<span class="_ _1"></span>no w <span class="_ _1"></span>oparciu <span class="_ _1"></span>o ins<span class="_ _1"></span>trumenty finan<span class="_ _1"></span>sowe, któr<span class="_ _1"></span>e op<span class="_ _1"></span>arte <span class="_ _1"></span>są o <span class="_ _1"></span>zmienn<span class="_ _1"></span>e stopy<span class="_ _1"></span> proce<span class="_ _1"></span>ntowe. Pos<span class="_ _1"></span>iadane p<span class="_ _1"></span>rzez <span class="_ _1"></span>Spółkę </div><div class="t m0 x4 hf y39a ff3 fs6 fc0 sc0 ls0 ws0">instrumenty finansowe <span class="_ _3"></span>oparte były<span class="ff2"> o stopy <span class="_ _3"></span>WIBOR <span class="ff3">dla <span class="_ _3"></span>akty<span class="_ _1"></span>wów <span class="_ _3"></span>i zobowiązań <span class="_ _0"></span>w <span class="_ _3"></span>PLN (środki <span class="_ _0"></span>pieniężne <span class="_ _3"></span>i kredyty <span class="_ _3"></span>b<span class="_ _1"></span>ankowe) </span></span></div><div class="t m0 x4 hf y39b ff3 fs6 fc0 sc0 ls0 ws0">oraz SOFR dla akty<span class="_ _1"></span>wów wyrażonych w USD (poży<span class="_ _1"></span>czk<span class="_ _1"></span><span class="ff2">i udzielone)</span>. Wpływ zmiany ry<span class="_ _1"></span>nkowych stóp procentowych n<span class="_ _1"></span>a wynik </div><div class="t m0 x4 hf y39c ff3 fs6 fc0 sc0 ls0 ws0">finansowy został obliczony jak<span class="_ _0"></span>o iloczyn <span class="_ _3"></span>s<span class="_ _1"></span>ald aktywów i <span class="_ _3"></span>zob<span class="_ _1"></span>owiązań <span class="ff2">na </span>koniec <span class="_ _3"></span>po<span class="_ _1"></span>szczególnych miesięcy <span class="ff2 ls3">202<span class="ls0">5 <span class="_ _0"></span>i 202<span class="_ _0"></span>4 <span class="lsd">r. <span class="_ _3"></span><span class="ls0">oraz </span></span></span></span></div><div class="t m0 x4 hf y39d ff3 fs6 fc0 sc0 ls0 ws0">założonego od<span class="_ _1"></span>chylenia dla stopy WIBOR<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 hf y32a ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y39e w2b h45"><div class="t m0 x8a h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y39e w1b h45"><div class="t m0 x22 h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">+5<span class="ff4">0 punktów bazow<span class="_ _0"></span>ych<span class="ff5"> </span></span></div></div><div class="c x8c y39e w2c h45"><div class="t m0 x30 h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">-5<span class="ff4">0 punktów ba<span class="_ _0"></span>zowych<span class="ff5"> </span></span></div></div><div class="c x4 y3a0 w2b h10"><div class="t m0 x8a h11 y64 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y3a0 w1b h10"><div class="t m0 x70 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _3"></span>nans<span class="_ _1"></span>owy </div><div class="t m0 x1d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">przed opodatkowani<span class="_ _0"></span>em </div></div><div class="c x8c y3a0 w2c h10"><div class="t m0 x6e h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _3"></span>nans<span class="_ _1"></span>owy prze<span class="_ _0"></span>d </div><div class="t m0 x8d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">opodatkowaniem<span class="_ _0"></span> </div></div><div class="c x4 y3a1 w2b h46"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _0"></span>e </div></div><div class="c x8b y3a1 w1b h46"><div class="t m0 x30 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y3a1 w2c h46"><div class="t m0 x8e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y2ee w2b h33"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls28 ws0">Po<span class="ff3 ls0">ż<span class="ff2">yczki udziel<span class="_ _0"></span>one </span></span></div></div><div class="c x8b y2ee w1b h33"><div class="t m0 x72 h6 y143 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">26<span class="_ _1"></span> </span></div></div><div class="c x8c y2ee w2c h33"><div class="t m0 x8f h6 y143 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="_ _1"></span><span class="ls7">(2<span class="ls0">6) </span></span></div></div><div class="c x4 y3a2 w2b h47"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne na rachu<span class="_ _0"></span>nkach bankowych<span class="ff2"> </span></div></div><div class="c x8b y3a2 w1b h47"><div class="t m0 x72 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">128      </span></div></div><div class="c x8c y3a2 w2c h47"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="_ _1"></span><span class="ls0">(128)     </span></div></div><div class="c x4 y3a3 w2b h13"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania fi<span class="_ _3"></span>nans<span class="_ _1"></span>owe<span class="ff5"> </span></div></div><div class="c x8b y3a3 w1b h13"><div class="t m0 x30 h11 y6a ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5"> </span></div></div><div class="c x8c y3a3 w2c h13"><div class="t m0 x8e h11 y6a ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5"> </span></div></div><div class="c x4 y3a4 w2b h48"><div class="t m0 x19 h6 yee ff3 fs2 fc0 sc0 ls0 ws0">Kredyty o<span class="_ _0"></span>parte o zmienną st<span class="_ _0"></span>opę<span class="ff2"> </span></div></div><div class="c x8b y3a4 w1b h48"><div class="t m0 x90 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="_ _1"></span><span class="ls0">(6)     </span></div></div><div class="c x8c y3a4 w2c h48"><div class="t m0 x91 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                      <span class="_ _1"></span><span class="ls0">6      </span></div></div><div class="c x4 y3a5 w2b h47"><div class="t m0 x19 h11 y127 ff5 fs2 fc0 sc0 ls0 ws0">Razem rok 2025 </div></div><div class="c x8b y3a5 w1b h47"><div class="t m0 x72 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">1<span class="ls5">48</span></span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x8c y3a5 w2c h47"><div class="t m0 x33 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                <span class="lsb">(14<span class="ls0">8)     </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y3a6 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3a7 w2b h49"><div class="t m0 x8a h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y3a7 w1b h49"><div class="t m0 x22 h11 y39f ff4 fs2 fc0 sc0 ls0 ws0">+50 punktów bazow<span class="_ _0"></span>ych<span class="ff5"> </span></div></div><div class="c x8c y3a7 w2c h49"><div class="t m0 x30 h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">-<span class="ff4">50 punktów ba<span class="_ _0"></span>zowych<span class="ff5"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">27<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y3a8 w2b h4a"><div class="t m0 x8a h11 y64 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y3a8 w1b h4a"><div class="t m0 x70 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _3"></span>nans<span class="_ _1"></span>owy </div><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">przed opodatkowani<span class="_ _0"></span>em </div></div><div class="c x8c y3a8 w2c h4a"><div class="t m0 x6e h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _3"></span>nans<span class="_ _1"></span>owy prze<span class="_ _0"></span>d </div><div class="t m0 x8d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">opodatkowaniem<span class="_ _0"></span> </div></div><div class="c x4 y3a9 w2b h13"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _0"></span>e </div></div><div class="c x8b y3a9 w1b h13"><div class="t m0 x30 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y3a9 w2c h13"><div class="t m0 x8e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y337 w2b h47"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne na rachu<span class="_ _0"></span>nkach bankowych<span class="ff2"> </span></div></div><div class="c x8b y337 w1b h47"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls5">122</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x8c y337 w2c h47"><div class="t m0 x8a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(<span class="ls5">122</span>)      </span></div></div><div class="c x4 y3aa w2b h13"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania fi<span class="_ _3"></span>nans<span class="_ _1"></span>owe<span class="ff5"> </span></div></div><div class="c x8b y3aa w1b h13"><div class="t m0 x30 h11 y6a ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5"> </span></div></div><div class="c x8c y3aa w2c h13"><div class="t m0 x8e h11 y6a ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5"> </span></div></div><div class="c x4 y3ab w2b h48"><div class="t m0 x19 h6 yee ff3 fs2 fc0 sc0 ls0 ws0">Kredyty o<span class="_ _0"></span>parte o zmienną st<span class="_ _0"></span>opę<span class="ff2"> </span></div></div><div class="c x8b y3ab w1b h48"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls7">(3<span class="ls0">4)     </span></span></div></div><div class="c x8c y3ab w2c h48"><div class="t m0 x92 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">34</span>    <span class="ls0"> </span></div></div><div class="c x4 y3ac w2b h47"><div class="t m0 x19 h11 y127 ff5 fs2 fc0 sc0 ls0 ws0">Razem rok 2024 </div></div><div class="c x8b y3ac w1b h47"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls5">88</span>    <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x8c y3ac w2c h47"><div class="t m0 x93 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="lsb">(88)</span>   <span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y6c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3ad ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _d"></span>nie <span class="_ _16"></span>wykorzystuje <span class="_ _d"></span>instrumentów <span class="_ _d"></span>p<span class="_ _1"></span>ochodnych <span class="_ _16"></span>celem <span class="_ _d"></span>minimalizacji <span class="_ _d"></span>ryzy<span class="_ _1"></span>ka <span class="_ _d"></span>przepł<span class="_ _1"></span>ywów <span class="_ _2"></span>pieni<span class="_ _1"></span>ężnych <span class="_ _d"></span>ora<span class="_ _1"></span>z <span class="_ _d"></span>wartości </div><div class="t m0 x4 hf y3ae ff3 fs6 fc0 sc0 ls0 ws0">godziwej z tytułu<span class="_ _1"></span> zmiany stopy procentowej. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h35 y3af ff5 fs1 fc1 sc0 ls11 ws0">5.2<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff5">Ryzyko kredytowe  </span></span></div><div class="t m0 x4 hf y3b0 ff2 fs6 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _22"> </span>kredytowe <span class="_ _21"> </span>powsta<span class="_ _1"></span>je <span class="_ _22"> </span>w <span class="_ _22"> </span>przypadku <span class="_ _22"> </span><span class="ff3">ś<span class="_ _1"></span>rodków <span class="_ _21"> </span>p<span class="_ _1"></span>ieniężnych <span class="_ _21"> </span>zgro<span class="_ _1"></span>madzonych <span class="_ _22"> </span>na <span class="_ _22"> </span>rachunkach <span class="_ _22"> </span>bankowych<span class="_ _2"></span></span> <span class="_ _21"> </span>oraz </div><div class="t m0 x4 hf y3b1 ff3 fs6 fc0 sc0 ls0 ws0">zaangażowań <span class="_ _10"> </span>kredytowych <span class="_ _10"> </span>w<span class="ff2"> </span>od<span class="_ _1"></span>niesieniu <span class="_ _16"></span>d<span class="_ _1"></span>o <span class="_ _16"></span>klientów, <span class="_ _10"> </span>co <span class="_ _16"></span>obejmuje <span class="_ _10"> </span>również <span class="_ _10"> </span>nierozliczone <span class="_ _10"> </span>należności<span class="_ _2"></span><span class="ff2"> <span class="_ _16"></span>z<span class="_ _1"></span> </span>tytułu <span class="_ _16"></span>dos<span class="_ _1"></span>taw </div><div class="t m0 x4 hf y3b2 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">usług.</span> </div><div class="t m0 x4 hf y3b3 ff3 fs6 fc0 sc0 ls0 ws0">Ryzyko kredyto<span class="_ _1"></span>we odnoszące się do<span class="_ _1"></span> ś<span class="_ _1"></span>rodków pieniężnych<span class="_ _1"></span><span class="ff2">, zgromadzon<span class="_ _1"></span>ych na rach<span class="_ _1"></span>unkach bankowych<span class="_ _1"></span>,<span class="_ _1"></span> uznane jest <span class="_ _1"></span>przez </span></div><div class="t m0 x4 hf y3b4 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd za <span class="_ _3"></span>niewielkie, ponieważ <span class="_ _0"></span>Spółka w<span class="_ _0"></span>spółpracuje wyłączn<span class="_ _1"></span><span class="ff2">ie <span class="_ _3"></span>z instytucjami f<span class="_ _0"></span>inansowymi o <span class="ff3">sprawdzo<span class="_ _1"></span>nej <span class="_ _0"></span>reputacji, <span class="_ _0"></span>które </span></span></div><div class="t m0 x4 hf y3b5 ff3 fs6 fc0 sc0 ls0 ws0">posiadają ratingi o wysokiej wiarygodności (<span class="ff2">Bank Han<span class="_ _1"></span>dlowy w <span class="_ _0"></span>Warszawie S.A., mBank S.A. <span class="lsa">, </span>BNP Paribas Bank Polska S.A. </span></div><div class="t m0 x4 hf y3b6 ff2 fs6 fc0 sc0 ls0 ws0">i Santander <span class="_ _1"></span>Bank Polska <span class="_ _1"></span>S.A.). </div><div class="t m0 x4 hf y3b7 ff3 fs6 fc0 sc0 ls0 ws0">W ocenie <span class="_ _1"></span>Zarządu, <span class="_ _1"></span>w odn<span class="_ _1"></span>iesieniu do <span class="_ _1"></span>zaangażowań <span class="_ _1"></span>kredytowych u<span class="_ _1"></span> klientów <span class="_ _1"></span>Spółki<span class="_ _2"></span><span class="ff2">, <span class="_ _1"></span>koncentracja ryzy<span class="_ _1"></span>ka kredytowego <span class="_ _1"></span>nie </span></div><div class="t m0 x4 hf yab ff3 fs6 fc0 sc0 ls0 ws0">jest <span class="_ _10"> </span>znacząca. <span class="_ _10"> </span>Obro<span class="_ _1"></span>ty <span class="_ _10"> </span>realizowane <span class="_ _10"> </span>są <span class="_ _10"> </span>przez <span class="_ _10"> </span>2 <span class="_ _10"> </span>głó<span class="_ _1"></span>wne <span class="_ _10"></span>grupy <span class="_ _10"> </span>klientów: <span class="_ _10"> </span>sieci <span class="_ _10"> </span>h<span class="_ _1"></span>andlowe<span class="_ _1"></span><span class="ff2 ls29">, <span class="_ _10"> </span></span>a <span class="_ _10"> </span>także <span class="_ _10"> </span>odbiorców <span class="_ _10"> </span>hurto<span class="_ _1"></span>wych <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y3b8 ff2 fs6 fc0 sc0 ls0 ws0">(w <span class="_ _d"></span>tym <span class="_ _d"></span>hurtownie<span class="_ _1"></span> <span class="_ _d"></span>i <span class="_ _d"></span><span class="ff3">dys<span class="_ _1"></span>trybutorów</span>)<span class="ff3">. <span class="_ _d"></span>Sp<span class="_ _1"></span>ółka <span class="_ _d"></span>sp<span class="_ _1"></span>rzedaje <span class="_ _d"></span>swoje <span class="_ _d"></span>towary <span class="_ _16"></span>w <span class="_ _2"></span>kraj<span class="_ _1"></span>u <span class="_ _d"></span>oraz <span class="_ _d"></span>n<span class="_ _1"></span>a <span class="_ _d"></span>rynki <span class="_ _d"></span>zagran<span class="_ _1"></span>iczne <span class="_ _16"></span>–</span> <span class="_ _d"></span><span class="ff3">głównie <span class="_ _d"></span>kraj<span class="_ _1"></span>e </span></div><div class="t m0 x4 hf y3b9 ff3 fs6 fc0 sc0 ls0 ws0">Europy <span class="_ _16"></span>Środkowej, <span class="_ _d"></span>Połud<span class="_ _1"></span>niowej <span class="_ _d"></span>i <span class="_ _16"></span>Wschodniej <span class="_ _d"></span>(<span class="_ _1"></span>Ru<span class="_ _1"></span>munia, <span class="_ _d"></span>Ukraina, <span class="_ _16"></span>Kraje <span class="_ _d"></span>Bał<span class="_ _1"></span>tyckie, <span class="_ _d"></span>Węgry, <span class="_ _16"></span>Białoruś, <span class="_ _16"></span>Mołdawia, <span class="_ _d"></span>Czechy, </div><div class="t m0 x4 hf y3ba ff3 fs6 fc0 sc0 ls0 ws0">Bułgaria i Niemcy<span class="ff2 ls21">).<span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x4 hf y3bb ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3bc ff3 fs6 fc0 sc0 ls0 ws0">Podział p<span class="_ _1"></span>rzychodów ze sprzedaż<span class="_ _1"></span>y na <span class="_ _1"></span>grupy klientów i rynki przedstawion<span class="_ _1"></span>o w tabeli poniżej:<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x4 y284 w2d h4b"><div class="t m0 x19 h11 y3bd ff4 fs2 fc0 sc0 ls0 ws0">Udział w przycho<span class="_ _0"></span>dach ze sprzeda<span class="_ _3"></span>ż<span class="_ _1"></span>y<span class="ff5"> </span></div></div><div class="c x94 y284 w2e h4b"><div class="t m0 x95 h11 y3bd ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x96 y284 w2f h4b"><div class="t m0 x97 h11 y3bd ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y3be w2d h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Kraj <span class="ff3">–</span> rynek<span class="_ _0"></span> hurtowy </div></div><div class="c x94 y3be w2e h26"><div class="t m0 x98 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">45,0% </div></div><div class="c x96 y3be w2f h26"><div class="t m0 x2c h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">42,3% </div></div><div class="c x4 y3bf w2d h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Eksport </div></div><div class="c x94 y3bf w2e h2a"><div class="t m0 x98 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">29,6% </div></div><div class="c x96 y3bf w2f h2a"><div class="t m0 x2c h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">31,3% </div></div><div class="c x4 y3c0 w2d h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Kraj <span class="ff3">–</span> sieci </div></div><div class="c x94 y3c0 w2e h26"><div class="t m0 x98 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">15,2% </div></div><div class="c x96 y3c0 w2f h26"><div class="t m0 x2c h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">13,5% </div></div><div class="c x4 y3c1 w2d h4c"><div class="t m0 x19 h6 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">Kraj <span class="ff3">–</span> <span class="ff3">sprzedaż det<span class="_ _0"></span>aliczna<span class="ff2"> </span></span></div></div><div class="c x94 y3c1 w2e h4c"><div class="t m0 x98 h6 y3c2 ff2 fs2 fc0 sc0 ls5 ws0">10,<span class="ls0">2% </span></div></div><div class="c x96 y3c1 w2f h4c"><div class="t m0 x2c h6 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">12,9% </div></div><div class="c x4 y3c3 w2d h4d"><div class="t m0 x19 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">Suma </div></div><div class="c x94 y3c3 w2e h4d"><div class="t m0 x34 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x96 y3c3 w2f h4d"><div class="t m0 x14 h11 yec ff5 fs2 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y3c4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3c5 ff2 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>kanale <span class="_ _2"></span>sieci <span class="_ _2"></span>s<span class="ff3">przedaż<span class="_ _1"></span> <span class="_ _1"></span>realiz<span class="_ _1"></span>owana <span class="_ _2"></span>jest <span class="_ _2"></span>poprzez <span class="_ _2"></span>n<span class="_ _1"></span>ajwiększe <span class="_ _2"></span>sieci <span class="_ _1"></span>h<span class="_ _1"></span>andlowe <span class="_ _2"></span>w <span class="_ _2"></span>Po<span class="_ _1"></span>lsce. <span class="_ _2"></span>Za<span class="_ _1"></span>angażowanie <span class="_ _2"></span>kredytowe <span class="_ _2"></span>w<span class="_ _1"></span></span> tej </div><div class="t m0 x4 hf y3c6 ff3 fs6 fc0 sc0 ls0 ws0">grupie <span class="_ _2"></span>klientów <span class="_ _2"></span>nie <span class="_ _2"></span>jest <span class="_ _2"></span>równomiernie <span class="_ _2"></span>rozłożo<span class="_ _1"></span>ne.<span class="ff2"> <span class="_ _2"></span>Dwie <span class="_ _2"></span>kluczowe <span class="_ _2"></span>sieci <span class="_ _2"></span></span>realizują <span class="_ _2"></span>łącznie <span class="_ _2"></span>około<span class="_ _1"></span> <span class="_ _2"></span><span class="ff2">70,6</span>% <span class="_ _2"></span>obrotów <span class="_ _2"></span>w <span class="_ _2"></span>ramach </div><div class="t m0 x4 hf y3c7 ff3 fs6 fc0 sc0 ls0 ws0">tego kanału dystrybucji. Ryzy<span class="_ _0"></span>ko <span class="_ _0"></span>kredytowe w<span class="_ _0"></span> odniesieniu <span class="_ _0"></span>do sieci <span class="_ _0"></span>handlowych jest oceniane <span class="_ _3"></span>przez Spółkę jako niew<span class="_ _0"></span>ielkie, </div><div class="t m0 x4 hf y3c8 ff3 fs6 fc0 sc0 ls0 ws0">gdyż są<span class="_ _0"></span> <span class="_ _3"></span>to<span class="_ _1"></span> <span class="_ _3"></span>zwy<span class="_ _1"></span>kle <span class="_ _3"></span>odbiorcy<span class="_ _1"></span> <span class="_ _3"></span>o<span class="_ _1"></span> <span class="_ _3"></span>ugruntowanej pozycji <span class="_ _3"></span>ryn<span class="_ _1"></span>kowej, <span class="_ _0"></span>wiarygodni <span class="_ _0"></span>i <span class="_ _3"></span>przejrz<span class="_ _1"></span>yści <span class="_ _3"></span>finansowo oraz <span class="_ _3"></span>z pozytywną <span class="_ _3"></span>histo<span class="_ _2"></span>rią </div><div class="t m0 x4 hf y3c9 ff3 fs6 fc0 sc0 ls0 ws0">spłat zobowiązań<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x4 hf y3ca ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3cb ff3 fs6 fc0 sc0 ls0 ws0">W ramach kanał<span class="_ _1"></span>u dystrybucji hu<span class="_ _1"></span>rtowej Spółka współ<span class="_ _1"></span>pracuje <span class="ff2">z </span>kilku<span class="_ _1"></span>dziesięcioma <span class="ff2">dys<span class="_ _1"></span>trybutorami i odb<span class="_ _1"></span>iorcami hurtowymi </span></div><div class="t m0 x4 hf y3cc ff3 fs6 fc0 sc0 ls0 ws0">we <span class="_ _2"></span>wszystkich <span class="_ _2"></span>województ<span class="_ _1"></span>wach <span class="_ _2"></span>oraz <span class="_ _d"></span><span class="ff2">wieloma <span class="_ _2"></span>sklepa<span class="_ _1"></span>mi. <span class="_ _2"></span>W <span class="_ _2"></span>ka<span class="_ _1"></span>nale <span class="_ _2"></span>hurtowym <span class="_ _2"></span>w <span class="_ _2"></span>20<span class="_ _1"></span>25 <span class="_ _2"></span><span class="lsd">r. <span class="_ _2"></span></span></span>koncentra<span class="_ _1"></span>cja <span class="_ _2"></span>należności <span class="_ _2"></span>była <span class="_ _2"></span>n<span class="_ _1"></span>a </div><div class="t m0 x4 hf y30e ff3 fs6 fc0 sc0 ls0 ws0">nieco <span class="_ _1"></span>niższym <span class="_ _1"></span>poziomie, <span class="_ _1"></span>niż <span class="_ _1"></span>w <span class="_ _1"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>202<span class="ff2">4<span class="ls4">. <span class="_ _1"></span></span>W <span class="_ _1"></span>2025 <span class="_ _1"></span><span class="lsd">r. <span class="_ _1"></span><span class="ls3">75</span></span>% <span class="_ _1"></span>ob<span class="_ _1"></span></span>rotów <span class="_ _1"></span>realizowane <span class="_ _1"></span>było <span class="_ _2"></span><span class="ff2 ls17">w <span class="_ _1"></span><span class="ls0">przez <span class="_ _1"></span><span class="ls3">31</span> <span class="_ _1"></span></span></span>o<span class="_ _1"></span>dbiorców, <span class="_ _1"></span>podczas<span class="_ _1"></span> <span class="_ _1"></span>gdy </div><div class="t m0 x4 hf y30f ff2 fs6 fc0 sc0 ls0 ws0">w 202<span class="_ _0"></span>4 <span class="lsd">r. <span class="_ _3"></span><span class="ff3 ls0">–<span class="ff2"> przez <span class="_ _0"></span><span class="ls2a">24<span class="ls0"> <span class="_ _3"></span><span class="ff3">od<span class="_ _1"></span>biorców. W <span class="_ _0"></span>przypadku klientów hurtowych <span class="_ _3"></span>Sp<span class="_ _1"></span>ółka realizuje <span class="_ _0"></span>politykę <span class="_ _0"></span>ograniczającą zaangażowanie </span></span></span></span></span></span></div><div class="t m0 x4 hf y3cd ff3 fs6 fc0 sc0 ls0 ws0">kredytowe <span class="_ _1"></span>wobec p<span class="_ _1"></span>oszczególn<span class="_ _1"></span>ych <span class="_ _1"></span>klientów <span class="_ _1"></span>poprzez <span class="_ _1"></span>ustalanie <span class="_ _1"></span>limitów <span class="_ _1"></span>kredytowych<span class="_ _2"></span>, <span class="_ _1"></span>które<span class="ff2"> <span class="_ _1"></span></span>usta<span class="_ _1"></span>lane <span class="_ _1"></span>są <span class="_ _1"></span>indywidualnie <span class="_ _1"></span>dla </div><div class="t m0 x4 hf y311 ff3 fs6 fc0 sc0 ls0 ws0">każdego <span class="_ _3"></span>ko<span class="_ _1"></span>ntrahenta <span class="_ _0"></span>w <span class="_ _3"></span>oparciu<span class="_ _1"></span> <span class="_ _3"></span>o<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ff3">szczegół<span class="_ _1"></span>ową <span class="_ _3"></span>analizę <span class="_ _0"></span>jego w<span class="_ _0"></span>yników <span class="_ _3"></span>finans<span class="_ _1"></span>owych, <span class="_ _3"></span>p<span class="_ _1"></span>ozycji <span class="_ _3"></span>ryn<span class="_ _1"></span>kowej <span class="_ _3"></span>i <span class="_ _3"></span>d<span class="_ _1"></span>yscypliny<span class="_ _1"></span> <span class="_ _3"></span>płatn<span class="_ _1"></span>iczej </span></span></div><div class="t m0 x4 hf y312 ff2 fs6 fc0 sc0 ls0 ws0">oraz <span class="_ _21"> </span>s<span class="_ _1"></span>ytuacji <span class="_ _22"> </span>w <span class="_ _21"> </span><span class="ff3">bra<span class="_ _1"></span>nży. <span class="_ _22"> </span>Wykorzystan<span class="_ _1"></span>ie <span class="_ _21"> </span>limitów <span class="_ _21"> </span>kr<span class="_ _1"></span>edytowych <span class="_ _22"> </span>jest <span class="_ _21"> </span>re<span class="_ _1"></span>gularnie <span class="_ _22"> </span>monitorowan<span class="_ _1"></span>e. <span class="_ _21"> </span>Realizacja <span class="_ _22"> </span>trans<span class="_ _1"></span>akcji </span></div><div class="t m0 x4 hf y3ce ff3 fs6 fc0 sc0 ls0 ws0">wykraczającej <span class="_ _1"></span>poza <span class="_ _1"></span>przy<span class="_ _1"></span>znany limit <span class="_ _1"></span>kredy<span class="_ _1"></span>towy <span class="_ _1"></span>jest <span class="_ _1"></span>możliwa jedy<span class="_ _1"></span>nie p<span class="_ _1"></span>o <span class="_ _1"></span>otrzymaniu <span class="_ _1"></span>aut<span class="_ _2"></span><span class="ff2">oryzacji <span class="_ _1"></span>ze <span class="_ _1"></span>strony <span class="_ _1"></span></span>u<span class="_ _1"></span>poważnionych </div><div class="t m0 x4 hf y3cf ff3 fs6 fc0 sc0 ls0 ws0">osób<span class="ff2">, <span class="_ _1"></span></span>zgodnie z wewnętrzną procedu<span class="_ _1"></span>rą kredytową<span class="_ _1"></span><span class="ff2">. </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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">28<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _1"></span>obniża <span class="_ _1"></span>narażenie n<span class="_ _1"></span>a ryzyko <span class="_ _1"></span>kredytowe p<span class="_ _1"></span>oprzez u<span class="_ _1"></span>bezpieczenie nal<span class="_ _1"></span>eżności <span class="_ _1"></span>z tytu<span class="_ _1"></span>łu dos<span class="_ _1"></span>taw i <span class="_ _1"></span>usług <span class="_ _1"></span>w <span class="_ _d"></span><span class="ff2">renomowanej<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y19a ff2 fs6 fc0 sc0 ls0 ws0">instytucji u<span class="_ _1"></span>bezpieczeniowej. <span class="_ _1"></span>Na 31 grud<span class="_ _1"></span>nia 20<span class="_ _1"></span>25 <span class="lsd">r. </span>87<span class="_ _1"></span><span class="ff3">% należnoś<span class="_ _1"></span>ci z tytułu<span class="_ _1"></span> dostaw i us<span class="_ _1"></span>ług było ob<span class="_ _1"></span>jętych ubezpieczeniem<span class="_ _2"></span></span> </div><div class="t m0 x4 hf y19b ff2 fs6 fc0 sc0 ls0 ws0">(na <span class="_ _2"></span>31 <span class="_ _1"></span>gru<span class="_ _1"></span>dnia <span class="_ _1"></span>20<span class="_ _1"></span>24 <span class="_ _2"></span><span class="ff3">–</span> <span class="_ _1"></span>83<span class="ls17">%)</span>. <span class="_ _2"></span><span class="ff3">Ob<span class="_ _1"></span>ejmuje <span class="_ _1"></span>to <span class="_ _2"></span>klientó<span class="_ _1"></span>w, <span class="_ _1"></span>któ<span class="_ _1"></span>rym <span class="_ _1"></span>zosta<span class="_ _1"></span>ł <span class="_ _1"></span>przy<span class="_ _1"></span>znany <span class="_ _1"></span>ind<span class="_ _1"></span>ywidualny <span class="_ _2"></span>limit<span class="_ _1"></span></span>, <span class="_ _2"></span><span class="ff3">jak <span class="_ _2"></span>i <span class="_ _1"></span>klientów <span class="_ _2"></span>objętych </span></div><div class="t m0 x4 hf y19c ff3 fs6 fc0 sc0 ls0 ws0">tzw. <span class="_ _24"> </span>limitem <span class="_ _21"> </span>automaty<span class="_ _1"></span>cznym <span class="_ _21"> </span>do <span class="_ _24"> </span>kwot<span class="_ _1"></span>y <span class="_ _24"> </span>o<span class="_ _1"></span>kreślonej <span class="_ _24"> </span>w <span class="_ _24"> </span>u<span class="_ _1"></span>mowie <span class="_ _24"> </span>ubezpie<span class="_ _1"></span>czenia. <span class="_ _22"> </span>Udział<span class="_ _1"></span><span class="ff2"> <span class="_ _21"> </span></span>własny <span class="_ _24"> </span>w <span class="_ _21"> </span>zawartej <span class="_ _21"> </span>umowie </div><div class="t m0 x4 hf y19d ff3 fs6 fc0 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _10"> </span>jes<span class="_ _1"></span>t <span class="_ _10"> </span>typ<span class="_ _1"></span>owy <span class="_ _10"> </span>d<span class="_ _1"></span>la <span class="_ _10"> </span>tego <span class="_ _10"> </span>ty<span class="_ _1"></span>pu <span class="_ _10"> </span>u<span class="_ _1"></span>mów.<span class="ff2"> <span class="_ _11"> </span></span>Spółka <span class="_ _11"> </span>ogranicza <span class="_ _10"> </span>ryzy<span class="_ _1"></span>ko <span class="_ _10"> </span>kredyto<span class="_ _1"></span>we <span class="_ _10"> </span>również <span class="_ _11"> </span>poprzez <span class="_ _10"> </span>wdro<span class="_ _1"></span>żenie </div><div class="t m0 x4 hf y19e ff3 fs6 fc0 sc0 ls0 ws0">efektywnego <span class="_ _10"> </span>systemu <span class="_ _10"> </span>zarzą<span class="_ _1"></span>dzania <span class="_ _10"> </span>ryzykiem <span class="_ _10"> </span>zintegrowanym <span class="_ _10"> </span>z <span class="_ _10"> </span>sys<span class="_ _1"></span>temem <span class="_ _16"></span>SAP, <span class="_ _10"> </span>któ<span class="_ _1"></span>ry <span class="_ _10"> </span>wspiera <span class="_ _10"> </span>utrzymywanie <span class="_ _10"> </span>właściwej </div><div class="t m0 x4 hf y3d0 ff3 fs6 fc0 sc0 ls0 ws0">dyscypliny <span class="_ _24"> </span>płatniczej <span class="_ _25"> </span>u <span class="_ _24"> </span>odbiorców <span class="_ _25"> </span>spó<span class="_ _1"></span>łki. <span class="_ _25"> </span>Należy <span class="_ _24"> </span>też <span class="_ _25"> </span>p<span class="_ _1"></span>odkreślić, <span class="_ _25"> </span>że <span class="_ _25"> </span>dla <span class="_ _24"> </span>części <span class="_ _25"> </span>klientó<span class="_ _1"></span>w,<span class="_ _1"></span><span class="ff2"> <span class="_ _24"> </span></span>którzy <span class="_ _24"> </span>nie <span class="_ _25"> </span>mają <span class="_ _24"> </span>stabilnej </div><div class="t m0 x4 hf y115 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">przewidywalnej sytu<span class="_ _1"></span>acji finansowej sprzed<span class="_ _1"></span>aż realiz<span class="_ _1"></span>owana jest na <span class="_ _1"></span>przedpłatę.</span> </div><div class="t m0 x4 hf y3d1 ff3 fs6 fc0 sc0 ls0 ws0">Wiekowanie <span class="_ _2c"> </span>należnoś<span class="_ _1"></span>ci <span class="_ _2c"> </span>z <span class="_ _2c"> </span>tytułu <span class="_ _17"> </span>dostaw <span class="_ _2c"> </span>i <span class="_ _2c"> </span>usług<span class="_ _1"></span><span class="ff2">, <span class="_ _2c"> </span></span>wraz <span class="_ _2c"> </span>z <span class="_ _2c"> </span>informacją <span class="_ _2c"> </span>na <span class="_ _17"> </span>temat <span class="_ _2c"> </span>należności <span class="_ _2c"> </span>p<span class="_ _1"></span>rzeterminowanyc<span class="_ _1"></span>h<span class="_ _1"></span><span class="ff2">, </span></div><div class="t m0 x4 hf y3d2 ff2 fs6 fc0 sc0 ls0 ws0">zaprezentowano w nocie<span class="_ _1"></span> <span class="ls2a">12</span>. </div><div class="t m0 x4 hf y3d3 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3d4 ff3 fs6 fc0 sc0 ls0 ws0">Jakość <span class="_ _10"> </span>kredytową <span class="_ _10"></span>aktywów <span class="_ _16"></span>fin<span class="_ _1"></span>ansowych, <span class="_ _10"> </span>które <span class="_ _10"></span>nie <span class="_ _16"></span>są <span class="_ _10"> </span>przeterminowane<span class="_ _2"></span><span class="ff2">, <span class="_ _16"></span></span>an<span class="_ _1"></span>i <span class="_ _16"></span>nie <span class="_ _10"> </span>utraciły<span class="_ _1"></span> <span class="_ _16"></span>wartości, <span class="_ _10"> </span>można <span class="_ _10"> </span>oszacować </div><div class="t m0 x4 hf y3d5 ff3 fs6 fc0 sc0 ls0 ws0">poprzez odniesienia <span class="_ _3"></span>do zewnętrznych <span class="_ _0"></span>ratingów <span class="_ _0"></span>kredytowych lub <span class="_ _3"></span>do historycznych informacji <span class="_ _3"></span>o <span class="_ _0"></span>opóźnieniach kontrahenta </div><div class="t m0 x4 hf y3d6 ff3 fs6 fc0 sc0 ls0 ws0">w <span class="_ _16"></span>s<span class="_ _1"></span>płacie<span class="ff2">. <span class="_ _10"> </span></span>Środki <span class="_ _10"> </span>pieniężn<span class="_ _1"></span>e <span class="_ _16"></span>zgromadzo<span class="_ _1"></span>ne <span class="_ _10"></span>są <span class="_ _10"> </span>w <span class="_ _10"></span>bankach <span class="_ _10"> </span>mających <span class="_ _10"> </span>ratin<span class="_ _1"></span>g <span class="_ _10"> </span><span class="ff2">A-, <span class="_ _10"> </span>A+ <span class="_ _16"></span>o<span class="_ _1"></span>raz <span class="_ _16"></span>BBB<span class="_ _1"></span>- <span class="_ _10"> </span>(agencja <span class="_ _10"> </span>ratingowa <span class="_ _10"> </span>Fitc<span class="_ _1"></span>h).  </span></div><div class="t m0 x4 hf y3d7 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _25"> </span>odniesieniu<span class="_ _1"></span> <span class="_ _25"> </span>do <span class="_ _24"> </span>należności <span class="_ _24"> </span>handlowych, <span class="_ _24"> </span>Spółka <span class="_ _21"> </span>współpracuje <span class="_ _24"> </span>z <span class="_ _25"> </span>renomowanym<span class="_ _1"></span>i <span class="_ _25"> </span>or<span class="_ _1"></span>ganizacjami <span class="_ _25"> </span>ud<span class="_ _1"></span>ostępniającymi </div><div class="t m0 x4 hf y3d8 ff3 fs6 fc0 sc0 ls0 ws0">narzędzia <span class="_ _3"></span>p<span class="_ _1"></span>ozwalające <span class="_ _3"></span>na analizę <span class="_ _3"></span>ryzyka kredytowego, <span class="_ _3"></span>a także<span class="ff2"> <span class="_ _3"></span><span class="ff3">na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>monitoruje <span class="_ _3"></span>opóźn<span class="_ _1"></span>ienia <span class="_ _3"></span>kon<span class="_ _1"></span>trahentów <span class="_ _3"></span>w <span class="_ _0"></span>spłacie.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 hf y3d9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3da ff3 fs6 fc0 sc0 ls0 ws0">Maksymalne <span class="_ _16"></span>narażenie <span class="_ _d"></span>na <span class="_ _16"></span>ryzyko <span class="_ _16"></span>kredytowe <span class="_ _d"></span>równe <span class="_ _d"></span>jes<span class="_ _1"></span>t <span class="_ _d"></span>w <span class="_ _16"></span>przybliżeniu <span class="_ _16"></span>wartości <span class="_ _d"></span>księgowej <span class="_ _16"></span>należności <span class="_ _d"></span>z <span class="_ _16"></span>tytułu <span class="_ _d"></span>do<span class="_ _1"></span>staw </div><div class="t m0 x4 hf y3db ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">usług</span>,<span class="_ _1"></span> <span class="_ _21"> </span><span class="ff3">pomniejs<span class="_ _1"></span>zonych <span class="_ _22"> </span>o <span class="_ _22"> </span>należności <span class="_ _22"> </span>ubezpieczon<span class="_ _1"></span>e <span class="_ _21"> </span>ora<span class="_ _1"></span>z <span class="_ _22"> </span>środków <span class="_ _22"> </span>pieniężnych <span class="_ _22"> </span>i <span class="_ _22"> </span>ich <span class="_ _22"> </span>ekwiwalentów. <span class="_ _22"> </span>Maks<span class="_ _1"></span>ymalna </span></div><div class="t m0 x4 hf y3dc ff3 fs6 fc0 sc0 ls0 ws0">ekspozycja <span class="_ _d"></span>na <span class="_ _2"></span>ryzyko <span class="_ _2"></span>kredytowe <span class="_ _2"></span>wynosi <span class="_ _d"></span>na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _d"></span>grudnia <span class="_ _2"></span>20<span class="_ _1"></span><span class="ff2">25 <span class="_ _d"></span><span class="lsd">r. <span class="_ _2"></span><span class="ls3">54</span></span> <span class="ls3">296</span> <span class="_ _d"></span></span>tys. <span class="_ _2"></span>zł<span class="ff2"> <span class="_ _2"></span>(co <span class="_ _d"></span>obejmuje <span class="_ _2"></span>49 </span>971 <span class="_ _d"></span>tys. <span class="_ _2"></span>zł <span class="_ _2"></span>środ<span class="_ _1"></span>ków </div><div class="t m0 x4 hf y3dd ff3 fs6 fc0 sc0 ls0 ws0">pieniężnych <span class="_ _d"></span>oraz <span class="_ _d"></span>4<span class="ff2"> </span>325 <span class="_ _d"></span>tys. <span class="_ _d"></span>zł <span class="_ _d"></span>należnoś<span class="_ _1"></span>ci <span class="_ _2"></span>z <span class="_ _d"></span>tytułu<span class="_ _1"></span> <span class="_ _2"></span>dosta<span class="_ _1"></span>w <span class="_ _2"></span>i <span class="_ _2"></span>u<span class="_ _1"></span>sług). <span class="_ _d"></span>N<span class="_ _1"></span>a <span class="_ _d"></span>dzień <span class="_ _d"></span>31 <span class="_ _2"></span>gru<span class="_ _1"></span>dnia <span class="_ _d"></span>20<span class="ff2">24 <span class="_ _2"></span><span class="lsd">r.</span> <span class="_ _d"></span>maksy<span class="_ _1"></span>malna <span class="_ _d"></span>ekspozycja<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y3de ff3 fs6 fc0 sc0 ls0 ws0">wynosiła <span class="_ _1"></span><span class="ff2 ls3">14<span class="ls0"> 91</span>2 </span>tys. zł<span class="_ _1"></span><span class="ff2"> (w tym 7 </span>711 tys. zł ś<span class="_ _1"></span>rodków pieniężnych oraz <span class="_ _1"></span>7<span class="ff2"> </span>201 ty<span class="_ _1"></span>s. zł należności z tytułu<span class="_ _1"></span> dostaw i usług)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 xe h35 y3df ff5 fs1 fc1 sc0 ls11 ws0">5.3<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Ryzyko utraty płynności<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y3e0 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd  Spół<span class="_ _1"></span>ki  uważa,  że <span class="_ _25"> </span>płynność  jest <span class="_ _25"> </span>wystarczają<span class="_ _1"></span>co  zabezpieczona  w  dającej  s<span class="_ _1"></span>ię  przewidzieć  przy<span class="_ _1"></span>szłoś<span class="_ _1"></span>ci.  Polityka </div><div class="t m0 x4 hf y3e1 ff3 fs6 fc0 sc0 ls0 ws0">zarządzania <span class="_ _24"> </span>ryzykiem <span class="_ _24"> </span>utraty <span class="_ _24"> </span>płynnoś<span class="_ _1"></span>ci <span class="_ _25"> </span>jest <span class="_ _24"> </span>ostrożna <span class="_ _24"> </span>i <span class="_ _24"> </span>polega <span class="_ _25"> </span>n<span class="_ _1"></span>a <span class="_ _24"> </span>utrzymywaniu <span class="_ _24"> </span>odpowiedniego <span class="_ _24"> </span>poziomu <span class="_ _24"> </span>śro<span class="_ _1"></span>dków </div><div class="t m0 x4 hf y3e2 ff3 fs6 fc0 sc0 ls0 ws0">pieniężnych oraz <span class="_ _3"></span>zapewnienia możliwości <span class="_ _0"></span>wykorzystania uruchomionych <span class="_ _0"></span>limitów <span class="_ _0"></span>kredytowych<span class="_ _2"></span><span class="ff2">. <span class="_ _0"></span>Kierownictwo <span class="_ _0"></span>monitoruje </span></div><div class="t m0 x4 hf y3e3 ff3 fs6 fc0 sc0 ls0 ws0">poziom <span class="_ _11"> </span>zobowiązań <span class="_ _11"> </span>krótkoterminowych  <span class="ff2">i <span class="_ _10"> </span></span>mająt<span class="_ _1"></span>ku <span class="_ _11"> </span>obrotowego <span class="_ _11"> </span>oraz <span class="_ _11"> </span>bieżące <span class="_ _10"> </span>p<span class="_ _1"></span>rzepływy <span class="_ _11"> </span>środkó<span class="_ _1"></span>w <span class="_ _10"> </span>pieniężny<span class="_ _1"></span>ch <span class="_ _11"> </span>Spółki. </div><div class="t m0 x4 hf y3e4 ff3 fs6 fc0 sc0 ls0 ws0">Istotny wzrost wartości zapasów jest zgodny z przyjętą polityką zarząd<span class="_ _1"></span>zan<span class="_ _1"></span>ia płynnością i um<span class="_ _0"></span>ożliwia zapewnienie ciągłości </div><div class="t m0 x4 hf y3e5 ff3 fs6 fc0 sc0 ls0 ws0">sprzedaży w p<span class="_ _1"></span>rzypadku wystąpienia o<span class="_ _1"></span>późnień w łańcu<span class="_ _1"></span>chach dostaw.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y3e6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3e7 ff3 fs6 fc0 sc0 ls0 ws0">Kluczowe pozycje analizowan<span class="_ _1"></span>e dla celów mon<span class="_ _1"></span>itorowania ryzyka<span class="_ _1"></span> utraty płynnoś<span class="_ _1"></span>ci są następujące:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x4 y3e8 w30 h16"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y3e8 w31 h16"><div class="t m0 x4b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x36 y3e8 w32 h16"><div class="t m0 x2c h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y2e6 w30 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Aktywa obr<span class="_ _0"></span>otowe </div></div><div class="c x99 y2e6 w31 h2a"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">422 832      </span></div></div><div class="c x36 y2e6 w32 h2a"><div class="t m0 x2c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">388 774      </span></div></div><div class="c x4 y3e9 w30 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania bi<span class="_ _0"></span>eżące<span class="ff2"> </span></div></div><div class="c x99 y3e9 w31 h26"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">65 214      </span></div></div><div class="c x36 y3e9 w32 h26"><div class="t m0 x4c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">91 884      </span></div></div><div class="c x4 y3ea w30 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y3ea w31 h26"><div class="t m0 x51 h11 yf2 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x36 y3ea w32 h26"><div class="t m0 x9a h11 yf2 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y3eb w30 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Przepływy pieni<span class="_ _0"></span>ężne z działalno<span class="_ _0"></span>ści oper<span class="_ _0"></span>acyjnej<span class="ff2"> </span></div></div><div class="c x99 y3eb w31 h26"><div class="t m0 x97 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">59 926  </span></div></div><div class="c x36 y3eb w32 h26"><div class="t m0 x67 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(29 <span class="ls5">076)</span> </span></div></div><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:310.860000px;bottom:1244.300000px;width:14.640000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1d" class="pf w11 h23" ><div class="pc pc1d w11 h23"><img class="bi x3f ydf w33 h24" alt="" 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"/><div class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 x42 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x43 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">29<span class="ls0"> </span></div><div class="t m0 xe hf y3ec ff3 fs6 fc0 sc0 ls0 ws0">Tabela <span class="_ _16"></span>pon<span class="_ _1"></span>iżej <span class="_ _16"></span>przeds<span class="_ _1"></span>tawia <span class="_ _16"></span>zo<span class="_ _1"></span>bowiązania <span class="_ _10"> </span>finansowe <span class="_ _16"></span>Spó<span class="_ _1"></span>łki, <span class="_ _16"></span>w <span class="_ _16"></span>p<span class="_ _1"></span>odziale <span class="_ _16"></span>n<span class="_ _1"></span>a <span class="_ _16"></span>przed<span class="_ _1"></span>ziały <span class="_ _16"></span>wiekowe<span class="_ _1"></span><span class="ff2">, <span class="_ _10"> </span></span>ustalon<span class="_ _1"></span>e <span class="_ _16"></span>w <span class="_ _16"></span>o<span class="_ _1"></span>parciu <span class="_ _16"></span>o<span class="_ _1"></span> <span class="_ _16"></span>umowne <span class="_ _10"> </span>przyszłe <span class="_ _10"> </span>terminy <span class="_ _16"></span>płatn<span class="_ _1"></span>ości<span class="_ _1"></span><span class="ff2">, <span class="_ _10"></span>jednolite <span class="_ _16"></span>dla </span></div><div class="t m0 xe hf y3ed ff3 fs6 fc0 sc0 ls0 ws0">poszczególnych gru<span class="_ _1"></span>p zobowiązań. Kwoty p<span class="_ _1"></span>rzedstawione poniżej s<span class="_ _1"></span>tanowią niezdy<span class="_ _1"></span>skontowane, umowne przepły<span class="_ _1"></span>wy pieniężne.<span class="_ _d"></span><span class="ff2"> </span></div><div class="t m0 x3b hf y3ee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y3ef w34 h4e"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Termin wymagalno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c x9b y3ef w35 h4e"><div class="t m0 x4b h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">do 3 miesięcy<span class="ff5"> </span></div></div><div class="c x9c y3ef w36 h4e"><div class="t m0 x5f h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">4-<span class="ff4">6 miesięcy</span> </div></div><div class="c x9d y3ef w37 h4e"><div class="t m0 x5c h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">7-<span class="ff4">12 miesięcy</span> </div></div><div class="c x9e y3ef w38 h4e"><div class="t m0 x2c h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">2-3 lata </div></div><div class="c x9f y3ef w39 h4e"><div class="t m0 x67 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">4-5 lat </div></div><div class="c xa0 y3ef w3a h4e"><div class="t m0 x14 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Ponad 5 lat </div></div><div class="c xa1 y3ef w3b h4e"><div class="t m0 x2c h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">      <span class="ls0">Razem </span></div></div><div class="c xa2 y3ef w3a h4e"><div class="t m0 x5b h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Wartość bilansowa<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xe y3f0 w34 h1a"><div class="t m0 xa3 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y3f0 w35 h1a"><div class="t m0 x75 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y3f0 w36 h1a"><div class="t m0 x6e h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9d y3f0 w37 h1a"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y3f0 w38 h1a"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y3f0 w39 h1a"><div class="t m0 xa4 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y3f0 w3a h1a"><div class="t m0 x75 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y3f0 w3b h1a"><div class="t m0 x75 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y3f0 w3a h1a"><div class="t m0 x75 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y3f1 w34 h4c"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozost<span class="_ _0"></span>ałe<span class="ff2"> </span></div></div><div class="c x9b y3f1 w35 h4c"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">31 155  </span></div></div><div class="c x9c y3f1 w36 h4c"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9d y3f1 w37 h4c"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9e y3f1 w38 h4c"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9f y3f1 w39 h4c"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa0 y3f1 w3a h4c"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa1 y3f1 w3b h4c"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">31 155  </span></div></div><div class="c xa2 y3f1 w3a h4c"><div class="t m0 xa5 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">31 155 <span class="ff5"> </span></span></div></div><div class="c xe y3f2 w34 h4c"><div class="t m0 x19 h6 y3c2 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c x9b y3f2 w35 h4c"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 796  </span></div></div><div class="c x9c y3f2 w36 h4c"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 738  </span></div></div><div class="c x9d y3f2 w37 h4c"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 265  </span></div></div><div class="c x9e y3f2 w38 h4c"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 875  </span></div></div><div class="c x9f y3f2 w39 h4c"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls5">120 <span class="ls0"> </span></span></div></div><div class="c xa0 y3f2 w3a h4c"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 816  </span></div></div><div class="c xa1 y3f2 w3b h4c"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">12 610  </span></div></div><div class="c xa2 y3f2 w3a h4c"><div class="t m0 x28 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">9 754 <span class="ff5"> </span></span></div></div><div class="c xe y3f3 w34 h4c"><div class="t m0 x19 h6 y3c2 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu udzielo<span class="_ _0"></span>nej gwaran<span class="_ _0"></span>cji (*)<span class="ff2"> </span></div></div><div class="c x9b y3f3 w35 h4c"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls5">486 <span class="ls0"> </span></span></div></div><div class="c x9c y3f3 w36 h4c"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9d y3f3 w37 h4c"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9e y3f3 w38 h4c"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9f y3f3 w39 h4c"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa0 y3f3 w3a h4c"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa1 y3f3 w3b h4c"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls5">486 <span class="ls0"> </span></span></div></div><div class="c xa2 y3f3 w3a h4c"><div class="t m0 x70 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls5">18 <span class="ff5 ls0"> </span></span></div></div><div class="c xe y3f4 w34 h4f"><div class="t m0 x19 h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 roku<span class="_ _0"></span> </div></div><div class="c x9b y3f4 w35 h4f"><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">33 437  </span></div></div><div class="c x9c y3f4 w36 h4f"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 738  </span></div></div><div class="c x9d y3f4 w37 h4f"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 265  </span></div></div><div class="c x9e y3f4 w38 h4f"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 875  </span></div></div><div class="c x9f y3f4 w39 h4f"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls5">120 <span class="ls0"> </span></span></div></div><div class="c xa0 y3f4 w3a h4f"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 816  </span></div></div><div class="c xa1 y3f4 w3b h4f"><div class="t m0 x60 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">44 251  </span></div></div><div class="c xa2 y3f4 w3a h4f"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">40 927  </span></div></div><div class="c xe y3f5 w34 h1a"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y3f5 w35 h1a"><div class="t m0 x75 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y3f5 w36 h1a"><div class="t m0 x6e h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9d y3f5 w37 h1a"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y3f5 w38 h1a"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y3f5 w39 h1a"><div class="t m0 xa4 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y3f5 w3a h1a"><div class="t m0 x75 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa1 y3f5 w3b h1a"><div class="t m0 x75 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y3f5 w3a h1a"><div class="t m0 x75 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe y3f6 w34 hd"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozost<span class="_ _0"></span>ałe<span class="ff2"> </span></div></div><div class="c x9b y3f6 w35 hd"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">63 169  </span></div></div><div class="c x9c y3f6 w36 hd"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9d y3f6 w37 hd"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9e y3f6 w38 hd"><div class="t m0 x5c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9f y3f6 w39 hd"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa0 y3f6 w3a hd"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa1 y3f6 w3b hd"><div class="t m0 x60 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">63 169  </span></div></div><div class="c xa2 y3f6 w3a hd"><div class="t m0 xa5 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">63 169 <span class="ff5"> </span></span></div></div><div class="c xe y3f7 w34 h50"><div class="t m0 x19 h6 yf2 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c x9b y3f7 w35 h50"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 780  </span></div></div><div class="c x9c y3f7 w36 h50"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 780  </span></div></div><div class="c x9d y3f7 w37 h50"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 560  </span></div></div><div class="c x9e y3f7 w38 h50"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">7 716  </span></div></div><div class="c x9f y3f7 w39 h50"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls5">125 <span class="ls0"> </span></span></div></div><div class="c xa0 y3f7 w3a h50"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 936  </span></div></div><div class="c xa1 y3f7 w3b h50"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">18 897  </span></div></div><div class="c xa2 y3f7 w3a h50"><div class="t m0 xa5 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">16 417 <span class="ff5"> </span></span></div></div><div class="c xe y3f8 w34 h51"><div class="t m0 x19 h6 yec ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu udzielo<span class="_ _0"></span>nej gwaran<span class="_ _0"></span>cji (*)<span class="ff2"> </span></div></div><div class="c x9b y3f8 w35 h51"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">40 963  </span></div></div><div class="c x9c y3f8 w36 h51"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9d y3f8 w37 h51"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9e y3f8 w38 h51"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x9f y3f8 w39 h51"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa0 y3f8 w3a h51"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c xa1 y3f8 w3b h51"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">40 963  </span></div></div><div class="c xa2 y3f8 w3a h51"><div class="t m0 x70 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls5">62 <span class="ff5 ls0"> </span></span></div></div><div class="c xe y3f9 w34 h4c"><div class="t m0 x19 h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 roku<span class="_ _0"></span> </div></div><div class="c x9b y3f9 w35 h4c"><div class="t m0 x2d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">105 912  </span></div></div><div class="c x9c y3f9 w36 h4c"><div class="t m0 xa6 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 780  </span></div></div><div class="c x9d y3f9 w37 h4c"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 560  </span></div></div><div class="c x9e y3f9 w38 h4c"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">7 716  </span></div></div><div class="c x9f y3f9 w39 h4c"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls5">125 <span class="ls0"> </span></span></div></div><div class="c xa0 y3f9 w3a h4c"><div class="t m0 x29 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">3 936  </span></div></div><div class="c xa1 y3f9 w3b h4c"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">123 029  </span></div></div><div class="c xa2 y3f9 w3a h4c"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">79 648  </span></div></div><div class="c x0 y1 w13 h23"><div class="t m0 x3b hf y3fa ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y3fb ff3 fs6 fc0 sc0 ls0 ws0">(*) <span class="_ _25"> </span>zobo<span class="_ _1"></span>wiązania <span class="_ _24"> </span>z <span class="_ _24"> </span>tytułu <span class="_ _24"> </span>udzielonej <span class="_ _24"> </span>gwarancji <span class="_ _24"> </span>reprezen<span class="_ _1"></span>tują <span class="_ _24"> </span>maksymalną <span class="_ _24"> </span>kwotę, <span class="_ _24"> </span>która <span class="_ _24"> </span>może <span class="_ _24"> </span>być <span class="_ _24"> </span>wykorzys<span class="_ _1"></span>tana <span class="_ _25"> </span>(wartość <span class="_ _24"> </span>brutt<span class="_ _1"></span>o <span class="_ _24"> </span>gwa<span class="_ _2"></span>rancji) <span class="_ _24"> </span>oraz <span class="_ _24"> </span>przy<span class="_ _1"></span>pisane <span class="_ _25"> </span>s<span class="_ _1"></span>ą <span class="_ _25"> </span>do </div><div class="t m0 xe hf y3fc ff3 fs6 fc0 sc0 ls0 ws0">najwcześniejszego okresu<span class="_ _1"></span>, w którym gwarancja może zo<span class="_ _1"></span>stać wyko<span class="_ _1"></span>rzystana.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x3b hf y3fd ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b hf y3c6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b hf y3fe ff2 fs6 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 x3 y5 w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">30<span class="ls0"> </span></div><div class="t m0 xe h35 yd ff5 fs1 fc1 sc0 ls11 ws0">5.4<span class="ffb ls0"> <span class="_ _27"> </span><span class="ff4">Zarządzanie kapitałem<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y3ff ff3 fs6 fc0 sc0 ls0 ws0">Zarząd  Spół<span class="_ _1"></span>ki  definiuje  kapitał<span class="_ _1"></span>  jako  p<span class="_ _1"></span>osiadany  kapitał <span class="_ _25"> </span>własny  Spółki.  Utrz<span class="_ _1"></span>ymywany  kapitał <span class="_ _25"> </span>własny  spełnia <span class="_ _25"> </span>wymogi </div><div class="t m0 x4 hf y400 ff3 fs6 fc0 sc0 ls0 ws0">określone w Kodeksie Spół<span class="_ _1"></span>ek Hand<span class="_ _1"></span>lowych<span class="ff2">. <span class="_ _1"></span>B</span>rak jest inny<span class="_ _1"></span>ch nałożonych zewnętrznie <span class="_ _1"></span><span class="ff2">prawny<span class="_ _1"></span>ch </span>wymogów kapitał<span class="_ _1"></span>owych.<span class="ff2"> </span></div><div class="t m0 x4 hf y401 ff3 fs6 fc0 sc0 ls0 ws0">Celem <span class="_ _39"> </span>Spółki <span class="_ _39"> </span>w <span class="_ _39"> </span>zarzą<span class="_ _1"></span>dzaniu <span class="_ _39"> </span>ka<span class="_ _1"></span>pitałem <span class="_ _39"> </span>jest <span class="_ _39"> </span>ochrona <span class="_ _3a"> </span>zdolności <span class="_ _39"> </span>Spółki <span class="_ _39"> </span>do <span class="_ _3a"> </span>kontynuowania<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y402 ff3 fs6 fc0 sc0 ls0 ws0">działalności, <span class="_ _15"> </span>tak, <span class="_ _1d"> </span>aby <span class="_ _1d"> </span>możliwe <span class="_ _2d"> </span>b<span class="_ _1"></span>yło <span class="_ _1d"> </span>realizowani<span class="_ _1"></span>e <span class="_ _1d"> </span>zwrotu <span class="_ _1d"> </span>dla <span class="_ _15"> </span>akcjonariuszy <span class="_ _1d"> </span>ora<span class="_ _1"></span>z <span class="_ _1d"> </span>korzyści <span class="_ _1d"> </span>d<span class="_ _1"></span>la <span class="_ _1d"> </span>innych<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y403 ff3 fs6 fc0 sc0 ls0 ws0">zainteresowanych s<span class="_ _1"></span>tron, a także utrzymanie op<span class="_ _1"></span>tymalnej strukt<span class="_ _1"></span>ury kapitału w celu ob<span class="_ _1"></span>niżenia jego koszt<span class="_ _1"></span>u.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y404 ff3 fs6 fc0 sc0 ls0 ws0">Przyjętą zasad<span class="_ _1"></span>ą jest także, aby akty<span class="_ _1"></span>wa trwałe były w p<span class="_ _1"></span>eł<span class="_ _1"></span>ni finansowane kapitał<span class="_ _1"></span>em własnym<span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y405 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y406 w3c h1a"><div class="t m0 x19 hf y407 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa7 y406 w20 h1a"><div class="t m0 x5b h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>5 </div></div><div class="c xa8 y406 w3d h1a"><div class="t m0 x32 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y408 w3c h52"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Aktywa tr<span class="_ _0"></span>wałe<span class="ff2"> </span></div></div><div class="c xa7 y408 w20 h52"><div class="t m0 xa9 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">108 148 </div></div><div class="c xa8 y408 w3d h52"><div class="t m0 x1b h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">113 608 </div></div><div class="c x4 y409 w3c h53"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c xa7 y409 w20 h53"><div class="t m0 xa9 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">461 427 </div></div><div class="c xa8 y409 w3d h53"><div class="t m0 x1b h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">400 073 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x25 hf y40a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y40b ff3 fs6 fc0 sc0 ls0 ws0">Jednym z <span class="_ _0"></span>istotnych wskaźników z <span class="_ _3"></span>pun<span class="_ _1"></span>ktu widzenia <span class="_ _0"></span>zarządzania jest również wskaźnik kapitałów własnych rozumian<span class="ff2">y<span class="_ _1"></span> jako </span></div><div class="t m0 x4 hf y40c ff3 fs6 fc0 sc0 ls0 ws0">stosunek kapita<span class="_ _1"></span>łów własnych do sumy a<span class="_ _1"></span>ktywów<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 hf y40d ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y40e w3c h1a"><div class="t m0 x19 hf y407 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa7 y40e w20 h1a"><div class="t m0 x5b h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>5 </div></div><div class="c xa8 y40e w3d h1a"><div class="t m0 x32 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y40f w3c h52"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c xa7 y40f w20 h52"><div class="t m0 xa9 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">461 427 </div></div><div class="c xa8 y40f w3d h52"><div class="t m0 x1b h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">400 073 </div></div><div class="c x4 y410 w3c h52"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Suma aktywów<span class="ff2"> </span></div></div><div class="c xa7 y410 w20 h52"><div class="t m0 xa9 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">530 980 </div></div><div class="c xa8 y410 w3d h52"><div class="t m0 x1b h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">502 382 </div></div><div class="c x4 y411 w3c h52"><div class="t m0 x19 h11 y73 ff4 fs2 fc0 sc0 ls0 ws0">Wskaźnik kapit<span class="_ _0"></span>ałów własnych<span class="ff2"> </span></div></div><div class="c xa7 y411 w20 h52"><div class="t m0 x48 h11 y73 ff5 fs2 fc0 sc0 ls5 ws0">87%<span class="ff2 ls0"> </span></div></div><div class="c xa8 y411 w3d h52"><div class="t m0 xaa h11 y73 ff5 fs2 fc0 sc0 ls5 ws0">80%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y412 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y413 ff3 fs6 fc0 sc0 ls0 ws0">W okresie objętym niniejs<span class="_ _1"></span>zym sp<span class="_ _1"></span>rawozdaniem finansowym Spó<span class="_ _1"></span>łka realizowała zał<span class="_ _1"></span>ożony cel.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y414 ff5 fs4 fc1 sc0 lsc ws0">6.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff5">Instrumenty finan<span class="_ _0"></span>sowe </span></span></div></div><div class="c x4 y415 w3e h1b"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xab y415 w3f h1b"><div class="t m0 x98 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _0"></span>e  </div></div><div class="c xac y415 w40 h1b"><div class="t m0 x18 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania fi<span class="_ _3"></span>nans<span class="_ _1"></span>owe<span class="ff5"> </span></div></div><div class="c x4 y416 w3e h54"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xab y416 w41 h54"><div class="t m0 x9 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">wg zamortyzowane<span class="_ _0"></span>go kosztu </div></div><div class="c xac y416 w42 h54"><div class="t m0 x9a h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">wg zamortyzowane<span class="_ _0"></span>go kosztu </div></div><div class="c xad y416 w32 h54"><div class="t m0 xae h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x22 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">wg wartości god<span class="_ _0"></span>ziwej<span class="ff5"> </span></div></div><div class="c x4 y417 w3e h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług<span class="ff2"> </span></div></div><div class="c xab y417 w41 h26"><div class="t m0 x81 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">46 309 </div></div><div class="c xac y417 w42 h26"><div class="t m0 xaf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xad y417 w32 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y418 w3e h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne<span class="ff2"> </span></div></div><div class="c xab y418 w41 h26"><div class="t m0 x81 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">49 971 </div></div><div class="c xac y418 w42 h26"><div class="t m0 xaf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xad y418 w32 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y419 w3e h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozost<span class="_ _0"></span>ałe<span class="ff2"> </span></div></div><div class="c xab y419 w41 h26"><div class="t m0 xb0 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xac y419 w42 h26"><div class="t m0 xb1 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">31 155 </div></div><div class="c xad y419 w32 h26"><div class="t m0 x81 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">18<span class="ls0"> </span></div></div><div class="c x4 y41a w3e h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c xab y41a w41 h2a"><div class="t m0 xb0 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xac y41a w42 h2a"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">9 754 </div></div><div class="c xad y41a w32 h2a"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y41b w3e h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> RAZEM </div></div><div class="c xab y41b w41 h2a"><div class="t m0 x81 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">96 280 </div></div><div class="c xac y41b w42 h2a"><div class="t m0 xb1 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">40 909 </div></div><div class="c xad y41b w32 h2a"><div class="t m0 x81 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">18<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h6 y41c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y101 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y41d w3e h55"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xab y41d w3f h55"><div class="t m0 x98 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _0"></span>e  </div></div><div class="c xac y41d w40 h55"><div class="t m0 x18 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania fi<span class="_ _3"></span>nans<span class="_ _1"></span>owe<span class="ff5"> </span></div></div><div class="c x4 y41e w3e h56"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xab y41e w41 h56"><div class="t m0 x9 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">wg zamortyzowane<span class="_ _0"></span>go kosztu </div></div><div class="c xac y41e w42 h56"><div class="t m0 x9a h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x3c h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">wg zamortyzowane<span class="_ _0"></span>go kosztu </div></div><div class="c xad y41e w32 h56"><div class="t m0 xae h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Wyceniane  </div><div class="t m0 x22 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">wg wartości god<span class="_ _0"></span>ziwej<span class="ff5"> </span></div></div><div class="c x4 y41f w3e h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług<span class="ff2"> </span></div></div><div class="c xab y41f w41 h26"><div class="t m0 x81 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">51 312 </div></div><div class="c xac y41f w42 h26"><div class="t m0 xaf h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xad y41f w32 h26"><div class="t m0 x3a h6 yec ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y420 w3e h28"><div class="t m0 x19 h6 y421 ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne<span class="ff2"> </span></div></div><div class="c xab y420 w41 h28"><div class="t m0 xb3 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0">7 711 </div></div><div class="c xac y420 w42 h28"><div class="t m0 xaf h6 y421 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xad y420 w32 h28"><div class="t m0 x3a h6 y422 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y423 w3e h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług oraz pozost<span class="_ _0"></span>ałe<span class="ff2"> </span></div></div><div class="c xab y423 w41 h26"><div class="t m0 xb0 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xac y423 w42 h26"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">63 170 </div></div><div class="c xad y423 w32 h26"><div class="t m0 x81 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">62<span class="ls0"> </span></div></div><div class="c x4 y377 w3e h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c xab y377 w41 h26"><div class="t m0 xb0 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xac y377 w42 h26"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">16 417 </div></div><div class="c xad y377 w32 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y16a w3e h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> RAZEM </div></div><div class="c xab y16a w41 h26"><div class="t m0 x81 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">59<span class="ls0"> </span>023<span class="ls0"> </span></div></div><div class="c xac y16a w42 h26"><div class="t m0 xb1 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">79 587 </div></div><div class="c xad y16a w32 h26"><div class="t m0 x81 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h6 y424 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y425 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y426 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y427 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y198 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">31<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _11"> </span>oraz <span class="_ _10"> </span>koszt<span class="_ _1"></span>y <span class="_ _11"> </span><span class="ff3">ujęte <span class="_ _10"> </span></span>w <span class="_ _11"> </span>wyniku <span class="_ _10"> </span>finan<span class="_ _1"></span>sowym <span class="_ _11"> </span>roku <span class="_ _10"> </span>2025 <span class="_ _11"> </span>i <span class="_ _10"> </span>2024<span class="lsa">, <span class="_ _11"> </span></span><span class="ff3">odnoszące <span class="_ _11"> </span>się <span class="_ _10"> </span>do <span class="_ _11"> </span>aktywów <span class="_ _11"> </span>finansowych <span class="_ _11"> </span>oraz </span></div><div class="t m0 x4 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązań finan<span class="_ _1"></span>sowych niewycenianych w wart<span class="_ _1"></span>ości godzi<span class="_ _1"></span>wej przez wynik finanso<span class="_ _1"></span>wy<span class="_ _1"></span><span class="ff2"> </span>zosta<span class="_ _1"></span>ły zaprezentowane pon<span class="_ _1"></span>iżej<span class="ff2">: </span></div><div class="t m0 xe hf y19a ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y37d w43 h26"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5">12 m-<span class="ff4">cy zakończone <span class="_ _0"></span>31 grudnia 202<span class="_ _0"></span><span class="ff5">5<span class="ff2"> </span></span></span></span></div></div><div class="c xb4 y37d w1d h26"><div class="t m0 x3d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _0"></span>e </div></div><div class="c xb5 y37d w44 h26"><div class="t m0 x85 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania fi<span class="_ _3"></span>nans<span class="_ _1"></span>owe<span class="ff5"> </span></div></div><div class="c x4 y428 w43 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _0"></span>ułu odsete<span class="_ _0"></span>k<span class="ff2"> </span></div></div><div class="c xb4 y428 w1d h2a"><div class="t m0 x67 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">1 034      </span></div></div><div class="c xb5 y428 w44 h2a"><div class="t m0 x1d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>                  <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4 yf w43 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty z tytułu o<span class="_ _0"></span>dsetek<span class="ff2"> </span></div></div><div class="c xb4 yf w1d h26"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb5 yf w44 h26"><div class="t m0 x68 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>          <span class="ls0">(955)     </span></div></div><div class="c x4 y429 w43 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zyski z ty<span class="_ _0"></span>tułu różnic<span class="_ _0"></span> kursowych<span class="ff2"> </span></div></div><div class="c xb4 y429 w1d h26"><div class="t m0 x67 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">874      </span></div></div><div class="c xb5 y429 w44 h26"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>         <span class="ls0">8 987      </span></div></div><div class="c x4 y42a w43 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Straty z ty<span class="_ _0"></span>tułu różnic k<span class="_ _0"></span>ursowych<span class="ff2"> </span></div></div><div class="c xb4 y42a w1d h26"><div class="t m0 x14 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">(2 847)     </span></div></div><div class="c xb5 y42a w44 h26"><div class="t m0 x68 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">(3 983)     </span></div></div><div class="c x4 y42b w43 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Utworzenie o<span class="_ _0"></span>dpisów ak<span class="_ _0"></span>tualizujących<span class="ff2"> </span></div></div><div class="c xb4 y42b w1d h2a"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                            <span class="_ _1"></span><span class="ls0">(46)     </span></div></div><div class="c xb5 y42b w44 h2a"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>                <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4 y6d w43 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rozwiązanie odpi<span class="_ _0"></span>sów aktua<span class="_ _0"></span>lizujących<span class="ff2"> </span></div></div><div class="c xb4 y6d w1d h26"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb5 y6d w44 h26"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>                <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4 y42c w43 h10"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Ogółem zysk / (strata<span class="_ _3"></span>) netto<span class="ff5"> </span></div></div><div class="c xb4 y42c w1d h10"><div class="t m0 x12 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                         <span class="_ _1"></span><span class="ls0">(985)     </span></div></div><div class="c xb5 y42c w44 h10"><div class="t m0 x1a h11 y65 ff5 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>                   <span class="_ _1"></span> <span class="ls5">4 </span></div><div class="t m0 xb6 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">049      </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y42d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y42e ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y42f w43 h26"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5">12 m-<span class="ff4">cy zakończone <span class="_ _0"></span>31 grudnia 202<span class="_ _0"></span><span class="ff5">4<span class="ff2"> </span></span></span></span></div></div><div class="c xb4 y42f w1d h26"><div class="t m0 xb7 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> Aktywa finansow<span class="_ _0"></span>e  </div></div><div class="c xb5 y42f w44 h26"><div class="t m0 x4 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Zobowiązania finan<span class="_ _3"></span>sowe<span class="_ _1"></span> <span class="ff5"> </span></span></div></div><div class="c x4 y430 w43 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _0"></span>ułu odsete<span class="_ _0"></span>k<span class="ff2"> </span></div></div><div class="c xb4 y430 w1d h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span><span class="ls0">764      </span></div></div><div class="c xb5 y430 w44 h26"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>                  <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4 y236 w43 h28"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty z tytułu o<span class="_ _0"></span>dsetek<span class="ff2"> </span></div></div><div class="c xb4 y236 w1d h28"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>      <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb5 y236 w44 h28"><div class="t m0 x68 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">(1 687)     </span></div></div><div class="c x4 y431 w43 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zyski z ty<span class="_ _0"></span>tułu różnic<span class="_ _0"></span> kursowych<span class="ff2"> </span></div></div><div class="c xb4 y431 w1d h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                             <span class="_ _1"></span><span class="ls0">1 505      </span></div></div><div class="c xb5 y431 w44 h26"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>         <span class="ls0">7 256      </span></div></div><div class="c x4 y432 w43 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Straty z ty<span class="_ _0"></span>tułu różnic k<span class="_ _0"></span>ursowych<span class="ff2"> </span></div></div><div class="c xb4 y432 w1d h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                           <span class="_ _1"></span><span class="ls0">(1 222)     </span></div></div><div class="c xb5 y432 w44 h26"><div class="t m0 x68 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>       <span class="ls0">(4 188)     </span></div></div><div class="c x4 y433 w43 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Utworzenie o<span class="_ _0"></span>dpisów ak<span class="_ _0"></span>tualizujących<span class="ff2"> </span></div></div><div class="c xb4 y433 w1d h26"><div class="t m0 xb8 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                     <span class="_ _1"></span><span class="ls0">(88)     </span></div></div><div class="c xb5 y433 w44 h26"><div class="t m0 x61 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y434 w43 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rozwiązanie odpi<span class="_ _0"></span>sów aktua<span class="_ _0"></span>lizujących<span class="ff2"> </span></div></div><div class="c xb4 y434 w1d h2a"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb5 y434 w44 h2a"><div class="t m0 x61 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                                <span class="_ _1"></span>        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y435 w43 h2a"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Ogółem zysk / (strata<span class="_ _3"></span>) netto<span class="ff5"> </span></div></div><div class="c xb4 y435 w1d h2a"><div class="t m0 x67 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                    <span class="_ _1"></span><span class="ls0">959      </span></div></div><div class="c xb5 y435 w44 h2a"><div class="t m0 x2c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                               <span class="_ _1"></span><span class="ls0">1 381      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y436 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y437 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y438 ff4 fs6 fc0 sc0 ls0 ws0">Szacowanie wartości godziwe<span class="_ _1"></span>j<span class="ff5"> </span></div><div class="t m0 x4 hf y439 ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _1"></span>godziwa <span class="_ _1"></span>akty<span class="_ _1"></span>wów <span class="_ _1"></span>i <span class="_ _1"></span>zob<span class="_ _1"></span>owiązań <span class="_ _1"></span>finansowych<span class="_ _2"></span><span class="ff2">, <span class="_ _1"></span></span>w <span class="_ _1"></span>ocenie <span class="_ _1"></span>Spółki<span class="_ _1"></span><span class="ff2">, <span class="_ _1"></span></span>nie <span class="_ _1"></span>odbiega <span class="_ _1"></span>od<span class="_ _1"></span> <span class="_ _1"></span>ich <span class="_ _1"></span>wartości <span class="_ _1"></span>bilan<span class="_ _1"></span>sowej, <span class="_ _1"></span>głównie<span class="_ _1"></span> </div><div class="t m0 x4 hf y43a ff3 fs6 fc0 sc0 ls0 ws0">ze  wzglę<span class="_ _0"></span>du  na <span class="_ _11"> </span>krótki  termin  zapadalności.  W <span class="_ _11"> </span>przypadku  długoterminowych  zobowiązań  finansowych<span class="_ _2"></span><span class="ff2">,  w<span class="_ _0"></span>ycenionych  </span></div><div class="t m0 x4 hf y43b ff2 fs6 fc0 sc0 ls0 ws0">wg zamortyzowanego kosztu<span class="_ _1"></span>, <span class="ff3">Spółka wykorzystu<span class="_ _1"></span>je informacje o <span class="_ _0"></span>rynkowych stopach<span class="_ _1"></span> procentowych<span class="_ _1"></span><span class="ff2">. S</span><span class="ls19">tąd</span><span class="ff2">, </span>Spółka szacuje, </span></div><div class="t m0 x4 hf y43c ff3 fs6 fc0 sc0 ls0 ws0">że wartość tych zo<span class="_ _1"></span>bowiązań również nie odb<span class="_ _1"></span>iega istotnie o<span class="_ _1"></span>d ich wartości god<span class="_ _1"></span>ziwej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y43d ff5 fs4 fc1 sc0 lsc ws0">7.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Rzeczowe aktywa <span class="_ _0"></span>trwałe<span class="ff5"> </span></span></span></div><div class="t m0 x45 h1e y43e ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y29 w45 h57"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x36 y29 w1d h57"><div class="t m0 x80 h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 x30 h11 y3c2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c xb9 y29 w1d h57"><div class="t m0 x80 h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x30 h11 y3c2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y88 w45 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x36 y88 w1d h40"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y88 w1d h40"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y440 w45 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Grunty </div></div><div class="c x36 y440 w1d h40"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c xb9 y440 w1d h40"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 907 </div></div><div class="c x4 y441 w45 h2e"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Budynki<span class="_ _0"></span> i budowle  </div></div><div class="c x36 y441 w1d h2e"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">10 014 </div></div><div class="c xb9 y441 w1d h2e"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">6 783 </div></div><div class="c x4 y442 w45 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Urządzenia techn<span class="_ _0"></span>iczne i maszyny<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x36 y442 w1d h40"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 660 </div></div><div class="c xb9 y442 w1d h40"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 212 </div></div><div class="c x4 y443 w45 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki t<span class="_ _0"></span>ransportu<span class="ff2"> </span></div></div><div class="c x36 y443 w1d h40"><div class="t m0 x91 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">901<span class="ls0"> </span></div></div><div class="c xb9 y443 w1d h40"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">2 368 </div></div><div class="c x4 y444 w45 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c x36 y444 w1d h40"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 004 </div></div><div class="c xb9 y444 w1d h40"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 024 </div></div><div class="c x4 y445 w45 h40"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x36 y445 w1d h40"><div class="t m0 xb1 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">20 486 </div></div><div class="c xb9 y445 w1d h40"><div class="t m0 xb1 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">18 294 </div></div><div class="c x4 y446 w45 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x36 y446 w1d h40"><div class="t m0 xba h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y446 w1d h40"><div class="t m0 xba h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y447 w45 h40"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe nie<span class="_ _0"></span>przyjęte do użyt<span class="_ _0"></span>kowania<span class="ff2"> </span></div></div><div class="c x36 y447 w1d h40"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 239 </div></div><div class="c xb9 y447 w1d h40"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 739 </div></div><div class="c x4 y448 w45 h2e"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x36 y448 w1d h2e"><div class="t m0 xba h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y448 w1d h2e"><div class="t m0 xba h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y90 w45 h2e"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Razem rzeczowe akty<span class="_ _3"></span>wa trwałe<span class="ff5"> </span></div></div><div class="c x36 y90 w1d h2e"><div class="t m0 xb1 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">21 725 </div></div><div class="c xb9 y90 w1d h2e"><div class="t m0 xb1 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">21 033 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x45 h1e y449 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y270 ff3 fs6 fc0 sc0 ls0 ws0">Poza <span class="_ _22"> </span>rzeczowymi <span class="_ _22"> </span>aktywami<span class="_ _1"></span> <span class="_ _22"> </span>trwałym <span class="_ _22"> </span>będącymi <span class="_ _22"> </span>zabezpieczenie<span class="_ _1"></span>m <span class="_ _21"> </span>kr<span class="_ _1"></span>edytów <span class="_ _22"> </span>obroto<span class="_ _1"></span>wych <span class="_ _22"> </span>(nota<span class="_ _2"></span><span class="ff2"> <span class="_ _22"> </span><span class="ls3">19</span></span>) <span class="_ _22"> </span>nie <span class="_ _22"> </span>występują </div><div class="t m0 x4 hf y271 ff3 fs6 fc0 sc0 ls0 ws0">ograniczenia w dysp<span class="_ _1"></span>onowaniu rzeczowymi akt<span class="_ _1"></span>ywami trwały<span class="_ _1"></span>mi, które są w po<span class="_ _1"></span>siadaniu Sp<span class="_ _1"></span>ółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y10c ff2 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _3"></span>ora<span class="_ _1"></span>z <span class="_ _0"></span>2024 <span class="_ _0"></span><span class="ff3">r. Spółka <span class="_ _3"></span>nie aktywowała <span class="_ _3"></span>kos<span class="_ _1"></span>ztów <span class="_ _0"></span>finansowan<span class="_ _1"></span>ia <span class="_ _0"></span>zewnętrznego <span class="_ _0"></span>ze w<span class="_ _0"></span>zględu na <span class="_ _3"></span>nieistotn<span class="_ _1"></span>ość <span class="_ _0"></span>tych <span class="_ _0"></span>kwot.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x4 hf y44a ff2 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _1"></span>31 <span class="_ _2"></span>grudnia <span class="_ _1"></span>2025 <span class="_ _2"></span><span class="lsd">r. <span class="_ _1"></span></span><span class="ff3">Spół<span class="_ _1"></span>ka p<span class="_ _1"></span>osiada <span class="_ _1"></span>zobo<span class="_ _1"></span>wiąza</span>nia<span class="_ _1"></span> <span class="_ _1"></span><span class="ff3">do <span class="_ _1"></span>poniesienia <span class="_ _2"></span>wydatków <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>rzeczowe <span class="_ _1"></span>ak<span class="_ _1"></span>tywa <span class="_ _1"></span>trwałe<span class="_ _1"></span></span> <span class="_ _2"></span><span class="ff3">wysokości <span class="_ _1"></span>77 </span></div><div class="t m0 x4 hf y44b ff3 fs6 fc0 sc0 ls0 ws0">tys. zł<span class="_ _1"></span><span class="ff2">.<span class="fs0"> </span></span></div></div><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:920.940000px;bottom:315.600000px;width:14.640000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf20" class="pf w11 h23" ><div class="pc pc20 w11 h23"><img class="bi x61 ydf w46 h24" alt="" 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"/><div class="c x0 y1 w13 h23"><div class="t m0 x2c h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbb h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 xbc h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 xbd h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 xbe h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf h4 yb ff2 fs0 fc0 sc0 ls10 ws0">32<span class="ls0"> </span></div><div class="t m0 x2c h58 y1c2 ffe fs6 fc0 sc0 ls0 ws0">Zmiany rzeczowych ak<span class="_ _1"></span>tywów trwałych w<span class="_ _1"></span>edług grup rodzaj<span class="_ _1"></span>owych<span class="_ _1"></span><span class="ffa"> </span></div></div><div class="c x2c y44c w3f h56"><div class="t m0 x19 h6 y145 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y44c w47 h56"><div class="t m0 x18 h11 y145 ff5 fs2 fc0 sc0 ls0 ws0">Grunty </div></div><div class="c xc1 y44c w48 h56"><div class="t m0 x22 h11 y145 ff5 fs2 fc0 sc0 ls0 ws0">Budynki i budowl<span class="_ _0"></span>e </div></div><div class="c xc2 y44c w49 h56"><div class="t m0 x20 h11 y44d ff4 fs2 fc0 sc0 ls0 ws0">Urządzenia technicz<span class="_ _3"></span>ne<span class="_ _1"></span> i </div><div class="t m0 x18 h11 yf6 ff5 fs2 fc0 sc0 ls0 ws0">maszyny </div></div><div class="c xc3 y44c w4a h56"><div class="t m0 x5e h11 y145 ff4 fs2 fc0 sc0 ls0 ws0">Środki transportu<span class="ff5"> </span></div></div><div class="c xc4 y44c w47 h56"><div class="t m0 x3 h11 y145 ff4 fs2 fc0 sc0 ls0 ws0">Pozostałe<span class="ff5"> </span></div></div><div class="c xc5 y44c w4b h56"><div class="t m0 x32 h11 y44d ff4 fs2 fc0 sc0 ls0 ws0">Środki trwałe nie<span class="_ _0"></span>przyjęte <span class="ff5"> </span></div><div class="t m0 x75 h11 yf6 ff4 fs2 fc0 sc0 ls0 ws0">do użytkowania<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xc6 y44c w4c h56"><div class="t m0 x6e h11 y145 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x2c y44e w3f h59"><div class="t m0 x19 h11 y44f ff4 fs2 fc0 sc0 ls0 ws0">Wartość początkowa<span class="_ _3"></span><span class="ff5"> </span></div></div><div class="c xc0 y44e w47 h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y44e w48 h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y44e w49 h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y44e w4a h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y44e w47 h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y44e w4b h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y44e w4c h59"><div class="t m0 x19 h11 y44f ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y450 w3f h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Stan na 1 sty<span class="_ _0"></span>cznia 2025 </div></div><div class="c xc0 y450 w47 h2a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y450 w48 h2a"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">13 597      </span></div></div><div class="c xc2 y450 w49 h2a"><div class="t m0 x68 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">12 031      </span></div></div><div class="c xc3 y450 w4a h2a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 400      </span></div></div><div class="c xc4 y450 w47 h2a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8 604      </span></div></div><div class="c xc5 y450 w4b h2a"><div class="t m0 x56 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 739      </span></div></div><div class="c xc6 y450 w4c h2a"><div class="t m0 x49 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">46 278      </span></div></div><div class="c x2c y451 w3f h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0"> Nabycie </div></div><div class="c xc0 y451 w47 h2a"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y451 w48 h2a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y451 w49 h2a"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y451 w4a h2a"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc4 y451 w47 h2a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">454      </span></div></div><div class="c xc5 y451 w4b h2a"><div class="t m0 x56 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 135      </span></div></div><div class="c xc6 y451 w4c h2a"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 589      </span></div></div><div class="c x2c y452 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Likwidac<span class="_ _0"></span>ja <span class="ff3">/ sprzedaż</span> </div></div><div class="c xc0 y452 w47 h26"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y452 w48 h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y452 w49 h26"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y452 w4a h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(2 766)     </span></div></div><div class="c xc4 y452 w47 h26"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc5 y452 w4b h26"><div class="t m0 xb7 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y452 w4c h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(2 766)     </span></div></div><div class="c x2c y453 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xc0 y453 w47 h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y453 w48 h26"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 799      </span></div></div><div class="c xc2 y453 w49 h26"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 640      </span></div></div><div class="c xc3 y453 w4a h26"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 715      </span></div></div><div class="c xc4 y453 w47 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">196      </span></div></div><div class="c xc5 y453 w4b h26"><div class="t m0 x48 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(5 635)     </span></div></div><div class="c xc6 y453 w4c h26"><div class="t m0 x50 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 715      </span></div></div><div class="c x2c y454 w3f h5a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xc0 y454 w47 h5a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y454 w48 h5a"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">17 396      </span></div></div><div class="c xc2 y454 w49 h5a"><div class="t m0 x68 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">13 671      </span></div></div><div class="c xc3 y454 w4a h5a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">5 349      </span></div></div><div class="c xc4 y454 w47 h5a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">9 254      </span></div></div><div class="c xc5 y454 w4b h5a"><div class="t m0 x56 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 239      </span></div></div><div class="c xc6 y454 w4c h5a"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">49 816      </span></div></div><div class="c x2c y455 w3f h2a"><div class="t m0 xc7 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y455 w47 h2a"><div class="t m0 xc8 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y455 w48 h2a"><div class="t m0 xaa h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y455 w49 h2a"><div class="t m0 xa3 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y455 w4a h2a"><div class="t m0 xa h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y455 w47 h2a"><div class="t m0 xc8 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y455 w4b h2a"><div class="t m0 xc9 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y455 w4c h2a"><div class="t m0 x2e h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y456 w3f h26"><div class="t m0 xc7 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y456 w47 h26"><div class="t m0 xc8 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y456 w48 h26"><div class="t m0 xaa h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y456 w49 h26"><div class="t m0 xa3 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y456 w4a h26"><div class="t m0 xa h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y456 w47 h26"><div class="t m0 xc8 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y456 w4b h26"><div class="t m0 xc9 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y456 w4c h26"><div class="t m0 x2e h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y457 w3f h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Stan na 1 sty<span class="_ _0"></span>cznia 2024 </div></div><div class="c xc0 y457 w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y457 w48 h26"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">13 597      </span></div></div><div class="c xc2 y457 w49 h26"><div class="t m0 x68 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">11 046      </span></div></div><div class="c xc3 y457 w4a h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 132      </span></div></div><div class="c xc4 y457 w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8 087      </span></div></div><div class="c xc5 y457 w4b h26"><div class="t m0 xca h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">602      </span></div></div><div class="c xc6 y457 w4c h26"><div class="t m0 x38 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">39 371      </span></div></div><div class="c x2c y458 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Nabycie </div></div><div class="c xc0 y458 w47 h26"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y458 w48 h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y458 w49 h26"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y458 w4a h26"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc4 y458 w47 h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">377      </span></div></div><div class="c xc5 y458 w4b h26"><div class="t m0 x56 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">7 438      </span></div></div><div class="c xc6 y458 w4c h26"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">7 815      </span></div></div><div class="c x2c y459 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Likwidac<span class="_ _0"></span>ja <span class="ff3">/ sprzedaż</span> </div></div><div class="c xc0 y459 w47 h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y459 w48 h26"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y459 w49 h26"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">(25)     </span></div></div><div class="c xc3 y459 w4a h26"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(3 122)     </span></div></div><div class="c xc4 y459 w47 h26"><div class="t m0 x60 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">(30)     </span></div></div><div class="c xc5 y459 w4b h26"><div class="t m0 xb7 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y459 w4c h26"><div class="t m0 x66 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(3 177)     </span></div></div><div class="c x2c y45a w3f h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xc0 y45a w47 h2a"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc1 y45a w48 h2a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y45a w49 h2a"><div class="t m0 x1d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 010      </span></div></div><div class="c xc3 y45a w4a h2a"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 390      </span></div></div><div class="c xc4 y45a w47 h2a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">170      </span></div></div><div class="c xc5 y45a w4b h2a"><div class="t m0 x48 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(5 301)     </span></div></div><div class="c xc6 y45a w4c h2a"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">2 269      </span></div></div><div class="c x2c y45b w3f h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xc0 y45b w47 h2a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y45b w48 h2a"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">13 597      </span></div></div><div class="c xc2 y45b w49 h2a"><div class="t m0 x68 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">12 031      </span></div></div><div class="c xc3 y45b w4a h2a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 400      </span></div></div><div class="c xc4 y45b w47 h2a"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8 604      </span></div></div><div class="c xc5 y45b w4b h2a"><div class="t m0 x56 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 739      </span></div></div><div class="c xc6 y45b w4c h2a"><div class="t m0 x49 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">46 278      </span></div></div><div class="c x2c y45c w3f h26"><div class="t m0 xc7 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y45c w47 h26"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y45c w48 h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y45c w49 h26"><div class="t m0 xa3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y45c w4a h26"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y45c w47 h26"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y45c w4b h26"><div class="t m0 xc9 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y45c w4c h26"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y45d w3f h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Umorzenie  </div></div><div class="c xc0 y45d w47 h26"><div class="t m0 xc8 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y45d w48 h26"><div class="t m0 xaa h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y45d w49 h26"><div class="t m0 x45 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y45d w4a h26"><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y45d w47 h26"><div class="t m0 xc8 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y45d w4b h26"><div class="t m0 xc9 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y45d w4c h26"><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y45e w3f h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y45e w47 h26"><div class="t m0 xc8 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y45e w48 h26"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y45e w49 h26"><div class="t m0 xa3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y45e w4a h26"><div class="t m0 xa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y45e w47 h26"><div class="t m0 xc8 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y45e w4b h26"><div class="t m0 xc9 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y45e w4c h26"><div class="t m0 x2e h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y45f w3f h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xc0 y45f w47 h26"><div class="t m0 x73 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y45f w48 h26"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 814      </span></div></div><div class="c xc2 y45f w49 h26"><div class="t m0 x1d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8 819      </span></div></div><div class="c xc3 y45f w4a h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 032      </span></div></div><div class="c xc4 y45f w47 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">5 580      </span></div></div><div class="c xc5 y45f w4b h26"><div class="t m0 xb7 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y45f w4c h26"><div class="t m0 x49 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">25 245      </span></div></div><div class="c x2c y460 w3f h2b"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja za r<span class="_ _0"></span>ok obro<span class="_ _0"></span>towy </div></div><div class="c xc0 y460 w47 h2b"><div class="t m0 x73 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y460 w48 h2b"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">568      </span></div></div><div class="c xc2 y460 w49 h2b"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 192      </span></div></div><div class="c xc3 y460 w4a h2b"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">381      </span></div></div><div class="c xc4 y460 w47 h2b"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">670      </span></div></div><div class="c xc5 y460 w4b h2b"><div class="t m0 xb7 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y460 w4c h2b"><div class="t m0 x50 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 811      </span></div></div><div class="c x2c y461 w3f h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0"> Zmniejszenia  </div></div><div class="c xc0 y461 w47 h2a"><div class="t m0 x73 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y461 w48 h2a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y461 w49 h2a"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y461 w4a h2a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(1 652)     </span></div></div><div class="c xc4 y461 w47 h2a"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc5 y461 w4b h2a"><div class="t m0 xb7 h6 y6a ff2 fs2 fc3 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="fc0 ls0"> </span></div></div><div class="c xc6 y461 w4c h2a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(1 652)     </span></div></div><div class="c x2c y462 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xc0 y462 w47 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y462 w48 h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y462 w49 h26"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y462 w4a h26"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 687      </span></div></div><div class="c xc4 y462 w47 h26"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc5 y462 w4b h26"><div class="t m0 xb7 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y462 w4c h26"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 687      </span></div></div><div class="c x2c y463 w3f h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xc0 y463 w47 h26"><div class="t m0 x73 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y463 w48 h26"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">7 382      </span></div></div><div class="c xc2 y463 w49 h26"><div class="t m0 x68 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">10 011      </span></div></div><div class="c xc3 y463 w4a h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 448      </span></div></div><div class="c xc4 y463 w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 250      </span></div></div><div class="c xc5 y463 w4b h26"><div class="t m0 xb7 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y463 w4c h26"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">28 091      </span></div></div><div class="c x2c y41e w3f h5b"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y41e w47 h5b"><div class="t m0 xc8 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y41e w48 h5b"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y41e w49 h5b"><div class="t m0 xa3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y41e w4a h5b"><div class="t m0 xa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y41e w47 h5b"><div class="t m0 xc8 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y41e w4b h5b"><div class="t m0 xc9 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y41e w4c h5b"><div class="t m0 x2e h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y464 w3f h2a"><div class="t m0 xc7 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y464 w47 h2a"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y464 w48 h2a"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y464 w49 h2a"><div class="t m0 xa3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y464 w4a h2a"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y464 w47 h2a"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y464 w4b h2a"><div class="t m0 xc9 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y464 w4c h2a"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y465 w3f h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xc0 y465 w47 h26"><div class="t m0 x73 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y465 w48 h26"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 382      </span></div></div><div class="c xc2 y465 w49 h26"><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">7 745      </span></div></div><div class="c xc3 y465 w4a h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 958      </span></div></div><div class="c xc4 y465 w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 984      </span></div></div><div class="c xc5 y465 w4b h26"><div class="t m0 xb7 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y465 w4c h26"><div class="t m0 xb8 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">21 069      </span></div></div><div class="c x2c y466 w3f h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja za r<span class="_ _0"></span>ok obro<span class="_ _0"></span>towy </div></div><div class="c xc0 y466 w47 h26"><div class="t m0 x73 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y466 w48 h26"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">432      </span></div></div><div class="c xc2 y466 w49 h26"><div class="t m0 x1d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 099      </span></div></div><div class="c xc3 y466 w4a h26"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 181      </span></div></div><div class="c xc4 y466 w47 h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">625      </span></div></div><div class="c xc5 y466 w4b h26"><div class="t m0 xb7 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y466 w4c h26"><div class="t m0 x90 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">4 337      </span></div></div><div class="c x2c y467 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Zmniejszenia  </div></div><div class="c xc0 y467 w47 h26"><div class="t m0 x73 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y467 w48 h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y467 w49 h26"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">(25)     </span></div></div><div class="c xc3 y467 w4a h26"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(2 353)     </span></div></div><div class="c xc4 y467 w47 h26"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">(29)     </span></div></div><div class="c xc5 y467 w4b h26"><div class="t m0 xb7 h6 y6a ff2 fs2 fc3 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="fc0 ls0"> </span></div></div><div class="c xc6 y467 w4c h26"><div class="t m0 x72 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(2 407)     </span></div></div><div class="c x2c y468 w3f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xc0 y468 w47 h26"><div class="t m0 x6d h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y468 w48 h26"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc2 y468 w49 h26"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc3 y468 w4a h26"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 246      </span></div></div><div class="c xc4 y468 w47 h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xc5 y468 w4b h26"><div class="t m0 xb7 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y468 w4c h26"><div class="t m0 x21 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">2 246      </span></div></div><div class="c x2c y469 w3f h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xc0 y469 w47 h26"><div class="t m0 x73 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xc1 y469 w48 h26"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 814      </span></div></div><div class="c xc2 y469 w49 h26"><div class="t m0 x1d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8 819      </span></div></div><div class="c xc3 y469 w4a h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">4 032      </span></div></div><div class="c xc4 y469 w47 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">5 580      </span></div></div><div class="c xc5 y469 w4b h26"><div class="t m0 xb7 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc6 y469 w4c h26"><div class="t m0 x49 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">25 245      </span></div></div><div class="c x2c y10c w3f h28"><div class="t m0 x19 h11 y421 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y10c w47 h28"><div class="t m0 x6d h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y10c w48 h28"><div class="t m0 xcb h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y10c w49 h28"><div class="t m0 x45 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y10c w4a h28"><div class="t m0 x2e h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y10c w47 h28"><div class="t m0 x6d h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y10c w4b h28"><div class="t m0 xcc h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y10c w4c h28"><div class="t m0 x73 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y46a w3f h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Wartość bilansowa<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xc0 y46a w47 h26"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y46a w48 h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y46a w49 h26"><div class="t m0 xa3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y46a w4a h26"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y46a w47 h26"><div class="t m0 xc8 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc5 y46a w4b h26"><div class="t m0 xc9 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc6 y46a w4c h26"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y46b w3f h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y46b w47 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y46b w48 h26"><div class="t m0 xcb h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y46b w49 h26"><div class="t m0 x45 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y46b w4a h26"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y46b w47 h26"><div class="t m0 x6d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y46b w4b h26"><div class="t m0 xcc h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc6 y46b w4c h26"><div class="t m0 x73 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y46c w3f h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xc0 y46c w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y46c w48 h26"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">10 014      </span></div></div><div class="c xc2 y46c w49 h26"><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 660      </span></div></div><div class="c xc3 y46c w4a h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">901      </span></div></div><div class="c xc4 y46c w47 h26"><div class="t m0 x26 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 004      </span></div></div><div class="c xc5 y46c w4b h26"><div class="t m0 x56 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 239      </span></div></div><div class="c xc6 y46c w4c h26"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">21 725      </span></div></div><div class="c x2c y46d w3f h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xc0 y46d w47 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 907      </span></div></div><div class="c xc1 y46d w48 h26"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">6 783      </span></div></div><div class="c xc2 y46d w49 h26"><div class="t m0 x1d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 212      </span></div></div><div class="c xc3 y46d w4a h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 368      </span></div></div><div class="c xc4 y46d w47 h26"><div class="t m0 x26 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">3 024      </span></div></div><div class="c xc5 y46d w4b h26"><div class="t m0 x56 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">2 739      </span></div></div><div class="c xc6 y46d w4c h26"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">21 033      </span></div></div><div class="c x0 y1 w13 h23"><div class="t m0 x2c ha y46e ff2 fs1 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 xae y5 w4d h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">33<span class="ls0"> </span></div><div class="t m0 xe h8 y46f ff5 fs4 fc1 sc0 lsc ws0">8.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Wartości niema<span class="_ _0"></span>terialne<span class="ff5"> </span></span></span></div></div><div class="c x4 y19c w4e h57"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y19c w4f h57"><div class="t m0 xcd h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x6c h11 y3c2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c xce y19c w50 h57"><div class="t m0 xcd h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x6c h11 y3c2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y470 w4e h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y470 w4f h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y470 w50 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y471 w4e h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Licencje<span class="_ _0"></span>, prawa autor<span class="_ _0"></span>skie, koncesje i<span class="_ _0"></span> patenty w ty<span class="_ _0"></span>m: </div></div><div class="c x64 y471 w4f h40"><div class="t m0 x24 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 320 </div></div><div class="c xce y471 w50 h40"><div class="t m0 x24 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 780 </div></div><div class="c x4 y3ac w4e h2e"><div class="t m0 x19 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">- oprogramowanie<span class="_ _1"></span> </div></div><div class="c x64 y3ac w4f h2e"><div class="t m0 x6c h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">2 320 </div></div><div class="c xce y3ac w50 h2e"><div class="t m0 x57 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">1 780 </div></div><div class="c x4 y473 w4e h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe <span class="ff2">- </span>znaki t<span class="_ _0"></span>owarowe i wzor<span class="_ _0"></span>y przemysło<span class="_ _0"></span>we<span class="ff2"> </span></div></div><div class="c x64 y473 w4f h40"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">322<span class="ls0"> </span></div></div><div class="c xce y473 w50 h40"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">370<span class="ls0"> </span></div></div><div class="c x4 y474 w4e h40"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem  </div></div><div class="c x64 y474 w4f h40"><div class="t m0 x24 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">2 642<span class="ff2"> </span></div></div><div class="c xce y474 w50 h40"><div class="t m0 x24 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">2 150 </div></div><div class="c x4 y475 w4e h40"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y475 w4f h40"><div class="t m0 x71 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y475 w50 h40"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y476 w4e h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iemateri<span class="_ _0"></span>alne przygotowywane d<span class="_ _0"></span>o użytkowani<span class="_ _0"></span>a<span class="ff2"> </span></div></div><div class="c x64 y476 w4f h40"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">187<span class="ls0"> </span></div></div><div class="c xce y476 w50 h40"><div class="t m0 x24 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 091 </div></div><div class="c x4 y477 w4e h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y477 w4f h40"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y477 w50 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y478 w4e h40"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Razem wartości nie<span class="_ _0"></span>materialne i<span class="_ _0"></span> prawne<span class="ff5"> </span></div></div><div class="c x64 y478 w4f h40"><div class="t m0 x24 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">2 829<span class="ff2"> </span></div></div><div class="c xce y478 w50 h40"><div class="t m0 x24 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">3 241 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 h5d y479 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y47a ff3 fs6 fc0 sc0 ls0 ws0">Nie występują wartoś<span class="_ _1"></span>ci niematerialne wytworzon<span class="_ _1"></span>e przez Sp<span class="_ _1"></span>ółkę we własnym z<span class="_ _1"></span>akresie.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y47b ff3 fs6 fc0 sc0 ls0 ws0">Na wartościach n<span class="_ _1"></span>iematerialnych nie us<span class="_ _1"></span>tanowiono żad<span class="_ _1"></span>nych zabezpieczeń.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y47c ff3 fs6 fc0 sc0 ls0 ws0">Wartości  niematerialne <span class="_ _25"> </span><span class="ff2">przygotowywane <span class="_ _25"> </span></span>do  użytkowan<span class="_ _1"></span>ia  obejmują<span class="_ _1"></span><span class="ff2">  licencje  i  oprogramowan<span class="_ _1"></span>ie<span class="lsa">,  </span></span>które  <span class="ls22">są</span><span class="ff2">  w  trakcie </span></div><div class="t m0 x4 hf y47d ff3 fs6 fc0 sc0 ls0 ws0">wdrożenia. <span class="ff2">Nie stwierdzo<span class="_ _1"></span>no utraty <span class="_ _1"></span>ich </span>wartoś<span class="_ _1"></span>ci<span class="ff2">. </span></div><div class="t m0 x4 hf y47e ff3 fs6 fc0 sc0 ls0 ws0">W tabeli przedstawion<span class="_ _1"></span>o zmiany wartości n<span class="_ _1"></span>iematerialnych:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y47f ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y480 w51 h5e"><div class="t m0 x19 h6 y481 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y480 w52 h5e"><div class="t m0 x68 h11 y481 ff5 fs2 fc0 sc0 ls0 ws0">Oprogramowanie<span class="_ _0"></span> </div></div><div class="c xd0 y480 w53 h5e"><div class="t m0 x22 h11 y482 ff5 fs2 fc0 sc0 ls0 ws0">Znaki towarowe i<span class="_ _0"></span> </div><div class="t m0 x53 h11 y483 ff4 fs2 fc0 sc0 ls0 ws0">wzory przemysło<span class="_ _0"></span>we<span class="ff5"> </span></div></div><div class="c xd1 y480 w22 h5e"><div class="t m0 x1f h11 y484 ff4 fs2 fc0 sc0 ls0 ws0">Wartości niemat<span class="_ _0"></span>erialne </div><div class="t m0 xd2 h11 y481 ff5 fs2 fc0 sc0 ls0 ws0">przygotowywane <span class="ls2b">do </span></div><div class="t m0 x51 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">użytkowania<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x16 y480 w23 h5e"><div class="t m0 x3 h11 y481 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x3 y485 w51 h5f"><div class="t m0 x19 h11 y486 ff4 fs2 fc0 sc0 ls0 ws0">Wartość początkowa<span class="_ _3"></span><span class="ff5"> </span></div></div><div class="c xcf y485 w52 h5f"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y485 w53 h5f"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y485 w22 h5f"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y485 w23 h5f"><div class="t m0 x19 h11 y486 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y487 w51 h26"><div class="t m0 x19 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y487 w52 h26"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y487 w53 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y487 w22 h26"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y487 w23 h26"><div class="t m0 x9a h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y488 w51 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xcf y488 w52 h26"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">6 317      </span></div></div><div class="c xd0 y488 w53 h26"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">845      </span></div></div><div class="c xd1 y488 w22 h26"><div class="t m0 x97 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">1 091      </span></div></div><div class="c x16 y488 w23 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">8 253      </span></div></div><div class="c x3 y489 w51 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0"> Nabycie </div></div><div class="c xcf y489 w52 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd0 y489 w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd1 y489 w22 h26"><div class="t m0 xd4 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">307      </span></div></div><div class="c x16 y489 w23 h26"><div class="t m0 x5e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">307      </span></div></div><div class="c x3 y48a w51 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c xcf y48a w52 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd0 y48a w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd1 y48a w22 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y48a w23 h26"><div class="t m0 x28 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y48b w51 h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xcf y48b w52 h2a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">1 196      </span></div></div><div class="c xd0 y48b w53 h2a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">20      </span></div></div><div class="c xd1 y48b w22 h2a"><div class="t m0 x35 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">(1 211)     </span></div></div><div class="c x16 y48b w23 h2a"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">5      </span></div></div><div class="c x3 y48c w51 h53"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xcf y48c w52 h53"><div class="t m0 xa6 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">7 513      </span></div></div><div class="c xd0 y48c w53 h53"><div class="t m0 x27 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">865      </span></div></div><div class="c xd1 y48c w22 h53"><div class="t m0 xd4 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">187      </span></div></div><div class="c x16 y48c w23 h53"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">8 5<span class="ls5">65</span></span>     <span class="ls0"> </span></div></div><div class="c x3 y48d w51 h26"><div class="t m0 x19 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y48d w52 h26"><div class="t m0 xe h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y48d w53 h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y48d w22 h26"><div class="t m0 xd3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y48d w23 h26"><div class="t m0 x9a h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y48e w51 h26"><div class="t m0 x19 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y48e w52 h26"><div class="t m0 xe h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y48e w53 h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y48e w22 h26"><div class="t m0 xd3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y48e w23 h26"><div class="t m0 x9a h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y48f w51 h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xcf y48f w52 h2a"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">6 258      </span></div></div><div class="c xd0 y48f w53 h2a"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">790      </span></div></div><div class="c xd1 y48f w22 h2a"><div class="t m0 xd4 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">916      </span></div></div><div class="c x16 y48f w23 h2a"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">7 964      </span></div></div><div class="c x3 y490 w51 h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0"> Nabycie </div></div><div class="c xcf y490 w52 h2a"><div class="t m0 x26 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">71      </span></div></div><div class="c xd0 y490 w53 h2a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">43      </span></div></div><div class="c xd1 y490 w22 h2a"><div class="t m0 xd4 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">175      </span></div></div><div class="c x16 y490 w23 h2a"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">289      </span></div></div><div class="c x3 y2e6 w51 h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c xcf y2e6 w52 h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd0 y2e6 w53 h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd1 y2e6 w22 h26"><div class="t m0 x31 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y2e6 w23 h26"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y3e9 w51 h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja </div></div><div class="c xcf y3e9 w52 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(12)     </span></div></div><div class="c xd0 y3e9 w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">12      </span></div></div><div class="c xd1 y3e9 w22 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y3e9 w23 h26"><div class="t m0 x28 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y3ea w51 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xcf y3ea w52 h26"><div class="t m0 xa6 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">6 317      </span></div></div><div class="c xd0 y3ea w53 h26"><div class="t m0 x27 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">845      </span></div></div><div class="c xd1 y3ea w22 h26"><div class="t m0 x97 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">1 091      </span></div></div><div class="c x16 y3ea w23 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">8 253      </span></div></div><div class="c x3 y3eb w51 h26"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y3eb w52 h26"><div class="t m0 xe h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y3eb w53 h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y3eb w22 h26"><div class="t m0 xd3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y3eb w23 h26"><div class="t m0 x9a h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y491 w51 h2a"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0">Umorzenie  </div></div><div class="c xcf y491 w52 h2a"><div class="t m0 xe h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y491 w53 h2a"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y491 w22 h2a"><div class="t m0 xd3 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y491 w23 h2a"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y492 w51 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y492 w52 h26"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y492 w53 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y492 w22 h26"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y492 w23 h26"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y493 w51 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xcf y493 w52 h26"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">4 537      </span></div></div><div class="c xd0 y493 w53 h26"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">475      </span></div></div><div class="c xd1 y493 w22 h26"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y493 w23 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">5 012      </span></div></div><div class="c x3 y494 w51 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja za r<span class="_ _0"></span>ok obro<span class="_ _0"></span>towy </div></div><div class="c xcf y494 w52 h26"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">656      </span></div></div><div class="c xd0 y494 w53 h26"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">68      </span></div></div><div class="c xd1 y494 w22 h26"><div class="t m0 x31 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y494 w23 h26"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">724      </span></div></div><div class="c x3 y495 w51 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c xcf y495 w52 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd0 y495 w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd1 y495 w22 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y495 w23 h26"><div class="t m0 x28 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y496 w51 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xcf y496 w52 h26"><div class="t m0 xa6 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">5 193     <span class="ff5"> </span></span></div></div><div class="c xd0 y496 w53 h26"><div class="t m0 x27 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">543     <span class="ff5"> </span></span></div></div><div class="c xd1 y496 w22 h26"><div class="t m0 x31 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ff5 ls0"> </span></div></div><div class="c x16 y496 w23 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">5 736      </span></div></div><div class="c x3 y497 w51 h60"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y497 w52 h60"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y497 w53 h60"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y497 w22 h60"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y497 w23 h60"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y13f w51 h2b"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y13f w52 h2b"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y13f w53 h2b"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y13f w22 h2b"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y13f w23 h2b"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y498 w51 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xcf y498 w52 h26"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">3 960      </span></div></div><div class="c xd0 y498 w53 h26"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">404      </span></div></div><div class="c xd1 y498 w22 h26"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y498 w23 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">4 364      </span></div></div><div class="c x3 y499 w51 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja za r<span class="_ _0"></span>ok obro<span class="_ _0"></span>towy </div></div><div class="c xcf y499 w52 h26"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">577      </span></div></div><div class="c xd0 y499 w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">71      </span></div></div><div class="c xd1 y499 w22 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y499 w23 h26"><div class="t m0 x5e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">648      </span></div></div><div class="c x3 y49a w51 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Likwidacja </div></div><div class="c xcf y49a w52 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd0 y49a w53 h26"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd1 y49a w22 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y49a w23 h26"><div class="t m0 x28 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y49b w51 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xcf y49b w52 h26"><div class="t m0 xa6 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">4 537      </span></div></div><div class="c xd0 y49b w53 h26"><div class="t m0 x27 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">475      </span></div></div><div class="c xd1 y49b w22 h26"><div class="t m0 x31 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x16 y49b w23 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">5 012      </span></div></div><div class="c x3 y10d w51 h2a"><div class="t m0 x19 h11 yf2 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y10d w52 h2a"><div class="t m0 x80 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y10d w53 h2a"><div class="t m0 x80 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y10d w22 h2a"><div class="t m0 xc7 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x16 y10d w23 h2a"><div class="t m0 x80 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 yc4 w51 h2a"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Wartość bilansowa<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xcf yc4 w52 h2a"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 yc4 w53 h2a"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 yc4 w22 h2a"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 yc4 w23 h2a"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y49c w51 h26"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y49c w52 h26"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y49c w53 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y49c w22 h26"><div class="t m0 xd3 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x16 y49c w23 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y49d w51 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xcf y49d w52 h26"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">2 320      </span></div></div><div class="c xd0 y49d w53 h26"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">322      </span></div></div><div class="c xd1 y49d w22 h26"><div class="t m0 xd4 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">187      </span></div></div><div class="c x16 y49d w23 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">2 829      </span></div></div><div class="c x3 y49e w51 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xcf y49e w52 h26"><div class="t m0 xa6 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">1 780      </span></div></div><div class="c xd0 y49e w53 h26"><div class="t m0 x27 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">370      </span></div></div><div class="c xd1 y49e w22 h26"><div class="t m0 x97 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">1 091      </span></div></div><div class="c x16 y49e w23 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">3 241      </span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">34<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">9.<span class="ffb ls0"> <span class="_ _f"> </span><span class="ff4">Aktywa z tytuł<span class="_ _0"></span>u praw do uży<span class="_ _0"></span>tkowania<span class="ff5"> </span></span></span></div></div><div class="c x4 y315 w54 h2d"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y315 w55 h2d"><div class="t m0 x51 h11 y49f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 xcb h11 yec ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c x2f y315 wd h2d"><div class="t m0 x51 h11 y49f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x2e h11 yec ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y4a0 w54 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y4a0 w55 h2a"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2f y4a0 wd h2a"><div class="t m0 x33 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4a1 w54 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Prawo wieczyst<span class="_ _0"></span>ego użytkowani<span class="_ _0"></span>a gruntów<span class="ff2"> </span></div></div><div class="c x2b y4a1 w55 h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 719 </div></div><div class="c x2f y4a1 wd h26"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 744 </div></div><div class="c x4 y4a2 w54 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Budynki<span class="_ _0"></span>  </div></div><div class="c x2b y4a2 w55 h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">6 132 </div></div><div class="c x2f y4a2 wd h26"><div class="t m0 x6a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">10 689 </div></div><div class="c x4 y4a3 w54 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Urządzenia techn<span class="_ _0"></span>iczne <span class="ff2"> </span></div></div><div class="c x2b y4a3 w55 h26"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">697<span class="ls0"> </span></div></div><div class="c x2f y4a3 wd h26"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">951<span class="ls0"> </span></div></div><div class="c x4 y4a4 w54 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki t<span class="_ _0"></span>ransportu<span class="ff2"> </span></div></div><div class="c x2b y4a4 w55 h2a"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 241 </div></div><div class="c x2f y4a4 wd h2a"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">2 716 </div></div><div class="c x4 y382 w54 h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x2b y382 w55 h2a"><div class="t m0 xaa h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">9 789 </div></div><div class="c x2f y382 wd h2a"><div class="t m0 x6a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">16 100 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y4a5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3ae ff3 fs6 fc0 sc0 ls0 ws0">Poniżej przedsta<span class="_ _1"></span>wiono zmiany w akty<span class="_ _1"></span>wach z tytułu p<span class="_ _1"></span>raw do użytkowania<span class="_ _2"></span><span class="ff2">: </span></div><div class="t m0 x4 h6 y4a6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4a7 w56 h19"><div class="t m0 x19 hf y4a8 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4a7 w57 h19"><div class="t m0 x95 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">Grunty </div></div><div class="c xd6 y4a7 w58 h19"><div class="t m0 x5a h11 y4a9 ff5 fs2 fc0 sc0 ls0 ws0">Budynki i </div><div class="t m0 x21 h11 y64 ff5 fs2 fc0 sc0 ls0 ws0">budowle </div></div><div class="c xd7 y4a7 w59 h19"><div class="t m0 xd8 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Urządzenia </div><div class="t m0 x72 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">techniczne i </div><div class="t m0 xd4 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">maszyny </div></div><div class="c x4d y4a7 w5a h19"><div class="t m0 x32 h11 y4a9 ff4 fs2 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x4b h11 y64 ff5 fs2 fc0 sc0 ls0 ws0">transportu </div></div><div class="c xd9 y4a7 w57 h19"><div class="t m0 x95 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x4 y29c w56 h28"><div class="t m0 x19 h11 yf0 ff4 fs2 fc0 sc0 ls0 ws0">Wartość początkowa<span class="_ _3"></span><span class="ff5"> </span></div></div><div class="c xd5 y29c w57 h28"><div class="t m0 x19 h11 y4aa ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y29c w58 h28"><div class="t m0 x19 hf y4aa ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y29c w59 h28"><div class="t m0 x19 hf y4aa ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y29c w5a h28"><div class="t m0 x19 hf y4aa ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y29c w57 h28"><div class="t m0 x19 hf y4aa ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ab w56 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4ab w57 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4ab w58 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4ab w59 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4ab w5a h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4ab w57 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ac w56 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xd5 y4ac w57 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 897      </span></div></div><div class="c xd6 y4ac w58 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">32 715      </span></div></div><div class="c xd7 y4ac w59 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 775      </span></div></div><div class="c x4d y4ac w5a h26"><div class="t m0 x23 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">5 660      </span></div></div><div class="c xd9 y4ac w57 h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">42 047      </span></div></div><div class="c x4 y4ad w56 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Nowe umowy le<span class="_ _0"></span>asingowe </div></div><div class="c xd5 y4ad w57 h26"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4ad w58 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4ad w59 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4ad w5a h26"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd9 y4ad w57 h26"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y4ae w56 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Modyfik<span class="_ _0"></span>acja umów leas<span class="_ _0"></span>ingowych<span class="ff2"> </span></div></div><div class="c xd5 y4ae w57 h2a"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4ae w58 h2a"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">349      </span></div></div><div class="c xd7 y4ae w59 h2a"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4ae w5a h2a"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(27)     </span></div></div><div class="c xd9 y4ae w57 h2a"><div class="t m0 x5d h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">322     <span class="ff5"> </span></span></div></div><div class="c x4 y4af w56 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja <span class="ff3">–</span> wykup </div></div><div class="c xd5 y4af w57 h26"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4af w58 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4af w59 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4af w5a h26"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(1 715)     </span></div></div><div class="c xd9 y4af w57 h26"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(1 715)     </span></div></div><div class="c x4 y4b0 w56 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xd5 y4b0 w57 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 897      </span></div></div><div class="c xd6 y4b0 w58 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">33 064      </span></div></div><div class="c xd7 y4b0 w59 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 775      </span></div></div><div class="c x4d y4b0 w5a h26"><div class="t m0 x23 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">3 918      </span></div></div><div class="c xd9 y4b0 w57 h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">40 654      </span></div></div><div class="c x4 y4b1 w56 h26"><div class="t m0 x7 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4b1 w57 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4b1 w58 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4b1 w59 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4b1 w5a h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4b1 w57 h26"><div class="t m0 x19 hf yee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4b2 w56 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xd5 y4b2 w57 h26"><div class="t m0 x5a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 897     <span class="ff2"> </span></span></div></div><div class="c xd6 y4b2 w58 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">32 612     <span class="ff2"> </span></span></div></div><div class="c xd7 y4b2 w59 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 775     <span class="ff2"> </span></span></div></div><div class="c x4d y4b2 w5a h26"><div class="t m0 x23 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">5 534     <span class="ff2"> </span></span></div></div><div class="c xd9 y4b2 w57 h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">41 818      </span></div></div><div class="c x4 y4b3 w56 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Nowe umowy le<span class="_ _0"></span>asingowe </div></div><div class="c xd5 y4b3 w57 h26"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4b3 w58 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4b3 w59 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4b3 w5a h26"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">2 395      </span></div></div><div class="c xd9 y4b3 w57 h26"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">2 395      </span></div></div><div class="c x4 y4b4 w56 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Modyfik<span class="_ _0"></span>acja umów leas<span class="_ _0"></span>ingowych<span class="ff2"> </span></div></div><div class="c xd5 y4b4 w57 h2a"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4b4 w58 h2a"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">103      </span></div></div><div class="c xd7 y4b4 w59 h2a"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4b4 w5a h2a"><div class="t m0 x5c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd9 y4b4 w57 h2a"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">103      </span></div></div><div class="c x4 y4b5 w56 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja <span class="ff3">–</span> wykup </div></div><div class="c xd5 y4b5 w57 h26"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4b5 w58 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4b5 w59 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4b5 w5a h26"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(2 269)     </span></div></div><div class="c xd9 y4b5 w57 h26"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(2 269)     </span></div></div><div class="c x4 y4b6 w56 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xd5 y4b6 w57 h26"><div class="t m0 x5a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 897      </span></div></div><div class="c xd6 y4b6 w58 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">32 715      </span></div></div><div class="c xd7 y4b6 w59 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 775      </span></div></div><div class="c x4d y4b6 w5a h26"><div class="t m0 x23 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">5 660      </span></div></div><div class="c xd9 y4b6 w57 h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">42 047      </span></div></div><div class="c x4 y4b7 w56 h26"><div class="t m0 x7 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4b7 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4b7 w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4b7 w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4b7 w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4b7 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4b8 w56 h26"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c xd5 y4b8 w57 h26"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4b8 w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4b8 w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4b8 w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4b8 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4b9 w56 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4b9 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4b9 w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4b9 w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4b9 w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4b9 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ba w56 h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xd5 y4ba w57 h2a"><div class="t m0 x4b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">153      </span></div></div><div class="c xd6 y4ba w58 h2a"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">22 026      </span></div></div><div class="c xd7 y4ba w59 h2a"><div class="t m0 x59 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">824      </span></div></div><div class="c x4d y4ba w5a h2a"><div class="t m0 x23 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">2 944      </span></div></div><div class="c xd9 y4ba w57 h2a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">25 947      </span></div></div><div class="c x4 y1b1 w56 h28"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xd5 y1b1 w57 h28"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">25      </span></div></div><div class="c xd6 y1b1 w58 h28"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">4 906      </span></div></div><div class="c xd7 y1b1 w59 h28"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">254      </span></div></div><div class="c x4d y1b1 w5a h28"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">1 420      </span></div></div><div class="c xd9 y1b1 w57 h28"><div class="t m0 x5b h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">6 605     <span class="ff5"> </span></span></div></div><div class="c x4 y4bb w56 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja <span class="ff3">–</span> wykup </div></div><div class="c xd5 y4bb w57 h26"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4bb w58 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4bb w59 h26"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4bb w5a h26"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(1 687)     </span></div></div><div class="c xd9 y4bb w57 h26"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(1 687)     </span></div></div><div class="c x4 y4bc w56 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xd5 y4bc w57 h26"><div class="t m0 x4b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">178      </span></div></div><div class="c xd6 y4bc w58 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">26 932      </span></div></div><div class="c xd7 y4bc w59 h26"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 078      </span></div></div><div class="c x4d y4bc w5a h26"><div class="t m0 x23 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">2 677      </span></div></div><div class="c xd9 y4bc w57 h26"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">30 865      </span></div></div><div class="c x4 y4bd w56 h26"><div class="t m0 x7 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4bd w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4bd w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4bd w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4bd w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4bd w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4be w56 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xd5 y4be w57 h26"><div class="t m0 x4b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">127      </span></div></div><div class="c xd6 y4be w58 h26"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">17 277      </span></div></div><div class="c xd7 y4be w59 h26"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">571      </span></div></div><div class="c x4d y4be w5a h26"><div class="t m0 x23 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">3 995      </span></div></div><div class="c xd9 y4be w57 h26"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">21 970      </span></div></div><div class="c x4 y4bf w56 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xd5 y4bf w57 h26"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">26      </span></div></div><div class="c xd6 y4bf w58 h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">4 749      </span></div></div><div class="c xd7 y4bf w59 h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">253      </span></div></div><div class="c x4d y4bf w5a h26"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">1 195      </span></div></div><div class="c xd9 y4bf w57 h26"><div class="t m0 x5b h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">6 223     <span class="ff5"> </span></span></div></div><div class="c x4 y4c0 w56 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _0"></span>acja <span class="ff3">–</span> wykup </div></div><div class="c xd5 y4c0 w57 h26"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd6 y4c0 w58 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd7 y4c0 w59 h26"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4d y4c0 w5a h26"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(2 246)     </span></div></div><div class="c xd9 y4c0 w57 h26"><div class="t m0 xa5 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(2 246)    <span class="ff5"> </span></span></div></div><div class="c x4 y2b w56 h2a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xd5 y2b w57 h2a"><div class="t m0 x4b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">153      </span></div></div><div class="c xd6 y2b w58 h2a"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">22 026      </span></div></div><div class="c xd7 y2b w59 h2a"><div class="t m0 x59 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">824      </span></div></div><div class="c x4d y2b w5a h2a"><div class="t m0 x23 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">2 944      </span></div></div><div class="c xd9 y2b w57 h2a"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">25 947      </span></div></div><div class="c x4 y4c1 w56 h2a"><div class="t m0 x7 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4c1 w57 h2a"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4c1 w58 h2a"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4c1 w59 h2a"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4c1 w5a h2a"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4c1 w57 h2a"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4c2 w56 h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Wartość bilansowa<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xd5 y4c2 w57 h26"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4c2 w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4c2 w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4c2 w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4c2 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4c3 w56 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y4c3 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4c3 w58 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y4c3 w59 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y4c3 w5a h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4c3 w57 h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4c4 w56 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xd5 y4c4 w57 h26"><div class="t m0 xcd h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">1 719 </div></div><div class="c xd6 y4c4 w58 h26"><div class="t m0 x61 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">6 132 </div></div><div class="c xd7 y4c4 w59 h26"><div class="t m0 x85 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">697<span class="ls0"> </span></div></div><div class="c x4d y4c4 w5a h26"><div class="t m0 x98 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">1 241 </div></div><div class="c xd9 y4c4 w57 h26"><div class="t m0 xcd h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">9 789 </div></div><div class="c x4 y4c5 w56 h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c xd5 y4c5 w57 h26"><div class="t m0 xcd h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">1 744 </div></div><div class="c xd6 y4c5 w58 h26"><div class="t m0 x14 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">10 689 </div></div><div class="c xd7 y4c5 w59 h26"><div class="t m0 x85 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">951<span class="ls0"> </span></div></div><div class="c x4d y4c5 w5a h26"><div class="t m0 x98 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">2 716 </div></div><div class="c xd9 y4c5 w57 h26"><div class="t m0 x95 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">16 100 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha y105 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y4c6 ff2 fs6 fc0 sc0 ls0 ws0">W 2025 <span class="_ _1"></span><span class="ff3">r. Spół<span class="_ _1"></span>ka <span class="_ _1"></span>nie zawarła <span class="_ _1"></span>nowych <span class="_ _1"></span>umów leasin<span class="_ _1"></span>gu. <span class="_ _1"></span>Zakończeniu<span class="_ _1"></span> uległa <span class="_ _1"></span>umowa leas<span class="_ _1"></span>ingu <span class="_ _1"></span>wózk<span class="_ _1"></span>ów</span> <span class="ff3">widłowych <span class="_ _1"></span></span>i <span class="_ _1"></span>zgodnie  </div><div class="t m0 x4 hf y4c7 ff3 fs6 fc0 sc0 ls0 ws0">z warunkami <span class="_ _3"></span>p<span class="_ _1"></span>rzewidzianymi w <span class="_ _3"></span>umowie Spółka zdecydowała o <span class="ff2">ich <span class="_ _3"></span>wykupie. W <span class="ff3">związku <span class="_ _3"></span>z tym <span class="_ _3"></span>n<span class="_ _1"></span>astąpiła reklasyfikacja <span class="_ _0"></span>tych </span></span></div><div class="t m0 x4 hf y4c8 ff3 fs6 fc0 sc0 ls0 ws0">aktywów do <span class="_ _1"></span>środ<span class="_ _1"></span>ków trwałych<span class="_ _1"></span>. Aktywa <span class="_ _1"></span>z <span class="_ _1"></span>tytułu p<span class="_ _1"></span>raw do <span class="_ _1"></span>użytkowania <span class="_ _1"></span>zostały <span class="_ _1"></span>w wyniku <span class="_ _1"></span>tej o<span class="_ _1"></span>peracji zmni<span class="_ _1"></span>ejszone <span class="_ _1"></span>o <span class="_ _d"></span><span class="ff2">1 715 </span></div><div class="t m0 x4 hf y4c9 ff3 fs6 fc0 sc0 ls0 ws0">tys. zł wg wartoś<span class="_ _1"></span>ci początkowej (2<span class="_ _1"></span><span class="ff2">8 </span>tys. zł<span class="_ _1"></span> wg wartości księgowej na <span class="_ _1"></span>dzień wykupu<span class="_ _1"></span>). <span class="ff2">Po<span class="_ _1"></span>nadto mody<span class="_ _1"></span>fikacji </span>uległ<span class="ff2 ls2c">y:<span class="ls0"> </span></span></div><div class="t m0 x4 hf y4ca ff2 fs6 fc0 sc0 ls0 ws0"> - <span class="_ _1"></span> <span class="_ _2"></span>u<span class="ff3">mowa <span class="_ _1"></span>najmu <span class="_ _2"></span>magazyn<span class="_ _1"></span>ów <span class="_ _2"></span>–</span> <span class="_ _1"></span>w <span class="_ _2"></span>wyniku <span class="_ _2"></span>indeks<span class="_ _1"></span>acji <span class="_ _1"></span>sta<span class="_ _1"></span>wek <span class="_ _1"></span>czynszu<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _1"></span>rzewidzianej <span class="_ _1"></span>w <span class="_ _1"></span>u<span class="_ _1"></span>mowie <span class="_ _1"></span>ak<span class="_ _1"></span>tywa <span class="_ _1"></span>z<span class="_ _1"></span> <span class="ff3">tytułu <span class="_ _2"></span>prawa <span class="_ _2"></span>do </span></div><div class="t m0 x4 hf y4cb ff3 fs6 fc0 sc0 ls0 ws0">użytkowania ora<span class="_ _1"></span>z zobowiązanie z tytu<span class="_ _1"></span>łu leasingu zosta<span class="_ _1"></span>ło zwiększone o <span class="_ _1"></span><span class="ff2 ls3">349<span class="ls0"> <span class="_ _1"></span></span></span>tys. zł<span class="ff2">, </span></div><div class="t m0 x4 hf y4cc ff2 fs6 fc0 sc0 ls0 ws0"> - <span class="ff3">umowa leasingu samochodów –</span> <span class="_ _0"></span>w wyniku aneksu do <span class="_ _3"></span>u<span class="_ _1"></span>mowy aktywa z <span class="ff3">tytułu prawa do <span class="_ _0"></span>użytkowania oraz zobowiązanie </span></div><div class="t m0 x4 hf y16d ff3 fs6 fc0 sc0 ls0 ws0">z tytułu leasingu<span class="_ _1"></span> zostało zmniejszone o 27 ty<span class="_ _1"></span>s. zł.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y4cd ff3 fs6 fc0 sc0 ls0 ws0">Informacja na temat zob<span class="_ _1"></span>owiązań z<span class="_ _1"></span> tytułu leasingu znajd<span class="_ _1"></span>uje się w nocie<span class="_ _1"></span><span class="ff2"> <span class="ls3">22</span>. </span></div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3d ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y3e ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha yb ff2 fs0 fc0 sc0 ls10 ws0">35<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">10.<span class="ffb ls0"> <span class="ff5">Inwes<span class="_ _0"></span>tycje w <span class="ff4">jednost<span class="_ _0"></span>kach zależnych<span class="_ _0"></span><span class="ff5"> </span></span></span></span></div><div class="t m0 x4 hf y4ce ff2 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 20<span class="_ _1"></span>25 <span class="lsd">r. </span>oraz 31 grud<span class="_ _1"></span>nia 2024 <span class="ff3">r. Spół<span class="_ _1"></span>ka posiadała <span class="_ _1"></span>udziały w nas<span class="_ _1"></span>tępujących podmiotach:<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y2f5 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc8 hf y4cf ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y2d3 w5b h19"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 y2d3 w5c h19"><div class="t m0 xb7 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Kraj </div></div><div class="c xda y2d3 w5d h19"><div class="t m0 x61 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Charakterystyka </div><div class="t m0 x70 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">powiązania kapitało<span class="_ _3"></span>we<span class="_ _1"></span>go<span class="ff5"> </span></div></div><div class="c xdb y2d3 w5e h19"><div class="t m0 xdc h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">% własności i </div><div class="t m0 x1e h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">posiadanych pra<span class="_ _0"></span>w </div><div class="t m0 xdd h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">głosu<span class="ff5"> </span></div></div><div class="c xde y2d3 w3f h19"><div class="t m0 x2c h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Wartość udziałów<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xf y4d0 w5b h52"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 </div></div><div class="c x77 y4d0 w5c h52"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4d0 w5d h52"><div class="t m0 x3a hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4d0 w5e h52"><div class="t m0 xe hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4d0 w3f h52"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y4d1 w5b h52"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x77 y4d1 w5c h52"><div class="t m0 xdc h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Rumunia </div></div><div class="c xda y4d1 w5d h52"><div class="t m0 xdc h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y4d1 w5e h52"><div class="t m0 x85 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">99,99 </div></div><div class="c xde y4d1 w3f h52"><div class="t m0 x15 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 885      </span></div></div><div class="c xf y4d2 w5b h52"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd </div></div><div class="c x77 y4d2 w5c h52"><div class="t m0 x39 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c xda y4d2 w5d h52"><div class="t m0 xdc h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y4d2 w5e h52"><div class="t m0 x3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">100,00 </div></div><div class="c xde y4d2 w3f h52"><div class="t m0 xae h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">20 746      </span></div></div><div class="c xf y4d3 w5b h1a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Lt<span class="_ _0"></span>d. </div></div><div class="c x77 y4d3 w5c h1a"><div class="t m0 x39 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c xda y4d3 w5d h1a"><div class="t m0 xdc h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y4d3 w5e h1a"><div class="t m0 x3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">100,00 </div></div><div class="c xde y4d3 w3f h1a"><div class="t m0 xae h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">48 172      </span></div></div><div class="c xf y4d4 w5b h1a"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 y4d4 w5c h1a"><div class="t m0 x84 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4d4 w5d h1a"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4d4 w5e h1a"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4d4 w3f h1a"><div class="t m0 xae h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">70 803      </span></div></div><div class="c xf y4d5 w5b h52"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024 </div></div><div class="c x77 y4d5 w5c h52"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4d5 w5d h52"><div class="t m0 x3a hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4d5 w5e h52"><div class="t m0 xe hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4d5 w3f h52"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y4d6 w5b h53"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x77 y4d6 w5c h53"><div class="t m0 xdc h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Rumunia </div></div><div class="c xda y4d6 w5d h53"><div class="t m0 xdc h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y4d6 w5e h53"><div class="t m0 x85 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">99,99 </div></div><div class="c xde y4d6 w3f h53"><div class="t m0 x15 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">1 885      </span></div></div><div class="c xf y4d7 w5b h52"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd </div></div><div class="c x77 y4d7 w5c h52"><div class="t m0 x39 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c xda y4d7 w5d h52"><div class="t m0 xdc h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y4d7 w5e h52"><div class="t m0 x3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">100,00 </div></div><div class="c xde y4d7 w3f h52"><div class="t m0 xae h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">20 746      </span></div></div><div class="c xf y40c w5b h1a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Lt<span class="_ _0"></span>d. </div></div><div class="c x77 y40c w5c h1a"><div class="t m0 x39 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c xda y40c w5d h1a"><div class="t m0 xdc h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff2"> </span></div></div><div class="c xdb y40c w5e h1a"><div class="t m0 x3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">100,00 </div></div><div class="c xde y40c w3f h1a"><div class="t m0 xae h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">48 172      </span></div></div><div class="c xf y4d8 w5b h1a"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x77 y4d8 w5c h1a"><div class="t m0 x84 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4d8 w5d h1a"><div class="t m0 xb1 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y4d8 w5e h1a"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4d8 w3f h1a"><div class="t m0 xae h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">70 803      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y4d9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y4b1 ff3 fs6 fc0 sc0 ls0 ws0">Spółka nie zidenty<span class="_ _1"></span>fikowała przesłanek, któ<span class="_ _1"></span>re mogłyby wskazywać na <span class="_ _1"></span>utratę wartości p<span class="_ _1"></span>osiadanych inwesty<span class="_ _1"></span>cji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x25 hf y4da ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 hf y4db ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7c hf y4dc ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w11 h23" ><div class="pc pc24 w11 h23"><img class="bi x3f ydf w12 h24" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABX8AAAPzCAIAAABgEug4AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdabRd1XUn+v+ca62992luqwb1SIBANMaIRkaI1oBp3IDt2HFDnMRpKk4y4uQlNVJJ3ntVNWqMVxlJJfWSV+XEL2UndvJsE8c2JIDBGNuA6QyYRjICAUKoR81tT7P3XmvN+T6ceyUBrnLKsS1qjPUbd1ydc7TvOfvss76s/5lrTVJVAAD+bjteg+i1j8wf+9895gce8H2PeQ2nyAZ/q0IAQyDxNcdMZDkprIIBo2AFAAWCIgJqAEDCLBVD3QDkiAQJoADj0VLkNVoWS5vIc0z3dGK2oiLvq7oWz9TqDXGGSKg8lkaUlUaALCkjAsxgBSsYICACQgBgFQRYgSEYFVLw/NlOOv5xXMkfggKnDmHDQiRJkiRJkiRJkiTJTwwdSR8Wvuc/vG66S6+bM+v/+JgfeMD3PYaZX31OkVQAsApBCULQI08zmNT3aQiqDGEIaySIqipY2UYYMANU2L6abKovHpmxTqMM52akmYWJPbmfvfTC837rozdlOT/6xDOf+fzNL+zeZ9qj/SDdyM2xBd06THa6y5av6O/ZKWAYa1yhbGOMgxNjDQaRVTy5wBmpMiJBWMQSSEGQI++oNPmP47r9EJj5pre+6U8+9s409JMkSZIkSZIkSZKfGHvkVo9b/4yw4l98wD/jmMgu0qD6QQlK0Nf/fSN0ASipgpRYwVGVyIANCKok0Lo/6kOdFdZIiapq2GrchJUj7Wvefuml609bvXx8zHUVtOiyVZdu/L2nntt5z8Pf2/Lcrh2vdA9PQ7ndtGMT+w2ay0QhCgGpMhhMSqpGg0EklUDOszv6tpTnThwGNHiYrM78BK7bP4vEmvI07pMkSZIkSZIkSZLjkz5Uduh4ncRrvtVXysA5ABAfOQIAji5lgFMvZCLZCCtkQHbufzVCAzQC4GCH20MIM1R3VywZfvuVF7398vUnLWs30I/VwbadNf0pNNpDtmjb1sj6UzasP3XSY8uLvf/nr27f8uxLRbPVL+OkGSJmJYYSQgQQmQABFCoMUQzSEQYNlmIYwAAMMgAPziqK/o/fMn6oaogf5vNmiraRxn2SJEmSJEmSJElyfNIHIXvczoJfM69mIAKAyqB2AADYHHuE5zzCCFmwBRwGJ68BIlAFlEmzvD9xeOfJS0be9c6rr9j45vNOy1uAUWQgk49DKuRjUJau54ZaJl9ivIEL1jX/25+874V9+ItP3f7QI48jLFYBrIN1gEIJRy4UiQAsNaNWVSiEGJC5HRp0EFIQQN/n2jL9gDSCfywrLwI4qEnjPkmSJEmSJEmSJDk+6QP0f36TydcfQz/Uk7y6NMBoz0qtgBArjBLr/KqD+VUY6ikHGLBQM59WKELPxF5BZdvBES65ePVlb7ny3FNOXLMgzwEXNWcigcYMlKm2KFQwlnNWYVaM5qgj2gZ9wdlL9f/+3et37bvg1u8eePDRZ3fs3D3VrcUWnrIQg5IBGcCAmFBaqVRZiY2ygkUH+z4oAaQKaP19yg1+YJSgP47PWxB/JClGkiRJkiRJkiRJkvxQ6cMxuyTOxwT/jCkx/c8e8IOPseIzLZVYlIWMKBNzFCUJRZ4RxJdlOTyunS44wgBSk1WtZkdM3cTMmasW/ez737nh3FVDGRyQQxvwdlCSIAxYYgYgDMPF3OszLGAZGQQIQ+yBKE6WrbKrl531OzeetX8aX7r927d87b49E92SmzXnko+GSFCGQVQTojhnwcyqFCMjOvUEtRKJ4gQVb5DPm0Xo9R90kiRJkiRJkiRJkvxk0gfS8AY5JwUFdgqOMEpGQAp2jknCbLdrSIeHWv2ZSW40Gs1GXXZ9Z7qlwWq5omluvOKSm951ybLRrK6RAxawiBYBKlACGSgrcyQEOlqWQQTW+UYVJIN8xEABLLXo13HtsPn191284cyT/vEbD9//5HMHO71eLcY0xebCJnCTcudVEQKqGnluJBDIaIgEBr1xrq1RYUnpQ5IkSZIkSZIkSXKc0gej8Q1yToGcp0KJATO/dyNqFSC6hoP42TIWznPdkU63SfKmk1e85U2nrD9tyTlrT1yzsMExWt8vJJg4xBjECAQKoAiKYFGYCFYgkBAAkAEpgQarJaKDOqgOSjQoHmiAiBsZzFVnLz1/3Xue33v42Zf3fPPR7d99Zvvk7OQU2tGMqIg1ubhcuaVAJInqWYU0EOSNc21ZlZFWXiRJkiRJkiRJkiTHKX2QH01Hxx8BJaOczzWMoPktEsUDUIYh9mV/DAfbRXbZJeuvvmTjxW9e3GKYiMIIx0pjMJmFy+Ax1/OSB3s0eJAAQgh2ru5hEAoQgQkOsMe21QABCmQFgQEwI0NcmNti5YJTVyy48fKzD/TxzXs3f+GuB7cd7kx3fdk3sAW3x7USkAEZUYEKSFlm3yjpA6UxnyRJkiRJkiRJkhy/9EGJ3yjpAxRSgRiw87tRCKRG3SGOlmLB4exVi9737ndcf+naJmCiNiWyUWgEQ8hFtQI4e0yOAABu8FQEMRg0yuT5/57vjknQV18GkgZUwAwixFj7utloFkAlWJTjQ9e+6ZK3nPnlux/7/Jdv29+vXb6w0/UVN5Tm23DQoFHGG+baKhScxn2SJEmSJEmSJElyvNIH+0Y5J6msVCCKMEIMgKEOYWzUnrHmxLNOXbLxvHWXnDqaKXKBg1j02FcwBLLgLMB4cFRYnlAYQaZzdQ0wClaG8FymQfO/CYPcQYBIGDTtlMEKBeOgMICBWmNylkHfDQYaTADWDuvv/9S5H73mrAc3v/D41n3ffvqlrXsOVdT0nCtYwUpQfqNcW4Gm9CFJkiRJkiRJkiQ5bukD/Sj2IlQQjnzPr3Jkgo8jPTOhwgasmVbOly6WFlpFte3xTmRvh8BF0EbwEVqjETG7qxVnTmzHt64/5SPvue7MkxciwhIyCYOOliAGteHag1eBIFNkc6+V09xagwiKg3UcSlDmQeWDHYQQOrfNJM2lDDiaSRBBuvNvjgGAeFAdYWmuR6kyRzKLRuwNF531ro1n1sLf/M7Wz/zj/fds3lNmYz5fCG7ZbDz0pmH60FlIF1aY2QohWA4ZwUbXrG0GRGgF1JCKERlBASUIGASKrX/5B0RUK8c07pMkSZIkSZIkSZLjkz78SBBkEDrMRw10ZCp/lCFEqSN55MZkrGoMlQHKlGlZx9LRtJCHVivz7KJzTrvgzOWXnLV6zQnDbaNWoqowEYj++/tUzO2qKFwcnXQfzRSU5k9rEIkQGai+ug8ogUjnbjnQMXnEsTeIABioQYRGIEDVkb3mLevOO2fdlp2HNr/8ytcefPHZ7btn+7v7IkQFyAqPGHaxrj0RSDiLgAdmOfJcfKKipEIkyObiFRDSfg1JkiRJkiRJkiRJSh/mJuiq86saBtN7np/oH1PtLx5CsC1lF8hBFQjoT7GpUB5sUb3Q1W85bdUlF1183aVnL2mTBXyn0wgdA4YxMID3IWsezTsGu0JC5ifpc1FCBTt4cZ7/beYSkUGxg0a4uSyBvs/kfvA2mLMfFLhEggciIGCwRkthqbNDK4YvWbv4F6580659vU9962tPPL3thef3R1oceKEvrUeh8LBlbEQ4yaoyq4ISRZhILsxtt8mgY2pJkGoWkiRJkiRJkiRJkpQ+YNCyUo5EDwQd1Bco5ttPACZWkTKQATnAQQIMN9q5i7ULs6evWvj+Ky+48bINi0dzrb32qrzI8qYFdC5qACFrRjCO3hcC5OjdOeGYDhY0V1dw5JGjxQ6vKXt4jfh93uNr7hINmmXQoO5D48yMHRoZbRkgtGHGluX/x0dufHzby1+59dv3PbJjqjeZ52NsuMcmuhyGEStEJUCVhU0ko2TnoxKBRiBC9Uf+YSVJkiRJkiRJkiTJ/5Lpg4IUrABACtK59Qs0Fz0MlirEaK0EKWOoCCZz7KS3bknzrJPWve38K89ft2Zpy7aYSKMaJZtBRaMQm8g2EgtT0PmqBjBDCMJH8g2Qzt8YvDc+uq3ka7ZbJIYOjsdr110c+a3+6KqNYx8/eiPCeJjBWyQCVKTdJFKWoBSByKojistOWnnRb334xf2z9z324rM7X7n/yW17O2GmdGIbxFmE6bEqSHjQLIMAgUbSkGnppDIaZuziNF6TJEmSJEmSJEmSlD5AiOXIvo14/WRdAVipMhXVrvp6pOGWjDZ/51d/ZtNZzQbAIk0OFhAYjcpsiKCAGgSgH6AGDAgNdkQAQxigY6MDnd8YktBAePXZMeYqHeY2lyT1c9EIMeZCk8H5ypGtKA05vLqGAkeWlqgAUHAglvnaChAbi35AwxoDQJQM5WFuS4yzV7ROW3HODMJk561fvPuxf7z7ye27p4QalWtUhgELMnPpg3oQWNRJyKS28GmwJkmSJEmSJEmSJCl9GMzOLYQgAmdgCWWZtZq1rxADogDSaLdNv8zEN+BPWNj86bdf8aEbzmkyMoUBmDwhKNxg3n9kTcSgnKGwc6skBDDzRQ2vWzjBc1mBAtqbb1RhoKRKZBzAXsQHzTLjNMz9iWqI3ro8hEAQYxhQ+BLWGnp1mKKiIZC1GoOEYPLcQKUGGRgDnV+pYS3i4LyYGDBh8DIVS5zpTS9ojxUt9yvv3njFBed85gv3Pvn0czume0GKKErFkEYD4+A9EIWtty2NHCBpsCZJkiRJkiRJkiQpfZiLH8AWrKRqQhBW6U8XCMZAUWsMjbp88+krLjznlIvPWr1u1dLlbTX9GZsTSAEGG0EGmEGtAanMlz7MtdJQBaBEDMrncwc5mj6oUfBgH0gAFhEiIIBZRYSMhCgQYuMyDgpb9cllYBJV4zIflY2FRImBScEsdcm5OfrWjmYQSsYYYwBQqIYMAZBaRIlc5oPazKhSVCXiOkbrJEavIWamGHbjVNKQBRjnLSvO+51rJjtXP/jUs996Yucz217YsX/3REXeDZfRUWtYyVV9X7kxACSzabwmSZIkSZIkSZIkKX0ARGAJzFrOhtgbbxedqYMZi6NquOXefv2V777h0qVDGDNoACbCSGULg+BBBKJaM8+GVZwGgkDn97DUCA0gkGFEDyKYHKrznTIVSiCGYRA80KlR1VjSHo4ao4g1GdtBXwwQEEU1whhQMQRAhNTYCIhBFZEbw3M7PnomCz2yVaUO+l+qMQqUpc+yjAwJgtMKqszKAOqOcQXEANaxCwBZU6JP1jrblAjLDgqtQRbG9jvdAye07A0bV71r05ml4J4Hv/fZL9/15PbdvWzRZLcXpYnhpeAGqgik9CFJkiRJkiRJkiRJ6QNgLIMiSbSOHFM5tXdRAxR6608/6Rd+5v3nnz5OQAF0ymDYDGUE5ECuBgJEIMy1pTi6C0M8ssICAokggHPMNdHQ+R0jCcRgUwf0BWJBOfIcMzBkDYAKgEKDZo4MYJhosFsEOR8kEAioFEHgDPoK8bCEhnNEwoO1FMSDDTWF5ltr5HlgALCDxSYaYAEVsAIiZUBuFFwpvCCazGtsAKh0JJvfO4JBxEOtYcDPVN2iGGowrrn4zLdefOZff+Whv/nSXS5Q2W70XVlOzaA5knZ+SJIkSZIkSZIkSVL6AADqy4xhEKnuLB7Jzj9//WUXrFq7atlZa05oG9XgC6tAaORmstPf3VFxragmDhpG6CB1ECIdNMlQIp1v1BmEGcREMcYsN8sbQlCmwRqLuT6f3qGM2HVgdvuefTPd3qHSstaF0aVjw4vHRlYuGlnschV1Gi2LRj+lLee4W4ZDh7q2aAgbFYHE3DDFkFsebmYFEQBVEkIEouLgZBUl2izzOtgC00Rv23m+MCMTIxtRFW64g7PVTDktRSuSVXGsZqgAfK/ZaFV93ygAQMRWoZFlbW/N/umSgeFmnhn6xRs3fvDtG7e9tPeb3/nevd998dmZg750Eyb1vEiSJEmSJEmSJElS+gBkhrWcsY5vfMfVH37Pm9eMYxjIgUylQE22RtUtY0nZ8D/84x233PXgwbKo7JggG6y2yKSXaQUibzIAQkbAgxtR1BjjvVfV1atX3/pHH8WRRREEAQH49uNbbv7Hux//3oudQDbLX+4PtQqba93QsmVlxVj+3msuu+qSC1YuGEKsiQQWAfjGQ9/7L5/8lNii2yuZuZFnVuvZqYlNG879g9/7zSwjmU83BHjw0ac/+embd+/d7/KGF5CxtR052IlXbTz3tz/2nhUjxsIgYrZb/9lf3/ytBx/zrtWpwhBGDJWtrD+U9/7jv/2ttatWePGWm2VglzeeeX76z//2C7OGYn92QaG/8dEPrl1xQsthyWnL1q9e+hsfvvqxLbv/29987h92p+GaJEmSJEmSJEmS/C+ePii3oQL1rN4gWPEx1Ma5oEaIYYvoBTyBooWagByuhQiS2NDK+W4rdFcvP+HKN4++9dzTTz7p5IXjCwjBKFtiAEQMLYAC2XARDvbs6ObD4491T551KyFNSA10rY2gUiQyHEkGjeJL4yzIehgVBgxn0P6MxEWNHos9pBnVWLRnFg9s2/flr9/38DPPztSrSn+pHfWh2ovW8korI1WR2wj+3hTu/sKO0X96+Vfesf5fXbd+MXdHQ0fFbtpw9ufu23DP5r09tPN8OPb7CHVzOHvumXLpC51/s66fxUVQRNudNDM3f2fLbbvOjMX1Eg+jcRD1TNbLFmadq684ee2w5DUro7L63NTMzQ9OHeqeKw7RHazp5CYO5tP7Q77yk98d+u1V7RV+2lCnx+Of+PuHZg7svuDSjWao2cwLp/nf/dN9l28489IL1hmglROrXn3Wkqv+6OPbJqoHHtvyzUeffW7XwRcPlbG1eNZbtQXZTOuAGA1XDiWzqwUaVdnK4OJrNIgEIRUnakTTuE+SJEmSJEmSJEmOT/oA6Q9mqgwBEMiIzcnkPioiQIQs57hU+lK029ZytzOpVddpR3qvXHXp+l/6wE2nrRkeNyiAoCH6kGc5H9snguZbY5qi59VY0yyyjooW1gDS6wRfsWEhI2KgBHBetIKvowRYhgbE4KxRAxYvAd5mNawHbr9/93/4xGd4BBNliLGmfDSU06h6aNRGa8vS7XUgBiaj4dFDk6/8+V9+obfv5Y9/8G2rhguytk34P3/7pi2//scHSohGzVp11DIykf7XP//iL/7hu0dayHN4mB0Hw7fue85jLUwX6FtDIVBB8YzVy6644GzEQJYBVKDvPLn1cKfDxahYAwwBUFCn9EUr/9zNX/zwFb+5MOOWy7Y9v2ff7pd/9+Mf+MP/9Hd2dPnocHvLYw9+4k8+fvNn/2nTBevmGn8QAUTMyxYOv+/6i955/UUVcMcDe/74Lz5HIXZrjrCAabRaINMvLdRQVnBhRIAQoFEBUWEMPo3UuTNJkiRJkiRJkiT5SeOjOYRWViuDAIgCQlZMUcOCc2Q5XAY2DTNC3obpbvnK3qJ3aGlWnrey+Vf/8Tf/9HdvuuiU4cXGc+x6X7GiyAoGxRBe/5JCuXOWmWOotD+FiT3x0O6MagMRH8EZhEHW5q1INoLATBCQp1hJf0aqDmIFB8ragvaOaXzl7ocmg+3zkJg28gZJDd9buHRxHns2dBoIqDogccOjsVOiGOVFqz97yz0PPbcDZDudsmAsaePCN52cozIsQQmU1SFalx94Zc/Tz78yC0xJv4T93Bfv7/khMgaYhXSMKESHMv3Yz/90g6mwBvBRfCl49sXJYmSMMu7XNbgNFlW4RkvIHH7l8Hee3OOKAsbu2LHjg+97b8tgembmXTdc8QsfvCCKVjW894OGHnqkTIHICBzAAShx7UXLP/+Jf/3h6y9anpWt+uDytmblof7MBGBR1lr5CDO3TQUYREI2kpHBrplJkiRJkiRJkiRJ8pNlj0kfaoAjscAIscLAOvgAVjAhlJBgtTPK9XDBa1eOXbVx09qV7fXr1ixsIUM/gyeESC4aqwoVAcEYA+A1E95AmQBS9Vw1Pe64FrImopZAtm+aERaZA1MIHnWZ5460juV0YZTVI9SQMESlN6jU7uqG/+u//MNj2w/axWu6flazAnW0Otu2Vd6dPfOUtcOtfOfOnZlwV2O310ExCpHZGGyx7D9//oGL1p66YKwgwYjiI9ed/+DDT01EK5qhNY5qxoeZRmY/e9uLZ2w4rQ96ZtveL96xtcxOVleD+2xC7Fem7F939YaNp2XOQymSKYPJ+wEPP7GnIltxBTY+tqCzXvzQ0MKZMubjiz5z8y03nvPRJe2c1TeNEOCMueWWbz713Uevvfy8PMPwUAEd9PU4et0KoxJ1zNIwSxQMN82///lLf/Ed57+4a899jz772FNbn5/SCWa4hohSvwtj1BrIoLsGVCmSAUJad5EkSZIkSZIkSZIct/RByCggMJENYACCClFwGlDVjsLYSBszWzduOPd977hm01kLRwi9mXJhC1TXEELWhjJD2M7VUyhUda57xRwCBuUWEaetWHT5+lNmyhh8sAZkito0n9zbOTDj0SjQ78Jx1shjOb18wfBpZy5rSM9q6ayJMY6MjgZCz+PTX7jrnoeelPZpdU3gJkI53DQ8uf/n333FNVdeuHYpcmD3gfITf3vnA1te3NWrSxKQidqIZux7+/qfufXej3306paEIeMvOmXRh99+8aduf7LLLOxQtH1/ImP95pY9D+/tn7ms8eX7NnextE8WdgbWcGBXx5NPXPDB687nbr/VaJASKNaKO+7dt2eCZm2NXFGMalnk5mAEOl7FZMZmz+/a+djze847ZeXYyNDzW544ddmFeWauv+aK0abbv3dPDlRlYAbPLZKY+8eQGlZoNPCo60aRA250SfPUJWsvPW/t3ol3fvXRF26576mXd+6a6vZN0fCeg7LaAsSAAQHEiJ006JMkSZIkSZIkSZLjlj4EcgooeP4L94C6yo00tZY4O1LwmvHRn/vVn91w5mmLGnkGKYDWsEVdw2RgIAIEMAXvmdkYI1GICK8r9TcAhfD+d2668Z2byKBpECNgsH0K/+4v7/n6A1thHULFLldfmdi/5IJNv/nz5w4TbEQjQxnhaziHqos777630V4w7QOaFsrQeubQ7itOX/qzN1y4dAgOUODUxcWv/cyNxZfu+tQdj4OGAQeXwQz1+1P3fuepK6+64txVgFbtrHjvdVd86Z7vzgbp9bsoLFmrihnFl7567/DPXfv0tsnJHrJhgD0kar9ogc84adGpq80JnEsH1GCAK6nv+tYjVIzAdCHTUM+G2qauycyW0bRbvXJmUXt8667Dl59/yopVJ/7tH/7RVZdfmFtTOHzg/Rf/+9//TxOzkBhYQQSmo0lOBAwNGn0ocgP10Ggos2pbhtcsxIevPeWiDac8/J3nb73j7m0v723YPLpWTzRQJkwYfLIkoFT9kCRJkiRJkiRJkhyn9EFMjhgIalhVvJN+ge6KkeZ5p64+85Tlm9afuvbEUUcwUAfvNBhECGAzABEIQCRYUMZuMF82bL7vS5KG4cw0CBFgwEJgtFRz0ihMOWUaVqUiKyZWJOWQE+0cWG4xAjiOAKIxdQMAtj67vdeVKovGxUARdWTIsCk/eO05KxtoKyAlQg1brFuc/eoH3nb/d7dtneqKaUGAOsLmLx44ePs3Hzr75zblEih21p6w8I//4Fd+7Q+/0hOCesOmrJVcvO1b3zswXWx5obRDQ7VOIKvQcYXYy845/Q9+5apxmoL0yLYB8nDP7+9vfnFvPy4GMZwzoRoy9W98+J3/9f+7tePaIsrgvtoHtuz90A04cfmin3n/jf/vX3zy0o0XtE1NJb/nuks/99effe87r7Y0qD8ZXDIGVIgJysQAQwWqICXSnAfXG2MqC8bovOvW/vQlJz3x3O4t23Y+8OS2bXsnJ6q6HzOhLLA1pCo+jfskSZIkSZIkSZLk+KQPMIzKW4dM69CbWj6cvf/tV1x/yZlvWtm2gFE4ggoYxHAAQyNIQIgkHlwPqh9e/7W6vmrzAgVIPJPmNAgpPFBBtUEtD861dOoDmBGJlFQMhUyrJtDQCtIDGcs5IffQF7ZvL4qxVzqljHmU07AjRS0t6m84feWoFXiCKSF9kLRgV4/xOWuXb//Orr4YEAFKqlOVPvncS1PlJa3MkQltyKXrRq7feOoXvvHU9FQPY8ORC9hQxbF77nyGstGxxY2J/m5EcZwtH8n/4NffdvIIHCp4kBEwd6Xx8NNbDnSDth26NVRy7V9x0epfeseaL93WOLDPE5ui1ep0pp/c/srLUxgZjtdctumiiy665WsP/s1f/GWvM3P9VZd//Fc+0rCwOFKFwgBAUEBABENEwGBhBgGsAAMOMAgWHgGtRrbsvBOvOu/EX/7gJQ9t7X3y77702LMve9g6GGO1cDaN+yRJkiRJkiRJkuQ4pQ/9KWPISTXE1ZvOXvOvf/ld55w45BRcgxAzCyaCzM2EoQZsQEFJFXM9OXkwX1aaO+b7BRHH3BxsZyBQAUAqREyqpCBSBQOsTApWAg9yCvUgBRyAGjQxWyk32BJYASAGiLQbbny0heAhDgZghgixMHjR+IjFy6RBJYIUCpM39x2e7kXUVGTUJ6kyblx93rJb7vxWbDZ7/T4aLWhpuAUfi5Gm1z6iNmwzdKrzzl2xejGcekcOLkP0XZ9Thue2T0djhAJM5ghZmNh07poWsHzB0NaZ2lfe+8DWHe76R57cc86lSyT0G65xw/Wb3nHdpozhAAnI+OgCmCN47noxY9CHUxUEkIAJMABDIAECInVEgK0CLj69eca//Zk7H9x9/yOPP7F56/5OJbFO4z5JkiRJkiRJkiQ5PunD6Utba0868coNqy46++RlbTQFzVAzgY0yc4wiwkzz38PT4LdVRCBaqIUo1KiDuqNPT/NRw6tm0gYwMvjSngzBAIgwERBYgQlkQQpikHr4ACuDeTfmvu33QB+Y8Y2pPpl8SEOJYhglMbtFixYyo6p87nJBxs4ACKLKGB6yTEqiSgqAlBR0YHJmNmCW8jENLFUBuuKsle9/6/q//xEf9d8AACAASURBVMZ3+tkCeMBwWQY7MhRltn/4kG2N1RPdhcP2pveua6C2dS1ockZiQuR8ssSjT+9G5sRPk82yKIsKc8n6kaboeWesumf7s5zZ6HswWST391+5/aYNN420TKmgiBYpKyFKRkJRiQeXeq66QQGLSsEKFph4zAVmgBFokOZQBksAkYpDPUwkcNbipstXvPeSFc9v33jbtj3jtaRxnyRJkiRJkiRJkhyf9GF5w5974tjb1p+8rIUMKFBC69jrRiEeXkA2iyBGV0GAiTCDv2UYAwNR6KCcYa7hxesSh2MLHzIlhLlDrCMA6kEBCOyErFIOUrCFmhq15zwAIDP4CchroAZqbng0PalSBRGQC7GyLgtErtlGQEVFRmKgAlcDzhliCwFATFYpRpVIps8ogSpyg0HSH2H6Nx+7bstLLz9+CDMhJ2bLhl1UzGQNhzBkTPahn7r49JOyApOgYfUNdVVkr4Q77tm1c2+3ajBYjOSo8abTT1w1DBvL9Wed7P/hCbIZQWJVS9bY/crh3btfWbi8PRuL1shQgyiGuur383Zz/mICyoM1FwpAPRERsghS8GCXz8HWGowIDR5OOSOCBQhCKhkDGmKv7/LmiDPDq8b3tRZPbXs+jfskSZIkSZIkSZLk+KQPT7w09di222++7d6N608765SVG85asXapabRGHKwVidojBCELAARSBSLNTY1FQTpXmaDmyN4PdEzmcOx+EBwBw3qkMacFxTgXXXgnpRgXKQNnEIGq1dpBoUapBVhS5BoytsOtisy0y0ZKaSMWcNb3yv1TvX60/RgKpkhGIFDPAOB6dVRmYQNVtUQSc2uHM4xZDAEEo8hIakN1S+hPf+8XP/zvPvXcTIy1qtFKouPCstr+4V/6qSt//uq1C6kPeFUB90S1o3aPx+fu/nrl2qiMy+0IRV8dOP30VRE9T3bdqqVnLog7D09wa2ymIgVqat7+yEtnfOTiJmUaozDI2KLdFok0KHoABitTSBVASZaUmAadM8EqQBwsVBlEFYxaEElJ1Ao4ggI0ECZNY+uzU88998JDjz5+1/bypreehcvXpqGfJEmSJEmSJEmSHIf04bBdSo5nqrj1nudx59OLx/LLzl37C++5eMOaZhVgym67nUW0+j1viYrCQOrQLW3hFBSUyBhid+R7+tfSYyohKJCyPRJJkMjcSg4QaoOatY4YLL5QJ3VDejkAGKVCCUbRlFixXTSkuZ3q9oXz5ZKNoOxzO5uYqXftOXzi2hMArwLmaBB9RB3dy7sOdXxElsMUWnfYgqryjDVrF1oMYbCKxJLLELsj1q9b1HrnpefuuPWhHvKgNazzasnPnLd66H/74FkLHXJkgBUXidQQey1uf+C57+3f16GloHHtVNzojAxhzZqlHs1pxvgYNqxbcfCBzYdnO7BtNVKK+/Yzr/wqZS2gYcyRq8bmSK8QGRRBECkBkQqer3cwUCBCI6BQAAQxFCuXE2DLSB1hk2Gixp0P7f/8rfc8u2N/v1bYonbtwEUa90mSJEmSJEmSJMnxSR/g+6pK1mStFoKbrfp33fvolice/8DbL7v+ik1rl4wfDpAwPdxsGWi/mimMta0mlAjWeojCGLx6s0Q++uSvWoXBrz4HAVTnNqI0Qkah0ArCEG80Gg2DL/8BRIAJRAxgyaLFGRkJ3jQhGiBREIOvDhw4KGtP6NceplBBp1cW7UW5xe79h6MQOIMyeqXkiFX/3HPPtAYYVBAQQxXEsV+h2Tpx5ViM4rT2YkCAwiCOjw41HQBIBBtmNiqx6pbSanz9nnsrX4NquDJyKJkajbFHn5/q25e0y4322OHYlGJcQ5YPjfdnOwR5Zc+uQwcxtghmfqGKHo1rADAIgBlcvBwABm04BRrnlmaISlQYyzYXW0xXfrZftoZztbj/6YOfv/Weh59+4VA3muZCbrqoBohp0CdJkiRJkiRJkiTHLX3IbIgSVShKRsaqFnZk6KXO5J9+8f6/uvXBM05ZteH80zadbNaedNJIM8/zVg3SKJkalvkNCAJAQHb02V89l577bQZVDoM7IqBADJCLgOe8pKZRZKH0YBLvxBtRwmAng7mps2NWwZvPWDvazLpqZkKF3gSynCSGyF/95nfPXnvS6sXNGNHXnBrjzx/s3vnItq27Z2DGEQwQXauVSXfVCe23bjzDqkosyTgi6vfrRmHJUFQQGUQ4VCATSElh1EusFIgCx6xQr0TRGtd+6aWJpza/ZBoLYQGZRMN1ur2yNJ+7dTPduiWaPtREkwdtx4B+X9g4KM92pu+6485Tf/ba4IO1DBARAZC5/prQY7qDNKQ85nISiAXGg8gZYfiIWdU9HX5xx4FvP3rfw49vPTQ92w3OU0Nbzb5aXxNnGWk/DfokSZIkSZIkSZLkuKUPwXesy2EyAdQ4cY3ZXolsUQmZ7vf3bD788M7N/xC3rFm58torL7/2kjcvLKAwbOEUUqsxg0BBBx00AQbJXK/M+RnzfBjBx3zRH6GR5ksjItnImVUh1KxQJaW5HyjJkW0tSV3EwnZ2zcUXfv6O+3syW5thaG2UUIx97ZGtjeadm95y/rWbVjHw0v74Z5++4xuPbT2McbRG4RUaSUvtTd30kevWLrENiIEoRICi2UIoOSsMwbHRKDDzi0IIgFpDBFgGK4JEgSGyyPHAEzsCjYsdg3igp6SaQaioZLhhF3RlO0S4MSQ9jygQoqzRm5nuRL7tGw+87arL1i1rHL1MBFboqwMIANByrsEFEcgpZTXgLQLQCXhpr7/l3sfueOCJ6elZISuc9WWkF0nhyDrXGnHguqxsGvJJkiRJkiRJkiTJcUwfsiJnsmVVSyXIBFkBWMDAWh5uIYaZydkYx3ZNTG7d/tVHvrvrgzdc9eZ1Re0x5mCzCIpAgDAw6LgpUAYJgEEGQXOPvqYbhoAU0PnWnARiBYvmkRwRi2YCK3OPz/0hIbStheCqTRte3PXKPZt3R6MeqALgmsgX3P7wtm89sf2Wry7Ki+az23fuONQL+bjQEFwDVcdyXU8dWLti/PJN5w7aQ4AweH4AEpWZadAINMRgm4GcslONkTiCFKhqWBMNgQjBogd8b/uBSlt1aAIVrAf6rnDka4S605mk4UCWMpbSEbIG8mYMNTiveHjX7NRt335qzfsvfHUuIATYQYQDkiMLMcAgA3JCtgZmFEKY8vj6Azu/+JV/em7/7LTkZT+CCNYYW3AjtzZXNnW/D1EYl0Z8kiRJkiRJkiRJcjzTh7IGWUWWIzNEThWDzo2o+qIgw5TnNZ0F9fti/5YHX/r2U59cOGwuOe+UKy485ZxTVo41DIOsagEDQFSYCTqYOAuRAgpRo6rGKWG+MwYPvtxnggEo1pbER6ZsGGKVYifYvloPOPCgCIGhUE9CDTEXrBuRD1z70r7PbT00pVqY5mjlY02LulDp+YPPzwSZ8bGozZArRlEKfGmoasjMaMv/8nsvXjUGIyDUQASpACqwzgGqERRDTmGW2+AcMCAftS9EBDirTCLBE9uSsTfax7a95Gkk1C1kLTJM5cSC4ZCzZ1AxSuCuKJexWxftfRMTFIbVNNEYLsXsrfjv7tv6UzdeeFIGVTBAGlUDEaCRSZlYRciYWhtsjBAHYCZg33S897Fn7n9yx4s79+3YP1EG1WyoJsdDQ8wm1DFCoRTreq5wwzBQpxGfJEmSJEmSJEmSHM/0Aa7QQRYAqMTBPyS14UgKFiWgNAwYaA4zss/3Dh7u77z7iS9+9d5TVi54x9suu2TjBaeOgWkQKhgFoldCjKG2BFtYkIBAmGvbCQBqQAakot6Qa7EfMvVstJEaqAO38sK18tbwkcMN4BChHkqW0Ga78YyFH7vpHf/7f/7M8FDzcN2Hayts5Ax5Mb3/RQyNopFDyQehDC1bFtpzM/t+7UPX/fRVb3ZAzjCqmFvlASG4qBDf74lWZa79WSEAIIXEKAEaGHBMGgL5mhpWgDsf/M6ug6/40EJmUAWdnDhhgfuz3/v42lXNtkAEsevzpskb/OjznY/9/p92RLsS0ByPPdOjoa0H/RPby+XrirLESBN13+cFI9SIHgCsJWZAu9Z5YKbGoWl85a6HP/eVr8Zi9GDXwzXFLhDLYAMVUUhQ8GCFyuDshTUN9SRJkiRJkiRJkuSNkD4Mbs9NUwWqrJEhVpQgpEIkMDOAQAEVrzZoQ8Q6ZE++2Nn/9w99/cGd77ni/LdfdGK7ibqGRgwX1pF1LjcIoeowKWdufiuDQUrBgAVFC2LA+o7M7G/kYx6u1Cjdfqc8WHUWioB4sPsC5k+SAEglWc6XnX/SL990w6dvvk27ZIeXhmDhe8BIsWhhWXl0ZkGAMybWMnlo6vCuX/3ANb/0gYuzOFjJcKTxJyngIzIVNjw20hhr2fGWmww+QgEL8gV5Cx8VTEIqsHZQinHXXXdlJpqq08xG6n65ZMmiEdpz8nhzjNAyWmSUF64OkYDTlzRXj9odE9OBiOxISd4289CdeWnHLj19bbOJCPgYrLekxHlzsMuDgqva71EcmtI773n0zm/c9+yO/YtWrT041QvZiMmb4iOEAZrfdEMHXUJoLncQOrJ3BEwa9EmSJEmSJEmSJMnxSx8Gey/o3F6HpMJQUhGS+Wk/gw5BeRAUAE6R1dwg64Tqlyb8runJLc/d8umbcfLqVZdffMaGN58WC5gahQNHzl3bsEis2QSAFRAaBApOYrRGbQzL21hZ9E1uSi7LkbYaNxLsSQuyLFSwMJzNt9fIQE5CzDIqfVzWMh9777nXXHT6nfc/dfcDT+48MNURUG8i+n7bZWDD0Ex12Wi28aJ1F5974xXnnZoFyRAEGQNQBiBKkWAtyAs0AEBd5do5rTFVcR7IKsWG+CVtkrKiBoEItlDY3bsPdHe+srw1tnC46vuX3ZAxvem3nLXi1FFkgNGapJZITWNF4+oh964LT/vK3d8eNRxgQ5tyU3mqtm9+uLrqpIYzQbRot0MUZq4JlaAUPL9j6sFHnvr2rv7mZ549PNM1eYvHT9zTUcpHoByDQgCm+dBhkDvoXMpDCtVU+pAkSZIkSZIkSZIcR3RkZsrv/zQAQGiuw6MOooi59hQEAE4qJYpwCguyAMM6hDg4SqOnuhxtN1q5nTy4aySTD737mvded8HSBRgCHGChBC3QgxaRbJwvgdBQi1Qua8wGO1NjuAkvmPSIDqaHhewX5CVAws1AbAAjXtlhsGEkBNBe1c/ytgdP1th3qHrsqWdfeHHHdKfbqUKrPXzGmevWnbRq3YnNFmPEgUKdWeqVfVMMZwDFCoTAeR+oa4zbiqQDzidje7fHEqA0qBiBwUBRVitbhuC18siHPaCKXh9TCtfC/h6Gm2gArqsjljICc4/IBzPiq14jz+oQxeaHeyKO+wpnEPrIDXLtjzUbCgXghcCogQDct3nyzz996+bnd7VGF0/6uvZBTS4gJYcsh49QhSE2LL4mESJ+zQesJMfeNYKPXrXuk//q0jT0kyRJkiRJkiRJkuOQPrj3/dXRnphAJCgRBj8Y1DvQUNcLUWAOTJEJrECA1DABTgkKGdaygNRZplmczcP0omY8admCyy447eL1p562ekXmzJDOAo1ANgARMABLZFQiwrbVD5RjxjHV3OorF4RC+/Az4EzMsCfDgBXtKlmCQTRaE/rEESECDNsUcQIDNjVICWGQrSgySKYlaQQjRBFyME2nIPEAArs+gYGmlFRPwrieGZlmt7TuKee1MRUBQA5xocMEhQum0Q3IAxoRZQMle49agAyukKyIIEHU2jhMcWZUCqZY9azLo0LAymwRWYKlGEXIusp7YxuHO9WjW174+kPPPr9n8qmd0zMY6aMpwRg7TdaFqADB5vAehkEg8ayRNQqMksWgdch8gASiYz9vKyGlD0mSJEmSJEmSJMlxSx/max/+hY6UTszfr2tYm2VZjPH8889/3/vWf3gJhgs0AIJH7GN2Au1hcA7Ku9F6i4YiExEBORYgAiJwDNbBNg0CjeD55pEEfXUPT3r13R+3weWLxzxiANIA9XM/kFoWZQ4gD/QwKGtQBjV8zGFyBSaAacADn79r79/cfNv+qZ66pg5CHxXSSFBF9i8/W4Pqo1ed8clfviwN/SRJkiRJkiRJkuQnxv64XyBrNr33MUYReeSBBzZv3vy903HDdW/beM4SU7sWtBg5Ab6CBBCaliIMQUkjRKW2ZNkylEE4kikMFhfI3A0FHVuz8RNHKiBY0KDiYC56IQMAZKEWUDMfyGhUMkZFlTJFIxpXAyHiYB9fvvfFr339W8/s2JOPLMkbrTIoXreMIkmSJEmSJEmSJElS+vB9iIiGIMZkeR6Yvfeffaz/pc1fPvPExaevXnzluSsvPXvNgqzIERFqjn1LKl6RNQwTNKoKlKD/P3v39nPZXd93/Ptba+29n2fGNtgcU8qZOtCUEEoMESnQNgU1aVQJRW2qqk0u27v+G63SXlWRmh4l0igJ0FZUJE1iCsTBgDgEgjmOwRxsQ7GxZzweP4e991q/XjwzBtLUUJyP0VSv18VoHq2R9np+e92s9/wOZ6djtOVsB4o2jMtcNVddzRLt7KDQVnW2d0Kv+tNrDnLmWvZV7WzPhbHG3sZ9td6mXtXbqlcdtG31Yb/fVzvofTqZa9uG47nf+/CVj9114dOf+/rH7rrwjUuP7pa2r9Vjjz62r1WfDqvOdt64uouknSMBAABQH/5s+/1+WK3GcTw9Pa2Tk3ma6pa/dPnyxQ/du//UA19/1x1/ctP+4X/yiz/3Sz9/283rqR8fH656H9u8zGO1ar0N/drpDVO1calhrlqqxrNJBu3qaZlVrWo4W3PxVL+lt6naWH25NgNjab0PbdpXLVVnfx5Mw34/b/t6WI3bqsut7v3W6b9+2++/98OfuDKPtT7YrKYazj12erpr47g+HMb1fG26RKs+1NI8qgAAAKgP/zfDMCzz3Jfl4OBgPH9+nueTkyvVep3uHjuZj2vs65v/7X973x0f/uM3vfZVf/9nf+pZU837Oji7r912PNvYsi9nUxqGtu71HRtL9O/aYPHaooyr/2B8SkZwV22uNrRhXVX9rDYsQ1/WbZprGM4aRJvm1VRVF0/rrntOv/qNi7/662+/9+LxfO7Zw8H5Kycnj12+dHAw3fCM5x5vl6Oj03awvrbOxIwHAAAA1IfvWR96b9M09H56clKttdbW+/vGzeF27nOvPh48fLp/pK2+/sXjD937kf90+6due9Vf/luve/Fttz7vlhvrYFod9mVq4zBsq3rV3Go31tjq7CSOfvX1vH3nzo9Df2rf2rdVJ3V1Q8hVm9pyWn1XVdXmsU1jm3q1B6q+9vVHP/jxCx/++Jc/deEbDzxysp3OHw03L/v1cvm0xrHd9Izt7vTkyq6N03jupnlZPJoAAACoD9+vpbXqfa5qw9WJCTcvD88n62nY7IbNaR9rdX5ube510ueLF3cX3v/Z//KeD77oltVrX/3KX/qFN77yuetV1aamg7ZfdrvWd21dfbfvq8NWdTbRoJazSQbfDhDR32ie56oax3G/3/feh2lat7Y6m2qx7Ktqf7IbN+f6sNm3unS0+8KX7v+X7/7I5z53z8VLu2W8cbsc1vppp22ch9ZrqVU/O3ikjwdnHWVezn4FAQIAAAD14QfV2zS3ode41PB/lIJWNdT6pi8++Mg9/+POz1748s+/4dVvvO3HX/XC9dKng9XUatnvdtM4bat223nVar2aauw1L9cCRFxrrbVWVdM0VdWqL9Xn3cnxuFrVOFVb1/nNUdXD27rn/uP/+rvveffv/89Hn/biRx5ZhtXTaji326/Gab1fqmqpmmuZq5Zqrb7rQM3HJ3BoEAAAAKgP/+8ujc/oNc7D2Gvobaw+19KH2rW+TH276vtd3+w2z5za8pmvH9/9G3/w6+96/6te9rw3vuZlb/rJl7/gmTdO46Yty9GuNquxtVqWZVXDMPRrSzGWdu3wy4Tee2ut974sS++9qsb5Sht2q9VqP7fdMj1a7WNffPC9H//SH/7xhfseuvLgldPx8OW749Y356bVuXk79+rz0Kr2rfZD341916rPbZqH7+wOy3eecdGvrS0BAAAA9eH7sp2e/u3NGvpcfR77PNZu7MvQ962W3qsvbddr1w+O2ma7ny5+/tIf3fW+X/l373rLT7/mF/7u3/4rtx4eTHVadbStg3EYx+r7eZrad76kh/LDPM/TNJ3Nfdjv98uy1LCexs3SNpdq+MTdD/3zX/vNT3zloaPVzXXultP5phrm+fDGOj6q/X6/21er2lSNu9pvqy+tz61q6G25Ogfk2sEZvVf1dm3iQ2/Dt7sEAAAAqA/f2zJX9daXqqX1q2dJzrXat1bDYVUb+ryuZW7jMq57Wz0296N+0Nvh01c3vfMDF37ng5//0Zc8700/8dyffu0rfuwlz+9j7XttpnXVvq6+oy9DjaEVC9M0LctytvXDNE3TNH354flDF+6//c5Pf/izX/nm5e1RHS6rH9mPmzrd17xvbdmc7uZltQzVx6XGvszbOt3XNPVqvVpfVkuv3trVTSv62WqL3s7mPrTHj/RoDt0EAABAffi+P7KfVi2tlquzH9ow17i0dQ1j1abaNM2Pbvpj+3E8mXu1scZNH8faHV/Z3HDu4IZLVx7+5D0P3n/3ne98R/+xl73gZ974U299yxuGg9VmHM5e4FtVr2XI7D25LEtVrVarZVnuvvvuO+64420fuOdjF29YNjduVzf33Wkd3Fibg9oe1dHF1abdNO4vX3ywbV44jMt+v+tjHw+ndrDan+6qxt6nXmPV0B+f9VC9Va/e29kRo72qnS0kER8AAAC4XrV+bX+B9d/7N9fRfa/mk9U0tnm77I5ue+VL//Fb3/Kalz/zhTfUjcsjNT9c7ahOjk7O37YstR5rf7obWl+t1kurXjVXzVXbpZ4+nM2QWOrsRb+NVcNcdTzX0qqGWqqevru3poNqq7mfO23rx6pOqh44rd981+ff8d//4JHLx/vVue2wul7Gbb3sfvnNr/zVf/rXPfoAAAA8Zb4992Gu8Tq67/3qWUfb4+HgacOmv/8LD3/0V972I7ece+3Ln/fm1/3o61/5/GefH9oNy3ruq6ENfZ7WvXqv5WisVq0NNax6HbR2XKuqGmsYq4a2tL7Mu+04DeeWXuPUe1uqnY7P3O1rHKfH+vCFrz145ye/+OG77vv8l+//+sPHfXXDsrlp26+noZvbsphGAQAAwA+rPizDdD3d+OZctfXS2tJ7TYeXD8bL93/znssPvOvj9928qbf+nTf/tde/7GefWUOrk9P5cN2q5ur7mrc1DkNVLUtV7dbPbNcWPLRqrfW+O67xYBiqTq8s+3l17vx942Eb6jNfPv0P//m3PnrX3Y+ctpPlYNjcuD98znaZljZU9WtbTlwHlnle2uC5BwAA4IdTH+r6eim9/ECt1zVuaj/Xfq5lPPyLLz5+6H/tTtrlR7e/9tu/91u/c+M/e8Oz/uEv/tzNm/WVuaY+bdrUqmo/1zTUOFTvm6qqGqqGq9sqjNO5G+ftbln66uBpQ9W89A/cc/Tbb7/9M1+4cPHy6elybj8d7ofD3XaptmoHN9Z+qf1xjdfN0PVW3dwHAAAAfmj14bp6KX3G4enR6ZXttg3Tuq8O5mW/e/iBtp/b6mCqzW63fejS8b96913//n13/+SPv/xnbnvJy1/6oufdsrp5s5qqhmVZtd6qNsulqqoaq616rXdtuHw6tM101Our95380Uc//eGP/MkHvlmPXjnuddjGm2oal7beL0PbDL1WfderTTWtqs/XTX2o7uhOAAAAfmj1oS3b6+i+H3r08vmbbj6c1rv9sqs2rNb7k+1wcFi9b/e7NqyHat9a3/Kt3f5LH7n/7X/4mZvPTX/zda/6R2990yteUAfDcFBVVc/eX6lqNWyqTfs2XKk6PajfuP1r//Gdv3fvA5fn9fkaNqf7pc/rabNZqs1LDUu1oU2r9bzfLydHVVXj0obrpj6s6mS8ftaJAAAA8P9bfTiok+vovrc3Pee42jK3alPVUEur9WaZe1W1Nraq3pbqQ/VWNQ2b84/td7ff8aFPfvwjr37Fy375H7z5J158w1BVu6FW63k71OHhA1fm2z/2xXf87vs/fe+lB0+nOnjadpmWXVsPu5qq5pOqGqva1TMzjqZeV/eabPuzkz6vj+97f7xus+ceAACAH059eEa/dB3d9+Xxlqr++FqR1vtQS6s+9N5qbtVbr+Plsap57PNU26n2m3E7PHrlsx+591985s6XPv+5b3r9X/0br3/dtKy/9JV733vnez7+mXu++sAjy7jp+/b0ab0sF/fLMK7Ww3xaVUPvZ3smtOqtn31ub9XPVjIs19H3PR6d60eeewAAAJ5KrferuwB89KHr6sZ7VauhV1W1s20je7XqQy3Vl9aWqjoaNlev9hqqplarvlsNtard9sqlZbc9+QsvGoZqQz12XMfHtV5XLbUaamq1zFVzraY66o+P1Hd94pmh19xqadfR913POV/PP/TkAwAA8MOoD9fXf4gfLPN3dIje2uN/P+sEVVVzP1sqMSyt9WsX+1KroWpZqs8P9bFNw9JrajW02p7Oh5tx7DUufWp9aNX6cvJnHUTavv1h15leNVVtPPgAAAA8hRy+CAAAAPw5e3yuw5n2p34GAAAA+PM1GAIAAAAgSn0AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAg0y3QYgAAF4VJREFUS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACypie+3FozRgAAAMCT0XrvT3D5woULxggAAAD4gd16661WXgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWa33/kSXWzNGAAAAwJPxPeoDAAAAwJNk5QUAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnqAwAAAJClPgAAAABZ6gMAAACQpT4AAAAAWeoDAAAAkKU+AAAAAFnTE19urRkjAAAA4MlovXejAAAAAORYeQEAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGSpDwAAAECW+gAAAABkqQ8AAABAlvoAAAAAZKkPAAAAQJb6AAAAAGRNT3y5tWaMAAAAgCej9d6f4PKFCxeMEQAAAPADu/XWW628AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAslrv/Ykut2aMAAAAgCfje9QHAAAAgCfJygsAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALLUBwAAACBLfQAAAACy1AcAAAAgS30AAAAAstQHAAAAIEt9AAAAALKmJ77cWjNGAAAAwJPReu9GAQAAAMix8gIAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAgCz1AQAAAMhSHwAAAIAs9QEAAADIUh8AAACALPUBAAAAyFIfAAAAg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class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 x42 h6 y9 ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x43 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h4 yb ff2 fs0 fc0 sc0 ls10 ws0">36<span class="ls0"> </span></div><div class="t m0 xe hf y1c2 ff3 fs6 fc0 sc0 ls0 ws0">Podstawowe dane finan<span class="_ _1"></span>sowe jednos<span class="_ _1"></span>tek zależnych p<span class="_ _1"></span>rzedstawiono w tabeli poniżej<span class="_ _2"></span><span class="ff2"> </span>(dane <span class="_ _1"></span>przed dokonan<span class="_ _1"></span>iem wyłączeń konsolida<span class="_ _1"></span>cyjnych)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 xe hf y4dd ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y4de w5f h62"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4de w60 h62"><div class="t m0 x2d h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xe0 y4de w61 h62"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _3"></span> </div></div><div class="c xe1 y4de w62 h62"><div class="t m0 x2d h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xe2 y4de w61 h62"><div class="t m0 x4b h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x3c h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">długoterminow<span class="_ _0"></span>e<span class="ff5"> </span></div></div><div class="c xe3 y4de w60 h62"><div class="t m0 x4b h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x26 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">krótkoterminow<span class="_ _0"></span>e<span class="ff5"> </span></div></div><div class="c xe4 y4de w60 h62"><div class="t m0 x21 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Przychody (*) </div></div><div class="c xe5 y4de w63 h62"><div class="t m0 xd8 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Koszty (**) </div></div><div class="c xe6 y4de w60 h62"><div class="t m0 x4c h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x25 y4df w5f h12"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c xdf y4df w60 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4df w61 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4df w62 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4df w61 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4df w60 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y4df w60 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y4df w63 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y4df w60 h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x25 y4e0 w5f h12"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Lt<span class="_ _0"></span>d.<span class="ff5"> </span></div></div><div class="c xdf y4e0 w60 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">38 495      </span></div></div><div class="c xe0 y4e0 w61 h12"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">151 464      </span></div></div><div class="c xe1 y4e0 w62 h12"><div class="t m0 x1e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">87 938      </span></div></div><div class="c xe2 y4e0 w61 h12"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">48      </span></div></div><div class="c xe3 y4e0 w60 h12"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">101 973      </span></div></div><div class="c xe4 y4e0 w60 h12"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">526 999      </span></div></div><div class="c xe5 y4e0 w63 h12"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(518 096)     </span></div></div><div class="c xe6 y4e0 w60 h12"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">8 903      </span></div></div><div class="c x25 y4e1 w5f h63"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c xdf y4e1 w60 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">7 478      </span></div></div><div class="c xe0 y4e1 w61 h63"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">115 994      </span></div></div><div class="c xe1 y4e1 w62 h63"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">35 308      </span></div></div><div class="c xe2 y4e1 w61 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">1 183      </span></div></div><div class="c xe3 y4e1 w60 h63"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">86 981      </span></div></div><div class="c xe4 y4e1 w60 h63"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">211 150      </span></div></div><div class="c xe5 y4e1 w63 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(208 299)     </span></div></div><div class="c xe6 y4e1 w60 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">2 851      </span></div></div><div class="c x25 y4e2 w5f h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xdf y4e2 w60 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">12 057      </span></div></div><div class="c xe0 y4e2 w61 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">63 594      </span></div></div><div class="c xe1 y4e2 w62 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">51 516      </span></div></div><div class="c xe2 y4e2 w61 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">7 730</span>     <span class="ls0"> </span></div></div><div class="c xe3 y4e2 w60 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">16 405      </span></div></div><div class="c xe4 y4e2 w60 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">91 012      </span></div></div><div class="c xe5 y4e2 w63 h12"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(85 289)     </span></div></div><div class="c xe6 y4e2 w60 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">5 723      </span></div></div><div class="c x25 y4e3 w5f h64"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> RAZEM </div></div><div class="c xdf y4e3 w60 h64"><div class="t m0 x1e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">58 030      </span></div></div><div class="c xe0 y4e3 w61 h64"><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">331 052      </span></div></div><div class="c xe1 y4e3 w62 h64"><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">174 762      </span></div></div><div class="c xe2 y4e3 w61 h64"><div class="t m0 x20 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">8 961</span>     <span class="ls0"> </span></div></div><div class="c xe3 y4e3 w60 h64"><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">205 359      </span></div></div><div class="c xe4 y4e3 w60 h64"><div class="t m0 x3c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">829 161      </span></div></div><div class="c xe5 y4e3 w63 h64"><div class="t m0 x27 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(811 684)     </span></div></div><div class="c xe6 y4e3 w60 h64"><div class="t m0 x1e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">17 477      </span></div></div><div class="c x25 y4e4 w5f h12"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xdf y4e4 w60 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4e4 w61 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y4e4 w62 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y4e4 w61 h12"><div class="t m0 x24 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y4e4 w60 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y4e4 w60 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y4e4 w63 h12"><div class="t m0 x9 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y4e4 w60 h12"><div class="t m0 x24 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x25 y4e5 w5f h32"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Lt<span class="_ _0"></span>d.<span class="ff5"> </span></div></div><div class="c xdf y4e5 w60 h32"><div class="t m0 x1e hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">44 717     <span class="fs6"> </span></span></div></div><div class="c xe0 y4e5 w61 h32"><div class="t m0 x3c hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">177 138     <span class="fs6"> </span></span></div></div><div class="c xe1 y4e5 w62 h32"><div class="t m0 x1e hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">86 909     <span class="fs6"> </span></span></div></div><div class="c xe2 y4e5 w61 h32"><div class="t m0 x3c hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">252     <span class="fs6"> </span></span></div></div><div class="c xe3 y4e5 w60 h32"><div class="t m0 x3c hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">134 694     <span class="fs6"> </span></span></div></div><div class="c xe4 y4e5 w60 h32"><div class="t m0 x3c hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">535 875     <span class="fs6"> </span></span></div></div><div class="c xe5 y4e5 w63 h32"><div class="t m0 x20 hf y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(526 863)    <span class="fs6"> </span></span></div></div><div class="c xe6 y4e5 w60 h32"><div class="t m0 x20 hf y66 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">9 012     <span class="fs6"> </span></span></div></div><div class="c x25 y4e6 w5f h63"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c xdf y4e6 w60 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">9 059      </span></div></div><div class="c xe0 y4e6 w61 h63"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">157 505      </span></div></div><div class="c xe1 y4e6 w62 h63"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">35 448      </span></div></div><div class="c xe2 y4e6 w61 h63"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">400      </span></div></div><div class="c xe3 y4e6 w60 h63"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">130 716      </span></div></div><div class="c xe4 y4e6 w60 h63"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">224 273      </span></div></div><div class="c xe5 y4e6 w63 h63"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(221 834)     </span></div></div><div class="c xe6 y4e6 w60 h63"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">2 439      </span></div></div><div class="c x25 y4e7 w5f h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xdf y4e7 w60 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">15 427      </span></div></div><div class="c xe0 y4e7 w61 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">83 948      </span></div></div><div class="c xe1 y4e7 w62 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">47 515      </span></div></div><div class="c xe2 y4e7 w61 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">9 744      </span></div></div><div class="c xe3 y4e7 w60 h12"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">42 115      </span></div></div><div class="c xe4 y4e7 w60 h12"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">79 314      </span></div></div><div class="c xe5 y4e7 w63 h12"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(75 258)     </span></div></div><div class="c xe6 y4e7 w60 h12"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">4 056      </span></div></div><div class="c x25 y4e8 w5f h1a"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> RAZEM </div></div><div class="c xdf y4e8 w60 h1a"><div class="t m0 x1e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">69 203      </span></div></div><div class="c xe0 y4e8 w61 h1a"><div class="t m0 x3c h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">418 591      </span></div></div><div class="c xe1 y4e8 w62 h1a"><div class="t m0 x3c h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">169 872      </span></div></div><div class="c xe2 y4e8 w61 h1a"><div class="t m0 x1e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">10 396      </span></div></div><div class="c xe3 y4e8 w60 h1a"><div class="t m0 x3c h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">307 525      </span></div></div><div class="c xe4 y4e8 w60 h1a"><div class="t m0 x60 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">839 462      </span></div></div><div class="c xe5 y4e8 w63 h1a"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(823 955)     </span></div></div><div class="c xe6 y4e8 w60 h1a"><div class="t m0 x1e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">15 507      </span></div></div><div class="c x0 y1 w13 h23"><div class="t m0 xe hf y4e9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y4ea ff3 fs2 fc0 sc0 ls0 ws0">(*) przycho<span class="_ _0"></span>dy obejmują: przychody<span class="_ _0"></span> ze spr<span class="_ _0"></span>zedaży towarów, po<span class="_ _0"></span>zostałe przy<span class="_ _0"></span>chody o<span class="_ _0"></span>peracyjne or<span class="_ _0"></span>az przychody finansowe<span class="ff2"> </span></div><div class="t m0 xe h6 y4eb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y4ec ff2 fs2 fc0 sc0 ls7 ws0">(*<span class="ls0">*<span class="ff3">) koszty<span class="_ _0"></span> obejmują: koszt sprzeda<span class="_ _0"></span>nych towar<span class="_ _0"></span>ów, koszty s<span class="_ _0"></span>przedaży, koszty a<span class="_ _0"></span>dministrac<span class="_ _0"></span>yjne, <span class="ff2">oczekiwane strat<span class="_ _0"></span>y kredyto<span class="_ _0"></span>we<span class="lsa">, </span><span class="ff3">pozostałe k<span class="_ _0"></span>oszty operacy<span class="_ _0"></span>jne<span class="ff2">, koszty fina<span class="_ _0"></span>nsowe oraz podate<span class="_ _0"></span>k dochodowy </span></span></span></span></span></div><div class="t m0 x45 hf y4ed ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y4ee ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x3 y5 w3 h5" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y4ef ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 y4f0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h4 y4f1 ff2 fs0 fc0 sc0 ls10 ws0">37<span class="ls0"> </span></div><div class="t m0 xc8 h8 y46f ff5 fs4 fc1 sc0 lsc ws0">11.<span class="ffb ls0"> <span class="ff5">Zapasy<span class="_ _3"></span> </span></span></div></div><div class="c x4 y3aa w64 h65"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y3aa w65 h65"><div class="t m0 xd2 h11 y4f2 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x6f h11 yf2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c xe8 y3aa w66 h65"><div class="t m0 xd2 h11 y4f2 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x6f h11 yf2 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y4f3 w64 h66"><div class="t m0 x19 h6 y4f4 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y4f3 w65 h66"><div class="t m0 x6c h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y4f3 w66 h66"><div class="t m0 x6c h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y4f5 w64 h66"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Towary w maga<span class="_ _0"></span>zynie i w dr<span class="_ _0"></span>odze </div></div><div class="c xe7 y4f5 w65 h66"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">324 330      </span></div></div><div class="c xe8 y4f5 w66 h66"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">327 528      </span></div></div><div class="c x4 y4f6 w64 h67"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu spodziewanyc<span class="_ _0"></span>h zwrotów<span class="ff2"> </span></div></div><div class="c xe7 y4f6 w65 h67"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">230      </span></div></div><div class="c xe8 y4f6 w66 h67"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">567      </span></div></div><div class="c x4 y4f7 w64 h66"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zapasy razem (warto<span class="_ _3"></span>ść bilansowa)<span class="ff2"> </span></div></div><div class="c xe7 y4f7 w65 h66"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">324 560     <span class="ff2"> </span></span></div></div><div class="c xe8 y4f7 w66 h66"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">328 095     <span class="ff2"> </span></span></div></div><div class="c x4 y4f8 w64 h16"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący towar<span class="_ _0"></span>y do wartości ne<span class="_ _0"></span>tto możliwej do u<span class="_ _0"></span>zyskania<span class="ff2"> </span></div></div><div class="c xe7 y4f8 w65 h16"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">3 566      </span></div></div><div class="c xe8 y4f8 w66 h16"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">2 966      </span></div></div><div class="c x4 y11 w64 h42"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zapasy brutto </div></div><div class="c xe7 y11 w65 h42"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">328 126      </span></div></div><div class="c xe8 y11 w66 h42"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">331 061      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 hf y4f9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y4fa ff3 fs6 fc0 sc0 ls0 ws0">Zmiany stanu<span class="_ _1"></span> odpisu zapasów <span class="_ _1"></span>do wartości netto moż<span class="_ _1"></span>liwej do uzy<span class="_ _1"></span>skania <span class="_ _1"></span>zostały przedstawion<span class="_ _1"></span>e w tabeli poniżej:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x75 hf y4fb ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4fc w64 h12"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y4fc w65 h12"><div class="t m0 x6f h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c xe8 y4fc w66 h12"><div class="t m0 x6f h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y4fd w64 h68"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a </div></div><div class="c xe7 y4fd w65 h68"><div class="t m0 x70 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">2 966     <span class="ff5"> </span></span></div></div><div class="c xe8 y4fd w66 h68"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">2 963      </span></div></div><div class="c x4 y4fe w64 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zwiększeni<span class="_ _0"></span>e<span class="ff2"> </span></div></div><div class="c xe7 y4fe w65 h40"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">600      </span></div></div><div class="c xe8 y4fe w66 h40"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">3     <span class="_ _1"></span> </span></div></div><div class="c x4 y4ff w64 h40"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Rozwiązanie<span class="ff2"> </span></div></div><div class="c xe7 y4ff w65 h40"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xe8 y4ff w66 h40"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y500 w64 h40"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a </div></div><div class="c xe7 y500 w65 h40"><div class="t m0 x70 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">3 566      </span></div></div><div class="c xe8 y500 w66 h40"><div class="t m0 x70 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">2 966      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 hf y501 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y502 ff2 fs6 fc0 sc0 ls0 ws0">O<span class="ff3">dwrócenie</span> <span class="_ _16"></span>odpi<span class="ff3">sów</span> <span class="_ _16"></span><span class="ff3">aktualizujących <span class="_ _16"></span>zapasy</span> <span class="_ _16"></span>dokonanych <span class="_ _d"></span>w <span class="_ _16"></span><span class="ff3">bieżącym <span class="_ _d"></span>roku <span class="_ _16"></span>oraz <span class="_ _16"></span>dokonane <span class="_ _d"></span>w <span class="_ _16"></span>roku <span class="_ _d"></span>po<span class="_ _1"></span>przednim <span class="_ _d"></span>od<span class="_ _1"></span>pisy </span></div><div class="t m0 x4 hf y503 ff2 fs6 fc0 sc0 ls0 ws0">zosta<span class="ff3">ł</span>y <span class="_ _16"></span><span class="ff3">uję</span>te <span class="_ _16"></span>w <span class="_ _16"></span>wyniku <span class="_ _d"></span>finanso<span class="_ _1"></span>wym <span class="_ _16"></span><span class="ff3">i <span class="_ _16"></span>zaprezentowane <span class="_ _16"></span>jako <span class="_ _d"></span>ko<span class="_ _1"></span>szt <span class="_ _16"></span>własny <span class="_ _d"></span>sprzed<span class="_ _1"></span>anych <span class="_ _16"></span>towarów. <span class="_ _16"></span>Odwrócenie <span class="_ _16"></span>odpisó<span class="_ _1"></span>w </span></div><div class="t m0 x4 hf y504 ff3 fs6 fc0 sc0 ls0 ws0">wynikało <span class="ff2"> </span></div><div class="t m0 x4 hf y505 ff3 fs6 fc0 sc0 ls0 ws0">ze <span class="_ _1"></span>zmn<span class="_ _1"></span>iejszenia <span class="_ _2"></span>wartości <span class="_ _2"></span>ty<span class="_ _1"></span>ch <span class="_ _2"></span>zapasów, <span class="_ _2"></span>które <span class="_ _2"></span>zgodn<span class="_ _1"></span>ie <span class="_ _1"></span>z <span class="_ _2"></span>polity<span class="_ _1"></span>ką <span class="_ _2"></span>przyjęta <span class="_ _2"></span>przez <span class="_ _2"></span>Spół<span class="_ _1"></span>kę <span class="_ _1"></span>p<span class="_ _1"></span>owinny <span class="_ _2"></span>zostać <span class="_ _2"></span>objęte <span class="_ _2"></span>odp<span class="_ _1"></span>isem<span class="_ _2"></span><span class="ff2 ls29">, </span></div><div class="t m0 x4 hf y506 ff3 fs6 fc0 sc0 ls0 ws0">głównie w wyniku ich<span class="_ _1"></span> sprzedaży.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y507 ff5 fs4 fc1 sc0 lsc ws0">12.<span class="ffb ls0"> <span class="ff4">Należno<span class="_ _0"></span>ści z tytułu d<span class="_ _3"></span>os<span class="_ _1"></span>taw i usług<span class="ff5"> oraz </span>po<span class="_ _0"></span>zostałe należ<span class="_ _0"></span>ności<span class="ff5"> </span></span></span></div><div class="t m0 xe h1e y34e ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y508 w67 h2d"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y508 w23 h2d"><div class="t m0 x31 h11 y49f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 yec ff5 fs2 fc0 sc0 ls5 ws0">2025<span class="ls0"> </span></div></div><div class="c x65 y508 w68 h2d"><div class="t m0 x31 h11 y49f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 yec ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y509 w67 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y509 w23 h2a"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y509 w68 h2a"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y50a w67 h50"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług od jedn<span class="_ _0"></span>ostek p<span class="_ _0"></span>owiązanych<span class="ff2"> </span></div></div><div class="c xe9 y50a w23 h50"><div class="t m0 x66 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">874      </span></div></div><div class="c x65 y50a w68 h50"><div class="t m0 x4e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">7 322      </span></div></div><div class="c x4 y3e8 w67 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług od jedn<span class="_ _0"></span>ostek p<span class="_ _0"></span>ozostałych<span class="ff2"> </span></div></div><div class="c xe9 y3e8 w23 h13"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">47 437      </span></div></div><div class="c x65 y3e8 w68 h13"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">45 947      </span></div></div><div class="c x4 y50b w67 h49"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"></span>u dostaw i usłu<span class="_ _0"></span>g razem<span class="ff5"> </span></div></div><div class="c xe9 y50b w23 h49"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">48 311      </span></div></div><div class="c x65 y50b w68 h49"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">53 269      </span></div></div><div class="c x4 y160 w67 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y160 w23 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y160 w68 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y50c w67 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _0"></span>i od jedn<span class="_ _0"></span>ostek pozostałych<span class="ff2"> </span></div></div><div class="c xe9 y50c w23 h26"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls5">79<span class="ls0"> </span></span></div></div><div class="c x65 y50c w68 h26"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">45      </span></div></div><div class="c x4 y26a w67 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zaliczki zapłaco<span class="_ _0"></span>ne do jedn<span class="_ _0"></span>ostek pozostałych<span class="ff2"> </span></div></div><div class="c xe9 y26a w23 h2a"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls5">116</span>     <span class="ls0"> </span></div></div><div class="c x65 y26a w68 h2a"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">40      </span></div></div><div class="c x4 y50d w67 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _0"></span>międzyokreso<span class="_ _0"></span>we<span class="ff2"> </span></div></div><div class="c xe9 y50d w23 h26"><div class="t m0 x4e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 798      </span></div></div><div class="c x65 y50d w68 h26"><div class="t m0 x4e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 607      </span></div></div><div class="c x4 y50e w67 h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Razem należności<span class="_ _0"></span> brutto<span class="ff5"> </span></div></div><div class="c xe9 y50e w23 h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">50 304 </span></div></div><div class="c x65 y50e w68 h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">54 961      </span></div></div><div class="c x4 y50f w67 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y50f w23 h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y50f w68 h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y510 w67 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący nale<span class="_ _0"></span>żności z tyt<span class="_ _0"></span>ułu dostaw i usług<span class="ff2"> </span></div></div><div class="c xe9 y510 w23 h26"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(2 003)     </span></div></div><div class="c x65 y510 w68 h26"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(1 957)     </span></div></div><div class="c x4 y511 w67 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący nale<span class="_ _0"></span>żności pozostałe<span class="ff2"> </span></div></div><div class="c xe9 y511 w23 h2a"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x65 y511 w68 h2a"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(36)     </span></div></div><div class="c x4 y512 w67 h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Razem należności<span class="_ _0"></span> netto<span class="ff5"> </span></div></div><div class="c xe9 y512 w23 h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">48 301      </span></div></div><div class="c x65 y512 w68 h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">52 968      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xea h1e y513 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y514 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>s<span class="_ _1"></span>tosuje <span class="_ _2"></span>u<span class="_ _1"></span>proszczone <span class="_ _2"></span>pod<span class="_ _1"></span>ejście <span class="_ _2"></span>i <span class="_ _d"></span>wycenia <span class="_ _2"></span>o<span class="_ _1"></span>dpis <span class="_ _2"></span>n<span class="_ _1"></span>a <span class="_ _2"></span>oczekiwane <span class="_ _d"></span>straty <span class="_ _d"></span>kredytowe <span class="_ _d"></span>w <span class="_ _2"></span>kwocie <span class="_ _d"></span>równej <span class="_ _d"></span>oczekiwanym<span class="_ _1"></span> </div><div class="t m0 x4 hf y515 ff3 fs6 fc0 sc0 ls0 ws0">stratom <span class="_ _3"></span>kr<span class="_ _1"></span>edytowym <span class="_ _3"></span>w <span class="_ _3"></span>cał<span class="_ _1"></span>ym <span class="_ _3"></span>okresie <span class="_ _0"></span>życia <span class="_ _3"></span>przy<span class="_ _1"></span> <span class="_ _3"></span>użyciu macie<span class="_ _0"></span>rzy <span class="_ _3"></span>rezerw, <span class="_ _3"></span>op<span class="_ _1"></span>isany <span class="_ _0"></span>w <span class="_ _3"></span>zasadach <span class="_ _0"></span>rachunkowości <span class="_ _0"></span>w <span class="_ _3"></span>noci<span class="_ _2"></span><span class="ff2">e <span class="_ _3"></span>2.12. </span></div><div class="t m0 x4 hf y516 ff3 fs6 fc0 sc0 ls0 ws0">Przeciętny okres spł<span class="_ _1"></span>aty należności wynos<span class="_ _1"></span>i <span class="_ _1"></span><span class="ff2 ls3">26<span class="ls0"> dni. </span></span></div><div class="t m0 x4 hf y517 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y518 ff3 fs6 fc0 sc0 ls0 ws0">W tabeli poniżej przed<span class="_ _1"></span>stawione zosta<span class="_ _1"></span>ły zmiany w wartości bru<span class="_ _1"></span>tto należnoś<span class="_ _1"></span>ci<span class="_ _1"></span><span class="ff2"> </span>z tytułu dostaw i us<span class="_ _1"></span>ług<span class="ff2">. </span></div><div class="t m0 x4 hf y2d1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y2d2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3a6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y519 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:1037.600000px;bottom:322.820000px;width:22.230000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">38<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y51c w69 h69"><div class="t m0 x8d h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y51c w6a h69"><div class="t m0 xeb h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Należności </div><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">analizowane grupowo<span class="_ _3"></span> </div></div><div class="c xec y51c w6b h69"><div class="t m0 x27 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Należności anal<span class="_ _0"></span>iz<span class="ff5">owane </span></div><div class="t m0 xeb h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">indywidualn<span class="ls2d">ie</span> </div></div><div class="c x89 y51c w6a h69"><div class="t m0 xdd h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x4 y20a w69 h4c"><div class="t m0 x19 h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2025 </div></div><div class="c xd6 y20a w6a h4c"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">51 623 </div></div><div class="c xec y20a w6b h4c"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">1 646 </div></div><div class="c x89 y20a w6a h4c"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">53 269 </div></div><div class="c x4 y51d w69 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wzrost z tytułu sp<span class="_ _0"></span>rzedaży<span class="ff2"> </span></div></div><div class="c xd6 y51d w6a h26"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">788 784      </span></div></div><div class="c xec y51d w6b h26"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y51d w6a h26"><div class="t m0 x3e h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">788 784     <span class="ff5"> </span></span></div></div><div class="c x4 y51e w69 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Należności i<span class="_ _0"></span> nadpłaty s<span class="_ _0"></span>pisane<span class="ff2"> </span></div></div><div class="c xd6 y51e w6a h26"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">2      </span></div></div><div class="c xec y51e w6b h26"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y51e w6a h26"><div class="t m0 x34 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">2      </span></div></div><div class="c x4 y51f w69 h6a"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Należności i<span class="_ _0"></span>ndywidual<span class="_ _0"></span>nie sklasyfikowane jak<span class="_ _0"></span>o zagrożone<span class="ff2"> </span></div></div><div class="c xd6 y51f w6a h6a"><div class="t m0 x90 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(232)     </span></div></div><div class="c xec y51f w6b h6a"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">232      </span></div></div><div class="c x89 y51f w6a h6a"><div class="t m0 x34 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ff5 ls0"> </span></div></div><div class="c x4 y520 w69 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności s<span class="_ _0"></span>płacone<span class="ff2"> </span></div></div><div class="c xd6 y520 w6a h2a"><div class="t m0 x38 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">(792 155)     </span></div></div><div class="c xec y520 w6b h2a"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y520 w6a h2a"><div class="t m0 xd2 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(792 155)    <span class="ff5"> </span></span></div></div><div class="c x4 y33b w69 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Należności s<span class="_ _0"></span>kompensowane<span class="ff2"> </span></div></div><div class="c xd6 y33b w6a h26"><div class="t m0 x90 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(1 199)     </span></div></div><div class="c xec y33b w6b h26"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y33b w6a h26"><div class="t m0 x61 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(1 199)    <span class="ff5"> </span></span></div></div><div class="c x4 y232 w69 h4c"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Inne zmiany, w ty<span class="_ _0"></span>m wycena bi<span class="_ _0"></span>lansowa </div></div><div class="c xd6 y232 w6a h4c"><div class="t m0 x90 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(390)     </span></div></div><div class="c xec y232 w6b h4c"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x89 y232 w6a h4c"><div class="t m0 xd2 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(390)    <span class="ff5"> </span></span></div></div><div class="c x4 y33d w69 h4c"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c xd6 y33d w6a h4c"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">46 433 </div></div><div class="c xec y33d w6b h4c"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">1 878 </div></div><div class="c x89 y33d w6a h4c"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">48 311 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y521 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y522 ff3 fs6 fc0 sc0 ls0 ws0">Zmiany <span class="_ _26"> </span>sta<span class="_ _1"></span>nu <span class="_ _26"> </span>odp<span class="_ _1"></span>isu <span class="_ _26"> </span>aktualizującego <span class="_ _26"> </span>wartość <span class="_ _3b"> </span>należnoś<span class="_ _1"></span>ci <span class="_ _3b"> </span>z <span class="_ _3b"> </span>tytułu <span class="_ _26"> </span>do<span class="_ _1"></span>staw <span class="_ _26"> </span>i <span class="_ _26"> </span>usłu<span class="_ _1"></span>g<span class="ff2"> <span class="_ _3b"> </span></span>zostały <span class="_ _26"> </span>przedsta<span class="_ _1"></span>wione <span class="ff2"> </span></div><div class="t m0 x4 hf y523 ff3 fs6 fc0 sc0 ls0 ws0">w tabeli poniżej:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x75 hf y524 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y525 w6c h2b"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y525 w32 h2b"><div class="t m0 xe h11 y421 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">25 </span></div></div><div class="c x65 y525 w68 h2b"><div class="t m0 x84 h11 y421 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y4d6 w6c h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a </div></div><div class="c xed y4d6 w32 h26"><div class="t m0 x97 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 957      </span></div></div><div class="c x65 y4d6 w68 h26"><div class="t m0 x4e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 869      </span></div></div><div class="c x4 y526 w6c h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Utworzenie </div></div><div class="c xed y526 w32 h26"><div class="t m0 x31 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">45</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x65 y526 w68 h26"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">88      </span></div></div><div class="c x4 y527 w6c h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Rozwiązanie<span class="ff2"> </span></div></div><div class="c xed y527 w32 h26"><div class="t m0 x31 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x65 y527 w68 h26"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y528 w6c h26"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a </div></div><div class="c xed y528 w32 h26"><div class="t m0 x97 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">2 002      </span></div></div><div class="c x65 y528 w68 h26"><div class="t m0 x50 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">1 957      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y151 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y529 ff3 fs6 fc0 sc0 ls0 ws0">Zabezpieczenia usta<span class="_ _1"></span>nowione na należno<span class="_ _1"></span>ściach zostały opisane w no<span class="_ _1"></span>cie<span class="ff2"> <span class="_ _1"></span><span class="ls3">19</span>. </span></div><div class="t m0 x4 hf y2dc ff3 fs6 fc0 sc0 ls0 ws0">Poniżej <span class="_ _2"></span>przeds<span class="_ _1"></span>tawiona <span class="_ _2"></span>zo<span class="_ _1"></span>stała <span class="_ _2"></span>stru<span class="_ _1"></span>ktura <span class="_ _2"></span>wiekowa <span class="_ _d"></span>należnoś<span class="_ _1"></span>ci <span class="_ _2"></span>wraz <span class="_ _2"></span>ze<span class="_ _1"></span> <span class="_ _2"></span>średnimi <span class="_ _d"></span>współczy<span class="_ _1"></span>nnikami <span class="_ _2"></span>sp<span class="_ _1"></span>odziewanej <span class="_ _2"></span>straty<span class="_ _1"></span> <span class="_ _2"></span>w </div><div class="t m0 x4 hf y300 ff3 fs6 fc0 sc0 ls0 ws0">każdym z przed<span class="_ _1"></span>ziałów wiekowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y52a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y52b ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y52c w5f h2d"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 </div></div><div class="c xee y52c w6d h2d"><div class="t m0 x2c h11 y52d ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xef y52c w6e h2d"><div class="t m0 x90 h11 y52d ff4 fs2 fc0 sc0 ls0 ws0">Bieżące<span class="ff5"> </span></div></div><div class="c x8 y52c w6f h2d"><div class="t m0 x28 h11 y52d ff5 fs2 fc0 sc0 ls0 ws0">0-30 dni </div></div><div class="c xf0 y52c w70 h2d"><div class="t m0 x1f h11 y52d ff5 fs2 fc0 sc0 ls5 ws0">31<span class="ls0">-60 dni </span></div></div><div class="c xbf y52c w71 h2d"><div class="t m0 x3e h11 y52d ff5 fs2 fc0 sc0 ls5 ws0">61<span class="ls0">-90 dni </span></div></div><div class="c xf1 y52c w72 h2d"><div class="t m0 x20 h11 y52d ff4 fs2 fc0 sc0 ls0 ws0">powyżej 90 dni<span class="ff5"> </span></div></div><div class="c xf y52e w5f h26"><div class="t m0 x51 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y52e w6d h26"><div class="t m0 x72 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y52e w6e h26"><div class="t m0 x90 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y52e w6f h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y52e w70 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y52e w71 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y52e w72 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y52f w5f h6b"><div class="t m0 x19 h11 y530 ff4 fs2 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"></span>u dostaw i usłu<span class="_ _0"></span>g  </div><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xee y52f w6d h6b"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">48 311      </span></div></div><div class="c xef y52f w6e h6b"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">     <span class="ls0">43 292      </span></div></div><div class="c x8 y52f w6f h6b"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">3 011      </span></div></div><div class="c xf0 y52f w70 h6b"><div class="t m0 x59 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">147      </span></div></div><div class="c xbf y52f w71 h6b"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(6)     </span></div></div><div class="c xf1 y52f w72 h6b"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 867      </span></div></div><div class="c xf y531 w5f h63"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Analiza grupowa <span class="ff4">–</span> <span class="ff4">wa<span class="_ _0"></span>rtość brutto<span class="_ _3"></span><span class="ff5"> </span></span></div></div><div class="c xee y531 w6d h63"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">46 433      </span></div></div><div class="c xef y531 w6e h63"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">43 292      </span></div></div><div class="c x8 y531 w6f h63"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">3 011      </span></div></div><div class="c xf0 y531 w70 h63"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">147      </span></div></div><div class="c xbf y531 w71 h63"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(6)    <span class="_ _1"></span> </span></div></div><div class="c xf1 y531 w72 h63"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">(11)     </span></div></div><div class="c xf y320 w5f h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">współczynnik spo<span class="_ _0"></span>dziewanej st<span class="_ _0"></span>raty<span class="ff2"> </span></div></div><div class="c xee y320 w6d h26"><div class="t m0 x84 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xef y320 w6e h26"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">0,5%-<span class="ls5">5%</span> </div></div><div class="c x8 y320 w6f h26"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1%-10% </div></div><div class="c xf0 y320 w70 h26"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">5%<span class="ls0">-25% </span></div></div><div class="c xbf y320 w71 h26"><div class="t m0 x32 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">10%<span class="ls0">-</span>50%<span class="ls0"> </span></div></div><div class="c xf1 y320 w72 h26"><div class="t m0 x38 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">20%<span class="ls0">-</span>100% <span class="ls0"> </span></div></div><div class="c xf y532 w5f h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Spodziewana str<span class="_ _0"></span>ata </div></div><div class="c xee y532 w6d h12"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(305)     </span></div></div><div class="c xef y532 w6e h12"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(256)     </span></div></div><div class="c x8 y532 w6f h12"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(37)     </span></div></div><div class="c xf0 y532 w70 h12"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(9)     </span></div></div><div class="c xbf y532 w71 h12"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(2)    <span class="_ _1"></span> </span></div></div><div class="c xf1 y532 w72 h12"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(1)     </span></div></div><div class="c xf y533 w5f h10"><div class="t m0 x19 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Analiza indywid<span class="_ _0"></span>ualna <span class="ff4">–</span> <span class="ff4">wartość </span></div><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xee y533 w6d h10"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 878      </span></div></div><div class="c xef y533 w6e h10"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x8 y533 w6f h10"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y533 w70 h10"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y533 w71 h10"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf1 y533 w72 h10"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 878      </span></div></div><div class="c xf y534 w5f h2d"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący dla k<span class="_ _0"></span>lientów </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">analizowanych <span class="_ _0"></span>indywidual<span class="_ _0"></span>nie </div></div><div class="c xee y534 w6d h2d"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(1 698)     </span></div></div><div class="c xef y534 w6e h2d"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x8 y534 w6f h2d"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y534 w70 h2d"><div class="t m0 x60 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y534 w71 h2d"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf1 y534 w72 h2d"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 698)     </span></div></div><div class="c xf y535 w5f h10"><div class="t m0 x19 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Razem oczekiwane st<span class="_ _3"></span>raty </div><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">kredytowe </div></div><div class="c xee y535 w6d h10"><div class="t m0 x5d h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(2 003)    <span class="ff5"> </span></span></div></div><div class="c xef y535 w6e h10"><div class="t m0 x12 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(256)    <span class="ff5"> </span></span></div></div><div class="c x8 y535 w6f h10"><div class="t m0 xa5 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(37)    <span class="ff5"> </span></span></div></div><div class="c xf0 y535 w70 h10"><div class="t m0 x50 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(9)    <span class="ff5"> </span></span></div></div><div class="c xbf y535 w71 h10"><div class="t m0 x5d h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(2)    <span class="_ _1"></span><span class="ff5"> </span></span></div></div><div class="c xf1 y535 w72 h10"><div class="t m0 x50 h11 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 699)    <span class="ff5"> </span></span></div></div><div class="c xf y536 w5f h10"><div class="t m0 x19 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Razem należności<span class="_ _0"></span> z tytułu do<span class="_ _0"></span>staw </div><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">i usług netto<span class="ff5"> </span></div></div><div class="c xee y536 w6d h10"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">46 308      </span></div></div><div class="c xef y536 w6e h10"><div class="t m0 xa5 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">43 036      </span></div></div><div class="c x8 y536 w6f h10"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">2 974      </span></div></div><div class="c xf0 y536 w70 h10"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">138      </span></div></div><div class="c xbf y536 w71 h10"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(8)     </span></div></div><div class="c xf1 y536 w72 h10"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">168      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y537 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y538 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y539 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y53f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y540 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y541 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y542 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y543 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y544 ff2 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">39<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c xf y545 w5f h6b"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024 </div></div><div class="c xee y545 w6d h6b"><div class="t m0 x2c h11 y11f ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xef y545 w6e h6b"><div class="t m0 x90 h11 y11f ff4 fs2 fc0 sc0 ls0 ws0">Bieżące<span class="ff5"> </span></div></div><div class="c x8 y545 w6f h6b"><div class="t m0 x28 h11 y11f ff5 fs2 fc0 sc0 ls0 ws0">0-30 dni </div></div><div class="c xf0 y545 w70 h6b"><div class="t m0 x1f h11 y11f ff5 fs2 fc0 sc0 ls5 ws0">31<span class="ls0">-60 dni </span></div></div><div class="c xbf y545 w71 h6b"><div class="t m0 x3e h11 y11f ff5 fs2 fc0 sc0 ls5 ws0">61<span class="ls0">-90 dni </span></div></div><div class="c xf1 y545 w72 h6b"><div class="t m0 x20 h11 y11f ff4 fs2 fc0 sc0 ls0 ws0">powyżej 90 dni<span class="ff5"> </span></div></div><div class="c xf y546 w5f h26"><div class="t m0 x51 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y546 w6d h26"><div class="t m0 x72 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y546 w6e h26"><div class="t m0 x90 h11 yee ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y546 w6f h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y546 w70 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y546 w71 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf1 y546 w72 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y547 w5f h2d"><div class="t m0 x19 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"></span>u dostaw i usłu<span class="_ _0"></span>g  </div><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xee y547 w6d h2d"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">53 269      </span></div></div><div class="c xef y547 w6e h2d"><div class="t m0 xae h11 y65 ff5 fs2 fc0 sc0 ls6 ws0">                         </div><div class="t m0 x72 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">49 724      </div></div><div class="c x8 y547 w6f h2d"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 666      </span></div></div><div class="c xf0 y547 w70 h2d"><div class="t m0 x59 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">202      </span></div></div><div class="c xbf y547 w71 h2d"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">39      </span></div></div><div class="c xf1 y547 w72 h2d"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 638      </span></div></div><div class="c xf y548 w5f h29"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Analiza grupowa <span class="ff4">–</span> <span class="ff4">wa<span class="_ _0"></span>rtość brutto<span class="_ _3"></span><span class="ff5"> </span></span></div></div><div class="c xee y548 w6d h29"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">51 623      </span></div></div><div class="c xef y548 w6e h29"><div class="t m0 xae h6 yf8 ff2 fs2 fc0 sc0 ls6 ws0">                         </div><div class="t m0 x72 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">49 724      </div></div><div class="c x8 y548 w6f h29"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 666      </span></div></div><div class="c xf0 y548 w70 h29"><div class="t m0 x59 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">202      </span></div></div><div class="c xbf y548 w71 h29"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">39      </span></div></div><div class="c xf1 y548 w72 h29"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(8)     </span></div></div><div class="c xf y549 w5f h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">współczynnik spo<span class="_ _0"></span>dziewanej st<span class="_ _0"></span>raty<span class="ff2"> </span></div></div><div class="c xee y549 w6d h26"><div class="t m0 x84 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xef y549 w6e h26"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">0,5%-<span class="ls5">5%</span> </div></div><div class="c x8 y549 w6f h26"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">1%<span class="ls0">-10% </span></div></div><div class="c xf0 y549 w70 h26"><div class="t m0 x72 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">5%<span class="ls0">-25% </span></div></div><div class="c xbf y549 w71 h26"><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">10%<span class="ls0">-</span>50%<span class="ls0"> </span></div></div><div class="c xf1 y549 w72 h26"><div class="t m0 x38 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">20%<span class="ls0">-</span>100% <span class="ls0"> </span></div></div><div class="c xf y54a w5f h32"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Spodziewana str<span class="_ _0"></span>ata </div></div><div class="c xee y54a w6d h32"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(317)     </span></div></div><div class="c xef y54a w6e h32"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">(266)     </span></div></div><div class="c x8 y54a w6f h32"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(23)     </span></div></div><div class="c xf0 y54a w70 h32"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(17)     </span></div></div><div class="c xbf y54a w71 h32"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(9)    <span class="_ _1"></span> </span></div></div><div class="c xf1 y54a w72 h32"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(2)     </span></div></div><div class="c xf y254 w5f h10"><div class="t m0 x19 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Analiza indywid<span class="_ _0"></span>ualna <span class="ff4">–</span> <span class="ff4">wartość </span></div><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xee y254 w6d h10"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">1 646      </span></div></div><div class="c xef y254 w6e h10"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x8 y254 w6f h10"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y254 w70 h10"><div class="t m0 x60 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y254 w71 h10"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf1 y254 w72 h10"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 646      </span></div></div><div class="c xf y54b w5f h2c"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący dla k<span class="_ _0"></span>lientów </div><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">analizowanych <span class="_ _0"></span>indywidual<span class="_ _0"></span>nie </div></div><div class="c xee y54b w6d h2c"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(1 640) </span></div></div><div class="c xef y54b w6e h2c"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x8 y54b w6f h2c"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xf0 y54b w70 h2c"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y54b w71 h2c"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf1 y54b w72 h2c"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 640)     </span></div></div><div class="c xf y54c w5f h10"><div class="t m0 x19 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Razem oczekiwane st<span class="_ _3"></span>raty </div><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">kredytowe </div></div><div class="c xee y54c w6d h10"><div class="t m0 x5d h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(1 957)    <span class="ff5"> </span></span></div></div><div class="c xef y54c w6e h10"><div class="t m0 x5a h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(266)    <span class="ff5"> </span></span></div></div><div class="c x8 y54c w6f h10"><div class="t m0 xa5 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(23)    <span class="ff5"> </span></span></div></div><div class="c xf0 y54c w70 h10"><div class="t m0 x5d h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(17)    <span class="ff5"> </span></span></div></div><div class="c xbf y54c w71 h10"><div class="t m0 x5d h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(9)    <span class="_ _1"></span><span class="ff5"> </span></span></div></div><div class="c xf1 y54c w72 h10"><div class="t m0 x50 h11 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(1 642)    <span class="ff5"> </span></span></div></div><div class="c xf y54d w5f h10"><div class="t m0 x19 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Razem należności<span class="_ _0"></span> z tytułu do<span class="_ _0"></span>staw </div><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">i usług netto<span class="ff5"> </span></div></div><div class="c xee y54d w6d h10"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">51 312      </span></div></div><div class="c xef y54d w6e h10"><div class="t m0 x60 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">49 458      </span></div></div><div class="c x8 y54d w6f h10"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 643      </span></div></div><div class="c xf0 y54d w70 h10"><div class="t m0 x59 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">185      </span></div></div><div class="c xbf y54d w71 h10"><div class="t m0 x53 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">30      </span></div></div><div class="c xf1 y54d w72 h10"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(4)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y54e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y54f ff3 fs6 fc0 sc0 ls0 ws0">Analiza <span class="_ _16"></span>indywidualna <span class="_ _16"></span>przeprowadzana <span class="_ _d"></span>jes<span class="_ _1"></span>t <span class="_ _d"></span>w <span class="_ _16"></span>stosunku<span class="_ _1"></span> <span class="_ _d"></span>do <span class="_ _d"></span>klientó<span class="_ _1"></span>w, <span class="_ _d"></span>dla <span class="_ _16"></span>których <span class="_ _16"></span>zidentyfikowano <span class="_ _16"></span>przesłanki <span class="_ _16"></span>wskazane </div><div class="t m0 x4 hf y550 ff2 fs6 fc0 sc0 ls0 ws0">w polityce opisanej w nocie 2.12, tj. <span class="ff3">najczęściej</span> <span class="ff3">przeterminowanie powyżej 90 <span class="_ _0"></span>dni, które skutkuje przekazaniem klientów <span class="ff2"> </span></span></div><div class="t m0 x4 hf y551 ff3 fs6 fc0 sc0 ls0 ws0">do <span class="_ _16"></span>windykacji. <span class="_ _10"></span>Odpis <span class="_ _16"></span>z <span class="_ _16"></span>tytułu <span class="_ _16"></span>oczekiwanych <span class="_ _16"></span>stra<span class="_ _1"></span>t <span class="_ _16"></span>kredytowych <span class="_ _16"></span>dla <span class="_ _16"></span>tej <span class="_ _16"></span>grupy <span class="_ _16"></span>klientów <span class="_ _16"></span>usta<span class="_ _1"></span>lany <span class="_ _16"></span>jest <span class="_ _16"></span>z <span class="_ _16"></span>uwzględnieniem<span class="_ _1"></span> </div><div class="t m0 x4 hf y552 ff3 fs6 fc0 sc0 ls0 ws0">warunków ubezpieczenia<span class="ff2">, o <span class="_ _3"></span>ile <span class="ff3">klient <span class="_ _0"></span>ubezpieczeniu podlega, <span class="_ _0"></span>tj. <span class="_ _0"></span>odpis obejmuje <span class="_ _3"></span>wkład własny<span class="_ _1"></span><span class="ff2">, zgodnie <span class="_ _3"></span>z zawart<span class="ff3">ą</span> <span class="_ _0"></span><span class="ff3">umową.<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 hf y553 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _21"> </span>ramach <span class="_ _22"> </span>należności <span class="_ _22"> </span>analiz<span class="_ _1"></span>owanych <span class="_ _22"> </span>indywidualnie<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>cześć <span class="_ _22"> </span>nieobjęta <span class="_ _21"> </span>od<span class="_ _1"></span>pisem <span class="_ _21"> </span>aktu<span class="_ _1"></span>alizującym<span class="_ _1"></span><span class="ff2">, <span class="_ _22"> </span></span>dotyczy <span class="_ _22"> </span>należności </div><div class="t m0 x4 hf y554 ff2 fs6 fc0 sc0 ls0 ws0">ubezpieczonych<span class="_ _1"></span>. </div><div class="t m0 x4 hf y555 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _24"> </span>stosunku<span class="_ _1"></span> <span class="_ _24"> </span>do <span class="_ _24"> </span>pozostałych <span class="_ _24"> </span>klientów, <span class="_ _24"> </span>analizowan<span class="_ _1"></span>ych <span class="_ _24"> </span>grupowo <span class="_ _24"> </span>z <span class="_ _24"> </span>wykorzy<span class="_ _1"></span>staniem <span class="_ _24"> </span>macierzy<span class="_ _1"></span> <span class="_ _24"> </span>rezerw, <span class="_ _24"> </span>w<span class="_ _2"></span>spół<span class="_ _1"></span>czynniki </div><div class="t m0 x4 hf y556 ff3 fs6 fc0 sc0 ls0 ws0">spodziewanej straty są <span class="_ _3"></span>ustalone odrębnie <span class="_ _3"></span>d<span class="_ _1"></span>la <span class="_ _0"></span>należności ubezpieczonych (dolne <span class="_ _3"></span>widełki przedziałów w<span class="_ _0"></span>ykazanych w <span class="_ _3"></span>ta<span class="_ _1"></span>beli </div><div class="t m0 x4 hf y557 ff3 fs6 fc0 sc0 ls0 ws0">powyżej) oraz nieubezp<span class="_ _1"></span>ieczonych (gł<span class="_ _1"></span>ówne widełki przedziałów).<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y558 ff5 fs4 fc1 sc0 lsc ws0">13.<span class="ffb ls0"> <span class="ff4">Środki p<span class="_ _0"></span>ieniężne i ic<span class="_ _0"></span>h ekwiwalenty<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x75 h6 y559 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x18 y55a w4e h36"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y55a w5e h36"><div class="t m0 x48 h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x1b h11 y39f ff5 fs2 fc0 sc0 ls5 ws0">2025<span class="ls0"> </span></div></div><div class="c x89 y55a w73 h36"><div class="t m0 x48 h11 y43f ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x1b h11 y39f ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x18 y55b w4e h2e"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y55b w5e h2e"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x89 y55b w73 h2e"><div class="t m0 x2e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x18 y50a w4e h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne w kasie<span class="_ _0"></span> i banku<span class="ff2"> </span></div></div><div class="c xed y50a w5e h40"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">49 971      </span></div></div><div class="c x89 y50a w73 h40"><div class="t m0 x5f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">7 711      </span></div></div><div class="c x18 y55c w4e h40"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Razem środki pienię<span class="_ _3"></span>ż<span class="_ _1"></span>ne i ich ekwi<span class="_ _0"></span>walenty<span class="ff5"> </span></div></div><div class="c xed y55c w5e h40"><div class="t m0 x22 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">49 971      </span></div></div><div class="c x89 y55c w73 h40"><div class="t m0 x5f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">7 711      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y55d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y55e ff3 fs6 fc0 sc0 ls0 ws0">Poza <span class="_ _1"></span>ś<span class="_ _1"></span>rodkami <span class="_ _1"></span>pieniężny<span class="_ _1"></span>mi <span class="_ _1"></span>ujawnionymi <span class="_ _2"></span>w <span class="_ _1"></span>sprawozd<span class="_ _1"></span>aniu <span class="_ _1"></span>z <span class="_ _2"></span>sytu<span class="_ _1"></span>acji <span class="_ _1"></span>finansowej<span class="_ _2"></span><span class="ff2"> <span class="_ _1"></span>S</span>półka<span class="_ _1"></span> <span class="_ _1"></span>posiada <span class="_ _2"></span>wyodrębnion<span class="_ _1"></span>y <span class="_ _1"></span>rachunek </div><div class="t m0 x4 hf y55f ff3 fs6 fc0 sc0 ls0 ws0">bankowy <span class="_ _0"></span>dla <span class="_ _3"></span>środ<span class="_ _1"></span>ków <span class="_ _3"></span>Zakł<span class="_ _1"></span>adowego <span class="_ _3"></span>Fund<span class="_ _1"></span>uszu <span class="_ _0"></span>Świadczeń <span class="_ _3"></span>So<span class="_ _1"></span>cjalnych, <span class="_ _0"></span>które <span class="_ _3"></span>prezentowane są w <span class="_ _8"></span>pozos<span class="_ _1"></span>tałych <span class="_ _0"></span>należnościach <span class="ff2"> </span></div><div class="t m0 x4 hf y560 ff3 fs6 fc0 sc0 ls0 ws0">w kwocie netto ze zobowiązaniami<span class="_ _1"></span><span class="ff2"> </span>i należnoś<span class="_ _1"></span>ciami z tytułu ZFŚS<span class="ff2">. Na 31 grudn<span class="_ _1"></span>ia 2025 </span>r. środki te wynosił<span class="ff2 ls2e">y <span class="_ _1"></span><span class="ls3">119<span class="ls0"> t</span></span></span>ys. zł <span class="ff2">a na </span></div><div class="t m0 x4 hf y561 ff2 fs6 fc0 sc0 ls0 ws0">31 grudnia 2024 <span class="lsd">r. </span>64<span class="_ _0"></span> <span class="ff3">tys. zł</span><span class="ls4">. </span><span class="ff3">Spółka może wykorzystywać te środki pieniężne jedynie w <span class="_ _3"></span>s<span class="_ _1"></span>posób prz<span class="_ _1"></span><span class="ff2">ewidziany<span class="_ _1"></span> prawem dla </span></span></div><div class="t m0 x4 hf y562 ff3 fs6 fc0 sc0 ls0 ws0">środków ZFŚ<span class="ff2">S.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y41d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y563 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>wyniku <span class="_ _1"></span>wdrożenia <span class="_ _1"></span>mechani<span class="_ _1"></span>zmu <span class="_ _1"></span>podzielonej <span class="_ _1"></span>płat<span class="_ _1"></span>ności <span class="_ _1"></span>(tzw. <span class="_ _1"></span>split <span class="_ _1"></span>payment) <span class="_ _1"></span>Spół<span class="_ _1"></span>ka <span class="_ _1"></span>posiada <span class="_ _1"></span>rachun<span class="_ _1"></span>ki <span class="_ _1"></span>bankowe VAT, <span class="_ _1"></span>n<span class="_ _1"></span>a </div><div class="t m0 x4 hf y564 ff3 fs6 fc0 sc0 ls0 ws0">które <span class="_ _2"></span>o<span class="_ _1"></span>dbiorcy <span class="_ _d"></span>spółki <span class="_ _d"></span>mogą <span class="_ _d"></span>dokonywać <span class="_ _d"></span>wpłat <span class="_ _d"></span>swoich <span class="_ _d"></span>zob<span class="_ _1"></span>owiązań <span class="_ _d"></span>wobec <span class="_ _d"></span>TOYA <span class="_ _d"></span>S.A.<span class="_ _1"></span><span class="ff2">, <span class="_ _16"></span></span>w <span class="_ _2"></span>części <span class="_ _d"></span>doty<span class="_ _1"></span>czącej <span class="_ _2"></span>p<span class="_ _1"></span>odatku <span class="_ _d"></span>VAT<span class="ff2 ls4">. </span></div><div class="t m0 x4 hf y565 ff3 fs6 fc0 sc0 ls0 ws0">Środki te mogą być wyk<span class="_ _1"></span>orzystane jedynie na <span class="_ _1"></span>zapłatę przez Spółkę kwoty<span class="_ _1"></span> VAT ze swoich zobowiązań<span class="_ _1"></span> lub na uregulowanie<span class="_ _1"></span> </div><div class="t m0 x4 hf y566 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązań publiczno<span class="ff2">-prawnych. <span class="_ _0"></span>Na <span class="_ _3"></span>31 <span class="_ _0"></span>grudnia <span class="_ _3"></span>2025 <span class="ff3">r. <span class="_ _8"></span>wart<span class="_ _1"></span>ość <span class="_ _3"></span>śro<span class="_ _1"></span>dków <span class="_ _3"></span>pieniężny<span class="_ _1"></span>ch <span class="_ _3"></span>zgromadzo<span class="_ _1"></span>nych <span class="_ _3"></span>n<span class="_ _1"></span>a <span class="_ _3"></span>rachu<span class="_ _1"></span>nkach <span class="_ _3"></span>VAT </span></span></div><div class="t m0 x4 hf y567 ff2 fs6 fc0 sc0 ls0 ws0">wynosi <span class="_ _d"></span><span class="ls3">713</span> <span class="_ _16"></span><span class="ff3">tys. <span class="_ _d"></span>zł</span> <span class="_ _16"></span>(na <span class="_ _2"></span>31 <span class="_ _d"></span>gru<span class="_ _1"></span>dnia <span class="_ _d"></span>20<span class="_ _1"></span>24 <span class="_ _d"></span>r.: <span class="_ _d"></span><span class="ls3">986</span> <span class="_ _d"></span><span class="ff3">tys<span class="_ _1"></span>. <span class="_ _d"></span>zł)</span>. <span class="_ _16"></span><span class="ff3">Zgodnie <span class="_ _d"></span>z <span class="_ _d"></span>osąd<span class="_ _1"></span>em <span class="_ _d"></span>Zarządu, <span class="_ _d"></span>o<span class="_ _1"></span>graniczenia <span class="_ _d"></span>w <span class="_ _d"></span>dyspon<span class="_ _1"></span>owaniu <span class="_ _d"></span>tymi </span></div><div class="t m0 x4 hf y568 ff3 fs6 fc0 sc0 ls0 ws0">środkami <span class="_ _1"></span>wynikające z<span class="_ _1"></span><span class="ff2"> </span>przepis<span class="_ _1"></span>ów po<span class="_ _1"></span>datkowych <span class="_ _1"></span>nie <span class="_ _1"></span>wpływają <span class="_ _1"></span>na ich <span class="_ _1"></span>klasy<span class="_ _1"></span>fikację jako <span class="_ _1"></span>środ<span class="_ _1"></span>ki p<span class="_ _1"></span>ieniężne i <span class="_ _1"></span>ich <span class="_ _1"></span>ekwiwalenty<span class="_ _1"></span>, </div><div class="t m0 x4 h1e y569 ff3 fs6 fc0 sc0 ls0 ws0">ponieważ Spółka wy<span class="_ _1"></span>korzystuje je na b<span class="_ _1"></span>ieżąco do re<span class="_ _1"></span>gulowania <span class="_ _1"></span>zobowiązań kró<span class="_ _1"></span>tkoterminowych<span class="_ _1"></span><span class="ff2"> </span>z tytuł<span class="_ _1"></span>u podatków<span class="ff2">.<span class="ff5"> </span></span></div><div class="t m0 x4 hf y56a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y56b ff3 fs6 fc0 sc0 ls0 ws0">Poza ś<span class="ff2">rodkami <span class="_ _3"></span>na rachunkach bankowych <span class="_ _3"></span>VAT oraz <span class="_ _0"></span><span class="ff3">ZFŚS, na <span class="_ _3"></span>31 grudnia <span class="_ _3"></span>20<span class="_ _1"></span><span class="ff2">25 r. <span class="_ _3"></span>oraz 31 <span class="_ _3"></span>gru<span class="_ _1"></span>dnia 2024 <span class="_ _3"></span><span class="ff3">r. Spółka <span class="_ _3"></span>n<span class="_ _1"></span>ie <span class="_ _3"></span>po<span class="_ _1"></span>siada </span></span></span></span></div><div class="t m0 x4 hf y56c ff3 fs6 fc0 sc0 ls0 ws0">innych śro<span class="_ _1"></span>dków pieniężnych o <span class="_ _1"></span>częściowo ograniczon<span class="_ _1"></span>ej możliwoś<span class="_ _1"></span>ci dyspono<span class="_ _1"></span>wania<span class="ff2">. </span></div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:330.220000px;bottom:1055.660000px;width:22.230000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">40<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">14.<span class="ffb ls0"> <span class="ff4">Objaśni<span class="_ _0"></span>enie do rach<span class="_ _0"></span>unku przepływów <span class="_ _0"></span>pienię<span class="_ _0"></span>żnych<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y4ce ff3 fs6 fc0 sc0 ls0 ws0">Uzgodnienie <span class="_ _2e"> </span>wartości <span class="_ _12"> </span>zmian <span class="_ _2e"> </span>stanu <span class="_ _2e"> </span>poszczególnych <span class="_ _12"> </span>s<span class="_ _1"></span>kładników<span class="ff2"> <span class="_ _2e"> </span></span>między <span class="_ _12"> </span>sprawozdan<span class="_ _1"></span>iem <span class="_ _12"> </span>z <span class="_ _12"> </span>s<span class="_ _1"></span>ytua<span class="_ _1"></span><span class="ff2">cji <span class="_ _12"> </span>finans<span class="_ _1"></span>owej </span></div><div class="t m0 x4 hf y56d ff2 fs6 fc0 sc0 ls0 ws0">i sprawozdan<span class="_ _1"></span>iem <span class="ff3">z przepływów pieniężny<span class="_ _1"></span>ch:<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y56e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y56f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y570 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y571 w74 h6c"><div class="t m0 xb2 h11 y572 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 y571 w75 h6c"><div class="t m0 xeb h11 y572 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y571 w76 h6c"><div class="t m0 x48 h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y571 w77 h6c"><div class="t m0 x67 h11 y572 ff5 fs2 fc0 sc0 ls0 ws0">Korekty </div></div><div class="c xf3 y571 w78 h6c"><div class="t m0 x58 h11 y572 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y571 w79 h6c"><div class="t m0 x1b h11 y572 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y573 w74 h6d"><div class="t m0 x19 h11 y574 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy <span class="_ _3"></span>z<span class="_ _1"></span>akończony 31 gr<span class="_ _0"></span>udnia 202<span class="ff5">5<span class="ff2"> </span> </span></div></div><div class="c xf2 y573 w75 h6d"><div class="t m0 x28 h11 y575 ff5 fs2 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x27 h11 y576 ff5 fs2 fc0 sc0 ls0 ws0">bilansowa </div></div><div class="c xb4 y573 w76 h6d"><div class="t m0 x29 h11 y577 ff5 fs2 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 x59 h11 y578 ff4 fs2 fc0 sc0 ls0 ws0">środków w </div><div class="t m0 x5e h11 y579 ff5 fs2 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x38 h11 y4f2 ff5 fs2 fc0 sc0 ls0 ws0">obcej </div></div><div class="c xd7 y573 w77 h6d"><div class="t m0 xd8 h11 y57a ff5 fs2 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 x12 h11 y575 ff5 fs2 fc0 sc0 ls0 ws0">udzielonych </div><div class="t m0 x4b h11 y576 ff5 fs2 fc0 sc0 ls0 ws0">gwarancji i </div><div class="t m0 x38 h11 y407 ff4 fs2 fc0 sc0 ls0 ws0">poręczeń<span class="ff5"> </span></div></div><div class="c xf3 y573 w3b h6d"><div class="t m0 x90 h11 y57a ff5 fs2 fc0 sc0 ls0 ws0">Zyski /Straty </div><div class="t m0 x70 h11 y575 ff4 fs2 fc0 sc0 ls0 ws0">aktuarialne ujęte <span class="_ _0"></span>w </div><div class="t m0 x5b h11 y576 ff4 fs2 fc0 sc0 ls0 ws0">innych całkowitych </div><div class="t m0 x67 h11 y407 ff5 fs2 fc0 sc0 ls0 ws0">dochodach </div></div><div class="c xd9 y573 w57 h6d"><div class="t m0 x17 h11 y57a ff5 fs2 fc0 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x20 h11 y575 ff5 fs2 fc0 sc0 ls0 ws0">w sprawozdaniu <span class="_ _3"></span> </div><div class="t m0 x28 h11 y576 ff4 fs2 fc0 sc0 ls0 ws0">z przepływów </div><div class="t m0 xf4 h11 y407 ff4 fs2 fc0 sc0 ls0 ws0">pieniężnych<span class="ff5"> </span></div></div><div class="c x4 y57b w74 h1a"><div class="t m0 x19 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 y57b w75 h1a"><div class="t m0 xeb h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y57b w76 h1a"><div class="t m0 x48 h6 y407 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y57b w77 h1a"><div class="t m0 xdd h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y57b w78 h1a"><div class="t m0 x58 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y57b w79 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y47b w74 h6e"><div class="t m0 x19 h6 y57c ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>należności z t<span class="_ _0"></span>ytułu dostaw i u<span class="_ _0"></span>sług oraz </div><div class="t m0 x19 h6 y572 ff3 fs2 fc0 sc0 ls0 ws0">pozostałych nal<span class="_ _0"></span>eżności<span class="ff2"> </span></div></div><div class="c xf2 y47b w75 h6e"><div class="t m0 x59 h6 y57d ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">4 667      </span></div></div><div class="c xb4 y47b w76 h6e"><div class="t m0 x39 h6 y57d ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y47b w77 h6e"><div class="t m0 x4 h6 y57d ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y47b w78 h6e"><div class="t m0 x1b h6 y57d ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y47b w79 h6e"><div class="t m0 x20 h6 y57d ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">4 667      </span></div></div><div class="c x4 y57e w74 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zapasów <span class="ff2"> </span></div></div><div class="c xf2 y57e w75 h1a"><div class="t m0 x59 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">3 535      </span></div></div><div class="c xb4 y57e w76 h1a"><div class="t m0 x39 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y57e w77 h1a"><div class="t m0 x4 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y57e w78 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y57e w79 h1a"><div class="t m0 x20 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 535      </span></div></div><div class="c x4 y57f w74 h1a"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>rezerw </div></div><div class="c xf2 y57f w75 h1a"><div class="t m0 x26 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">371      </span></div></div><div class="c xb4 y57f w76 h1a"><div class="t m0 x39 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y57f w77 h1a"><div class="t m0 x4 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y57f w78 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y57f w79 h1a"><div class="t m0 x20 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">371      </span></div></div><div class="c x4 y580 w74 h6f"><div class="t m0 x19 h6 y581 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu do<span class="_ _3"></span>staw i usług oraz </div><div class="t m0 x19 h6 y582 ff3 fs2 fc0 sc0 ls0 ws0">pozostałych zobo<span class="_ _0"></span>wiązań<span class="ff2"> </span></div></div><div class="c xf2 y580 w75 h6f"><div class="t m0 x60 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">      <span class="ls0">(32 181)     </span></div></div><div class="c xb4 y580 w76 h6f"><div class="t m0 x39 h6 y583 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y580 w77 h6f"><div class="t m0 xa6 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">45      </span></div></div><div class="c xf3 y580 w78 h6f"><div class="t m0 x1b h6 y583 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y580 w79 h6f"><div class="t m0 xa6 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(32 136)     </span></div></div><div class="c x4 y584 w74 h2c"><div class="t m0 x19 h6 y585 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu świ<span class="_ _3"></span>adczeń </div><div class="t m0 x19 h6 y103 ff2 fs2 fc0 sc0 ls0 ws0">pracowniczyc<span class="_ _0"></span>h </div></div><div class="c xf2 y584 w75 h2c"><div class="t m0 x59 h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">3 321      </span></div></div><div class="c xb4 y584 w76 h2c"><div class="t m0 x39 h6 y11f ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y584 w77 h2c"><div class="t m0 x4 h6 y11f ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y584 w78 h2c"><div class="t m0 x29 h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(109)     </span></div></div><div class="c xd9 y584 w79 h2c"><div class="t m0 x20 h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">3 212      </span></div></div><div class="c x4 y586 w74 h70"><div class="t m0 x19 h6 y587 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>środków p<span class="_ _0"></span>ieniężnych <span class="ff2"> </span></div></div><div class="c xf2 y586 w75 h70"><div class="t m0 x53 h6 y587 ff2 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">42 260      </span></div></div><div class="c xb4 y586 w76 h70"><div class="t m0 xa6 h6 y587 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(1)     </span></div></div><div class="c xd7 y586 w77 h70"><div class="t m0 x4 h6 y587 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y586 w78 h70"><div class="t m0 x1b h6 y587 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y586 w79 h70"><div class="t m0 x27 h6 y587 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">42 259      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y588 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3df ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y589 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yac w74 h6c"><div class="t m0 xb2 h11 y587 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 yac w75 h6c"><div class="t m0 xeb h11 y587 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 yac w76 h6c"><div class="t m0 x48 h11 y1c4 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 yac w77 h6c"><div class="t m0 x67 h11 y587 ff5 fs2 fc0 sc0 ls0 ws0">Korekty </div></div><div class="c xf3 yac w78 h6c"><div class="t m0 x58 h11 y587 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 yac w79 h6c"><div class="t m0 x1b h11 y587 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y36c w74 h71"><div class="t m0 x19 h11 y58a ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy <span class="_ _3"></span>z<span class="_ _1"></span>akończony 31 gr<span class="_ _0"></span>udnia 202<span class="ff5">4<span class="ff2"> </span> </span></div></div><div class="c xf2 y36c w75 h71"><div class="t m0 x28 h11 y58b ff5 fs2 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x27 h11 y58c ff5 fs2 fc0 sc0 ls0 ws0">bilansowa </div></div><div class="c xb4 y36c w76 h71"><div class="t m0 x29 h11 y58d ff5 fs2 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 x59 h11 y58e ff4 fs2 fc0 sc0 ls0 ws0">środków w </div><div class="t m0 x5e h11 y58f ff5 fs2 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 xf4 h11 y590 ff5 fs2 fc0 sc0 ls0 ws0">obcej </div></div><div class="c xd7 y36c w77 h71"><div class="t m0 xd8 h11 y591 ff5 fs2 fc0 sc0 ls0 ws0">Wycena </div><div class="t m0 x66 h11 y58b ff5 fs2 fc0 sc0 ls0 ws0">udzielonej </div><div class="t m0 x49 h11 y58c ff5 fs2 fc0 sc0 ls0 ws0">gwarancji </div><div class="t m0 x5a h11 y407 ff5 fs2 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c xf3 y36c w3b h71"><div class="t m0 x90 h11 y591 ff5 fs2 fc0 sc0 ls0 ws0">Zyski /Straty </div><div class="t m0 x70 h11 y58b ff4 fs2 fc0 sc0 ls0 ws0">aktuarialne ujęte <span class="_ _0"></span>w </div><div class="t m0 x5b h11 y58c ff4 fs2 fc0 sc0 ls0 ws0">innych całkowitych </div><div class="t m0 x67 h11 y407 ff5 fs2 fc0 sc0 ls0 ws0">dochodach </div></div><div class="c xd9 y36c w57 h71"><div class="t m0 x17 h11 y591 ff5 fs2 fc0 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x20 h11 y58b ff5 fs2 fc0 sc0 ls0 ws0">w sprawozdaniu <span class="_ _3"></span> </div><div class="t m0 x28 h11 y58c ff4 fs2 fc0 sc0 ls0 ws0">z przepływów </div><div class="t m0 xf4 h11 y407 ff4 fs2 fc0 sc0 ls0 ws0">pieniężnych<span class="ff5"> </span></div></div><div class="c x4 y592 w74 h1a"><div class="t m0 x19 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 y592 w75 h1a"><div class="t m0 xeb h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y592 w76 h1a"><div class="t m0 x48 h6 y407 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y592 w77 h1a"><div class="t m0 xdd h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y592 w78 h1a"><div class="t m0 x58 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y592 w79 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y593 w74 h72"><div class="t m0 x19 h6 y594 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>należności z t<span class="_ _0"></span>ytułu dostaw i u<span class="_ _0"></span>sług oraz </div><div class="t m0 x19 h6 y595 ff3 fs2 fc0 sc0 ls0 ws0">pozostałych nal<span class="_ _0"></span>eżności<span class="ff2"> </span></div></div><div class="c xf2 y593 w75 h72"><div class="t m0 x60 h6 y596 ff2 fs2 fc0 sc0 ls6 ws0">      <span class="ls0">(19 678)     </span></div></div><div class="c xb4 y593 w76 h72"><div class="t m0 x39 h6 y596 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y593 w77 h72"><div class="t m0 x4 h6 y596 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y593 w78 h72"><div class="t m0 x1b h6 y596 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y593 w79 h72"><div class="t m0 xa6 h6 y596 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">(19 678)     </span></div></div><div class="c x4 y597 w74 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zapasów <span class="ff2"> </span></div></div><div class="c xf2 y597 w75 h1a"><div class="t m0 x50 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">    <span class="ls0">(123 640)     </span></div></div><div class="c xb4 y597 w76 h1a"><div class="t m0 x39 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y597 w77 h1a"><div class="t m0 x4 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y597 w78 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y597 w79 h1a"><div class="t m0 xa6 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(123 640)     </span></div></div><div class="c x4 y598 w74 h1a"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>rezerw </div></div><div class="c xf2 y598 w75 h1a"><div class="t m0 x26 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">427      </span></div></div><div class="c xb4 y598 w76 h1a"><div class="t m0 x39 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y598 w77 h1a"><div class="t m0 x4 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y598 w78 h1a"><div class="t m0 x1b h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y598 w79 h1a"><div class="t m0 x20 h6 y7e ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">427      </span></div></div><div class="c x4 y599 w74 h73"><div class="t m0 x19 h6 y581 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu do<span class="_ _3"></span>staw i usług oraz </div><div class="t m0 x19 h6 y582 ff3 fs2 fc0 sc0 ls0 ws0">pozostałych zobo<span class="_ _0"></span>wiązań<span class="ff2"> </span></div></div><div class="c xf2 y599 w75 h73"><div class="t m0 x53 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">45 974      </span></div></div><div class="c xb4 y599 w76 h73"><div class="t m0 x39 h6 y583 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y599 w77 h73"><div class="t m0 x59 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(35)     </span></div></div><div class="c xf3 y599 w78 h73"><div class="t m0 x1b h6 y583 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y599 w79 h73"><div class="t m0 x27 h6 y583 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">45 939      </span></div></div><div class="c x4 y59a w74 h2c"><div class="t m0 x19 h6 y585 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu świ<span class="_ _3"></span>adczeń </div><div class="t m0 x19 h6 yec ff2 fs2 fc0 sc0 ls0 ws0">pracowniczyc<span class="_ _0"></span>h </div></div><div class="c xf2 y59a w75 h2c"><div class="t m0 x59 h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">1 393      </span></div></div><div class="c xb4 y59a w76 h2c"><div class="t m0 x39 h6 y11f ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd7 y59a w77 h2c"><div class="t m0 x4 h6 y11f ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y59a w78 h2c"><div class="t m0 x5e h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">18      </span></div></div><div class="c xd9 y59a w79 h2c"><div class="t m0 x20 h6 y11f ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 411      </span></div></div><div class="c x4 y59b w74 h6c"><div class="t m0 x19 h6 y572 ff3 fs2 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>środków p<span class="_ _0"></span>ieniężnych <span class="ff2"> </span></div></div><div class="c xf2 y59b w75 h6c"><div class="t m0 x5d h6 y572 ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(41 <span class="ls5">396)</span></span>    <span class="ls0"> </span></div></div><div class="c xb4 y59b w76 h6c"><div class="t m0 x5e h6 y572 ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(9) </span></div></div><div class="c xd7 y59b w77 h6c"><div class="t m0 x85 h6 y572 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xf3 y59b w78 h6c"><div class="t m0 x1b h6 y572 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c xd9 y59b w79 h6c"><div class="t m0 x20 h6 y572 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(41 <span class="ls5">405)</span></span>     <span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y28a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y28b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y59c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y59d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y2ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y59e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y59f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y5a0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y5a1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y5a2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y5a3 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">41<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">15.<span class="ffb ls0"> <span class="ff4">Kapita<span class="_ _0"></span>ł podstawowy<span class="_ _0"></span> <span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y4ce ff2 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _f"> </span>31 <span class="_ _f"> </span>grudnia <span class="_ _f"> </span><span class="ls3">20</span>25<span class="_ _0"></span> <span class="_ _f"> </span><span class="ff3">r. <span class="_ _f"> </span>kapitał <span class="_ _f"> </span>podstawowy <span class="_ _3c"> </span>wynosi <span class="_ _f"> </span>7<span class="_ _1"></span></span> <span class="ls3">504</span> <span class="ff3">222,60 <span class="_ _3c"> </span>zł<span class="_ _1"></span> <span class="_ _3c"> </span>i <span class="_ _f"> </span>skład<span class="_ _1"></span>a <span class="_ _3c"> </span>się <span class="_ _f"> </span>z <span class="_ _3c"> </span>75<span class="_ _1"></span></span> <span class="ls3">042</span> 226 <span class="_ _3c"> </span>a<span class="_ _1"></span>kcji  </div><div class="t m0 x4 hf y5a4 ff3 fs6 fc0 sc0 ls0 ws0">o wartości nominalnej 0,1<span class="_ _1"></span><span class="ff2">0 </span>zł każ<span class="_ _1"></span>da.<span class="ff2"> </span></div><div class="t m0 x4 hf y5a5 ff2 fs6 fc0 sc0 ls0 ws0">Akcje <span class="_ _15"> </span><span class="ff3 ls22">są</span> <span class="_ _15"> </span><span class="ff3">w <span class="_ _14"> </span>pełni <span class="_ _15"> </span>opłacone. <span class="_ _14"> </span>Strukturę <span class="_ _15"> </span>włas<span class="_ _1"></span>nościową <span class="_ _15"> </span>i <span class="_ _14"> </span>procent <span class="_ _15"> </span>pos<span class="_ _1"></span>iadanych <span class="_ _15"> </span>akcji <span class="_ _14"> </span>Spół<span class="_ _1"></span>ki <span class="_ _15"> </span></span>na <span class="_ _15"> </span><span class="ff3">dzień <span class="_ _1"></span></span> </div><div class="t m0 x4 hf y5a6 ff2 fs6 fc0 sc0 ls0 ws0">31 grudnia 2025 <span class="lsd">r. </span>n<span class="_ _1"></span>a podstawie informacji p<span class="_ _1"></span>rzekazanych <span class="_ _1"></span><span class="ff3">S<span class="_ _1"></span>półce</span> przez akcjo<span class="_ _1"></span>nariuszy <span class="ff3">p<span class="_ _1"></span>rzedstawiono w tabeli poniżej:<span class="_ _1"></span></span> </div><div class="t m0 xe hf y5a7 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y2b8 w7a h74"><div class="t m0 xf4 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">Nazwa </div></div><div class="c xf5 y2b8 w7b h74"><div class="t m0 x97 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">Status </div></div><div class="c xf6 y2b8 w7c h74"><div class="t m0 x5a h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xf7 y2b8 w7d h74"><div class="t m0 xf8 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">Typ akcji </div></div><div class="c xf9 y2b8 w7e h74"><div class="t m0 xd4 h11 y5a9 ff4 fs2 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x26 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">nominalna jednej </div><div class="t m0 x32 h11 y5aa ff4 fs2 fc0 sc0 ls0 ws0">akcji w zł<span class="ff5"> </span></div></div><div class="c xfa y2b8 w7f h74"><div class="t m0 x4e h11 y5a9 ff4 fs2 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x22 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">nominalna </div><div class="t m0 x4b h11 y5aa ff4 fs2 fc0 sc0 ls0 ws0">akcji w zł<span class="ff5"> </span></div></div><div class="c xfb y2b8 w37 h74"><div class="t m0 x28 h11 y5a8 ff5 fs2 fc0 sc0 ls0 ws0">Struktura % </div></div><div class="c xa4 y210 w7a h12"><div class="t m0 x19 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c xf5 y210 w7b h12"><div class="t m0 x3c h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c xf6 y210 w7c h12"><div class="t m0 x21 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c xf7 y210 w7d h12"><div class="t m0 x28 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">zwykłe,<span class="ff2"> na okazicie<span class="_ _0"></span>la </span></div></div><div class="c xf9 y210 w7e h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xfa y210 w7f h12"><div class="t m0 xa6 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">2 828 430,40 </div></div><div class="c xfb y210 w37 h12"><div class="t m0 x3e h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">37,69% </div></div><div class="c xa4 y5ab w7a h52"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff2"> </span></div></div><div class="c xf5 y5ab w7b h52"><div class="t m0 x3c h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c xf6 y5ab w7c h52"><div class="t m0 x90 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">9 652 290 </div></div><div class="c xf7 y5ab w7d h52"><div class="t m0 x28 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">zwykłe, na okazici<span class="_ _0"></span>ela<span class="ff2"> </span></div></div><div class="c xf9 y5ab w7e h52"><div class="t m0 x84 h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xfa y5ab w7f h52"><div class="t m0 x1d h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">965 229,00 </div></div><div class="c xfb y5ab w37 h52"><div class="t m0 x3e h6 y73 ff2 fs2 fc0 sc0 ls0 ws0">12,86% </div></div><div class="c xa4 y5ac w7a h53"><div class="t m0 x19 h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c xf5 y5ac w7b h53"><div class="t m0 x1e h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">osoba prawna </div></div><div class="c xf6 y5ac w7c h53"><div class="t m0 x90 h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">5 001 147 </div></div><div class="c xf7 y5ac w7d h53"><div class="t m0 x28 h6 y5ad ff3 fs2 fc0 sc0 ls0 ws0">zwykłe, na okazici<span class="_ _0"></span>ela<span class="ff2"> </span></div></div><div class="c xf9 y5ac w7e h53"><div class="t m0 x84 h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xfa y5ac w7f h53"><div class="t m0 x1d h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">500 114,70 </div></div><div class="c xfb y5ac w37 h53"><div class="t m0 xd4 h6 y5ad ff2 fs2 fc0 sc0 ls0 ws0">6,66% </div></div><div class="c xa4 y5ae w7a h10"><div class="t m0 x19 h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">Pozostali      <span class="_ _0"></span>                      <span class="_ _0"></span>                       </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">udział poniżej 5%<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xf5 y5ae w7b h10"><div class="t m0 x21 h6 y72 ff2 fs2 fc0 sc0 ls0 ws0">nie doty<span class="_ _0"></span>czy </div></div><div class="c xf6 y5ae w7c h10"><div class="t m0 x21 h6 y72 ff2 fs2 fc0 sc0 ls0 ws0">32 104 485 </div></div><div class="c xf7 y5ae w7d h10"><div class="t m0 x28 h6 y72 ff3 fs2 fc0 sc0 ls0 ws0">zwykłe, na okazici<span class="_ _0"></span>ela<span class="ff2"> </span></div></div><div class="c xf9 y5ae w7e h10"><div class="t m0 x84 h6 y72 ff2 fs2 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c xfa y5ae w7f h10"><div class="t m0 xa6 h6 y72 ff2 fs2 fc0 sc0 ls0 ws0">3 210 448,50 </div></div><div class="c xfb y5ae w37 h10"><div class="t m0 x3e h6 y72 ff2 fs2 fc0 sc0 ls0 ws0">42,79% </div></div><div class="c xa4 y120 w7a h1a"><div class="t m0 x49 h11 y7b ff5 fs2 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c xf5 y120 w7b h1a"><div class="t m0 xdc h6 y7b ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y120 w7c h1a"><div class="t m0 x21 h11 y7b ff5 fs2 fc0 sc0 ls0 ws0">75 042 226 </div></div><div class="c xf7 y120 w7d h1a"><div class="t m0 x95 h6 y7b ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y120 w7e h1a"><div class="t m0 x61 h6 y7b ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y120 w7f h1a"><div class="t m0 xa6 h11 y7b ff5 fs2 fc0 sc0 ls0 ws0">7 504 222,60 </div></div><div class="c xfb y120 w37 h1a"><div class="t m0 xd8 h11 y7b ff5 fs2 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y3db ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h8 y5af ff5 fs4 fc1 sc0 lsc ws0">16.<span class="ffb ls0"> <span class="ff4">Akcje wła<span class="_ _0"></span>sne<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y5b0 ff3 fs6 fc0 sc0 ls0 ws0">W ramach oferty zakup<span class="_ _1"></span>u akcji trwającej od 5 do 13 czerwca 2025 r. Spółka skup<span class="_ _1"></span>iła 1<span class="_ _1"></span><span class="ff2"> <span class="ls3">004</span> 979 szt. ak<span class="_ _1"></span>cji po </span>8,00 zł za akcję, </div><div class="t m0 x4 hf y5b1 ff3 fs6 fc0 sc0 ls0 ws0">co sta<span class="_ _1"></span>nowi 1,34% iloś<span class="_ _1"></span>ci wyem<span class="_ _1"></span>itowanych <span class="_ _1"></span>akcji. <span class="_ _1"></span>Łączna <span class="_ _1"></span>wartość s<span class="_ _1"></span>kupionych <span class="_ _1"></span>akcji wyno<span class="_ _1"></span>si 8<span class="_ _2"></span><span class="ff2"> </span>040 tys. <span class="_ _1"></span>zł. <span class="_ _1"></span>Łączne <span class="_ _1"></span>koszty skupu </div><div class="t m0 x4 hf y217 ff2 fs6 fc0 sc0 ls0 ws0">akcji w 2025 r. <span class="ff3">wyn<span class="_ _1"></span>iosły 50 ty<span class="_ _1"></span>s. zł.</span> </div><div class="t m0 x4 hf y507 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h8 y5b2 ff5 fs4 fc1 sc0 lsc ws0">17.<span class="ffb ls0"> <span class="ff4">Kapita<span class="_ _0"></span>ł rezerwowy<span class="ff5"> </span></span></span></div></div><div class="c xf y5b3 w19 h29"><div class="t m0 xfc h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x63 y5b3 wc h29"><div class="t m0 x51 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">2025<span class="ls0"> </span></div></div><div class="c xfd y5b3 w1d h29"><div class="t m0 xfe h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia </div><div class="t m0 xa3 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ls5">2024</span> </div></div><div class="c xfe y5b4 w80 h2e"><div class="t m0 x19 h6 y39f ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xff y5b4 w3f h2e"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y5b4 w1d h2e"><div class="t m0 x7d h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y5b5 w81 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy z obniżenia k<span class="_ _0"></span>apitału pods<span class="_ _0"></span>tawowego<span class="ff2"> </span></div></div><div class="c xff y5b5 w3f h40"><div class="t m0 x61 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">329      </span></div></div><div class="c xfd y5b5 w1d h40"><div class="t m0 x39 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">329      </span></div></div><div class="c xf y220 w81 h40"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy na skup a<span class="_ _0"></span>kcji własnyc<span class="_ _0"></span>h<span class="ff2"> </span></div></div><div class="c xff y220 w3f h40"><div class="t m0 xd8 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">91 910      </span></div></div><div class="c xfd y220 w1d h40"><div class="t m0 x35 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">100 000      </span></div></div><div class="c xf y5b6 w81 h75"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zapasy brutto </div></div><div class="c xff y5b6 w3f h75"><div class="t m0 xd8 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">92 239      </span></div></div><div class="c xfd y5b6 w1d h75"><div class="t m0 x35 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">100 329      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha y5b7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5b8 ff3 fs6 fc0 sc0 ls0 ws0">Kapitał <span class="_ _11"> </span>rezerwowy <span class="_ _11"> </span>z <span class="_ _11"> </span>obniżenia  kapitału <span class="_ _11"> </span>podstawowego <span class="_ _11"> </span>został  utworzony <span class="_ _10"> </span>zgodn<span class="_ _1"></span>ie <span class="_ _11"> </span>z <span class="_ _11"> </span>art. <span class="_ _10"> </span>457  par. <span class="_ _10"> </span>2  Kodeksu <span class="_ _10"> </span>Sp<span class="_ _1"></span>ółek </div><div class="t m0 x4 hf y5b9 ff3 fs6 fc0 sc0 ls0 ws0">Handlowych w wyn<span class="_ _1"></span>iku umorzenia akcji włas<span class="_ _1"></span>nych w 2018 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5ba ff3 fs6 fc0 sc0 ls0 ws0">Kapitał <span class="_ _1"></span>rezerwowy <span class="_ _1"></span>na <span class="_ _1"></span>s<span class="_ _1"></span>kup <span class="_ _1"></span>akcji <span class="_ _1"></span>włas<span class="_ _1"></span>nych <span class="_ _1"></span>zosta<span class="_ _1"></span>ł <span class="_ _1"></span>utworzony <span class="_ _1"></span>w <span class="_ _1"></span>związku <span class="_ _1"></span>z <span class="_ _2"></span>uchwałą <span class="_ _1"></span>Walne<span class="_ _1"></span>go <span class="_ _1"></span>Zgromadzenia <span class="_ _2"></span>Akcjonarius<span class="_ _1"></span>zy </div><div class="t m0 x4 hf y5bb ff2 fs6 fc0 sc0 ls0 ws0">z dnia <span class="_ _2"></span>26 <span class="_ _1"></span>czerwca <span class="_ _2"></span>2024 <span class="ff3">r. <span class="_ _1"></span>W <span class="_ _2"></span>p<span class="_ _1"></span>ozycji <span class="_ _1"></span>tej <span class="_ _2"></span>nastąpił<span class="_ _1"></span>a <span class="_ _1"></span>zmiana <span class="_ _2"></span>prezentacji <span class="_ _1"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>tosunku<span class="_ _1"></span> <span class="_ _1"></span>do <span class="_ _2"></span>danych <span class="_ _1"></span>op<span class="_ _1"></span>ublikowanych <span class="_ _2"></span>w <span class="_ _1"></span>raporcie </span></div><div class="t m0 x4 hf y53b ff2 fs6 fc0 sc0 ls0 ws0">rocznym za <span class="_ _0"></span>2024 r. w <span class="_ _3"></span>taki s<span class="ff3">posób, że <span class="_ _0"></span>kwota 100<span class="ff2"> </span>000 <span class="_ _3"></span>ty<span class="_ _1"></span>s. zł <span class="_ _0"></span>wynikająca z <span class="_ _0"></span>utworzonego kapitału re<span class="_ _0"></span>zerwowego na <span class="_ _3"></span>s<span class="_ _1"></span>kup akcji </span></div><div class="t m0 x4 hf y449 ff3 fs6 fc0 sc0 ls0 ws0">własnych <span class="_ _16"></span>została <span class="_ _d"></span>przenies<span class="_ _1"></span>iona <span class="_ _d"></span>z <span class="_ _16"></span>pozycji <span class="_ _d"></span>„zyskó<span class="_ _1"></span>w <span class="_ _d"></span>zatrzy<span class="_ _1"></span>manych” <span class="_ _d"></span>do <span class="_ _16"></span>pozycji <span class="_ _d"></span>„kap<span class="_ _1"></span>itał <span class="_ _d"></span>rezerwowy”. <span class="_ _16"></span>W <span class="_ _d"></span>2025 <span class="_ _d"></span>r. <span class="_ _16"></span>w <span class="_ _d"></span>związk<span class="_ _1"></span>u <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5bc ff3 fs6 fc0 sc0 ls0 ws0">z <span class="_ _2"></span>n<span class="_ _1"></span>abyciem <span class="_ _2"></span>ak<span class="_ _1"></span>cji <span class="_ _2"></span>własn<span class="_ _1"></span>ych, <span class="_ _2"></span>dokonan<span class="_ _1"></span>o <span class="_ _d"></span>rozliczenia <span class="_ _2"></span>k<span class="_ _1"></span>apita<span class="_ _1"></span>łu <span class="_ _2"></span>rezerwowego <span class="_ _d"></span>utworzonego <span class="_ _d"></span>na <span class="_ _d"></span>ten <span class="_ _d"></span>cel <span class="_ _d"></span>zgodnie <span class="_ _d"></span>z <span class="_ _2"></span>art. <span class="_ _d"></span>363 <span class="_ _2"></span>§ <span class="_ _d"></span>6 </div><div class="t m0 x4 hf y59e ff3 fs6 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _d"></span>spółek <span class="_ _d"></span>han<span class="_ _1"></span>dlowych. <span class="_ _2"></span>Warto<span class="_ _1"></span>ść <span class="_ _d"></span>nabytych<span class="_ _1"></span> <span class="_ _2"></span>ak<span class="_ _1"></span>cji <span class="_ _2"></span>włas<span class="_ _1"></span>nych <span class="_ _d"></span>spowodowała <span class="_ _d"></span>zmniejszenie <span class="_ _d"></span>kapitał<span class="_ _1"></span>u <span class="_ _d"></span>rezerwowego <span class="_ _d"></span>oraz </div><div class="t m0 x4 hf y5bd ff3 fs6 fc0 sc0 ls0 ws0">odpowiednie zwiększenie zy<span class="_ _1"></span>sków zatrzyman<span class="_ _1"></span>ych o kwotę 8<span class="_ _1"></span><span class="ff2"> </span>090 tys<span class="_ _1"></span>. zł.    .<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 xe hf y196 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y5be ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">42<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">18.<span class="ffb ls0"> <span class="ff5">Zyski <span class="ff4">za<span class="_ _0"></span>trzymane i d<span class="_ _0"></span>ywidendy <span class="_ _0"></span>przypadające na <span class="_ _0"></span>jedną akcję<span class="ff5"> </span></span></span></span></div><div class="t m0 x4 hf y4ce ff2 fs6 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>dn<span class="_ _1"></span>iu <span class="_ _d"></span>2<span class="_ _1"></span>4 <span class="_ _d"></span>czerwca <span class="_ _16"></span>2025 <span class="_ _d"></span><span class="ff3">r. <span class="_ _16"></span>Walne <span class="_ _d"></span>Zgromadzen<span class="_ _1"></span>ie <span class="_ _d"></span>Akcjona<span class="_ _1"></span>riuszy <span class="_ _16"></span>Spółki <span class="_ _d"></span>Toya <span class="_ _16"></span>S.A. <span class="_ _d"></span>za<span class="_ _1"></span>twierdziło <span class="_ _16"></span>sprawozdanie <span class="_ _d"></span>finans<span class="_ _1"></span>owe </span></div><div class="t m0 x4 hf y56d ff2 fs6 fc0 sc0 ls0 ws0">TOYA. <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>za <span class="_ _10"> </span>2024 <span class="_ _10"> </span><span class="ff3">r., <span class="_ _10"> </span>a <span class="_ _10"> </span>także <span class="_ _10"></span>podjęło <span class="_ _10"> </span>decyzję <span class="_ _10"> </span>o <span class="_ _10"> </span>przekazaniu <span class="_ _10"> </span>zysku <span class="_ _10"> </span>za <span class="_ _10"> </span>202<span class="_ _1"></span></span>4 <span class="_ _10"> </span><span class="ff3">r. <span class="_ _10"> </span>w <span class="_ _10"> </span>wysokości <span class="_ _10"> </span></span><span class="ls3">55</span> <span class="ls3">653 <span class="_ _10"> </span></span><span class="ff3">tys<span class="_ _1"></span>. <span class="_ _10"> </span>zł <span class="_ _10"></span>na <span class="_ _16"></span>ka<span class="_ _1"></span>pitał </span></div><div class="t m0 x4 hf y56e ff2 fs6 fc0 sc0 ls0 ws0">zapasowy. </div><div class="t m0 x4 hf y56f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5bf ff3 fs6 fc0 sc0 ls0 ws0">Zgodnie z Kodeksem Spółek H<span class="_ _0"></span>andlowych z zysków zatrzymanych tworzony jest <span class="_ _0"></span>kapitał zapasowy, <span class="_ _1"></span>na którym gromadzi <span class="_ _0"></span>si<span class="ls20">ę </span></div><div class="t m0 x4 hf y5c0 ff3 fs6 fc0 sc0 ls0 ws0">co  najmniej  8%  zys<span class="_ _1"></span>ku  za  dany  rok  ob<span class="_ _1"></span>rotowy,  dopóki  kapitał<span class="_ _1"></span>  ten  nie  osiągnie  co  n<span class="_ _1"></span>ajmniej  jednej  trzeciej  kap<span class="_ _1"></span>itału </div><div class="t m0 x4 hf y5c1 ff3 fs6 fc0 sc0 ls0 ws0">zakładowego<span class="ff2">, <span class="_ _1"></span></span>tj. w przypad<span class="_ _1"></span>ku Spółki kwoty 2<span class="ff2"> <span class="_ _1"></span><span class="ls3">501</span> </span>tys. zł na <span class="_ _1"></span>dzień 31 grudnia 20<span class="ff2">25 </span>r. <span class="_ _1"></span>Kapitał ten jest <span class="_ _1"></span>wyłączony z podziału </div><div class="t m0 x4 hf y5c2 ff3 fs6 fc0 sc0 ls0 ws0">między <span class="_ _1"></span>akcjonar<span class="_ _1"></span>iuszy <span class="_ _2"></span>i <span class="_ _1"></span>może <span class="_ _1"></span>by<span class="_ _1"></span>ć <span class="_ _1"></span>użyty<span class="_ _1"></span> <span class="_ _1"></span>wyłącznie <span class="_ _1"></span>na <span class="_ _2"></span>pokrycie <span class="_ _1"></span>stra<span class="_ _1"></span>t. <span class="_ _1"></span>Na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>20<span class="_ _2"></span><span class="ff2">25 <span class="_ _2"></span>r. <span class="_ _1"></span>oraz <span class="_ _2"></span>31 <span class="_ _1"></span>grud<span class="_ _1"></span>nia <span class="_ _1"></span>20<span class="_ _1"></span>24 <span class="_ _2"></span><span class="lsd">r. </span></span></div><div class="t m0 x4 hf y5c3 ff3 fs6 fc0 sc0 ls0 ws0">kapitał zap<span class="_ _1"></span>asowy z tego tytułu <span class="_ _1"></span>był utworzony w wymagan<span class="_ _1"></span>ej <span class="_ _1"></span>wysokości<span class="ff2">. </span></div><div class="t m0 x4 hf y5c4 ff2 fs6 fc0 sc0 ls0 ws0">Zyski <span class="_ _2"></span>zatrzymane <span class="_ _2"></span>na <span class="_ _1"></span>31 <span class="_ _2"></span>grudnia <span class="_ _1"></span>20<span class="_ _1"></span>25 <span class="_ _1"></span>r. <span class="_ _2"></span>stanowi<span class="ff3 ls1d">ą <span class="_ _2"></span><span class="ls0">wynik <span class="_ _1"></span>bie<span class="_ _1"></span>żącego <span class="_ _1"></span>roku <span class="_ _2"></span>oraz <span class="_ _2"></span>kapita<span class="_ _1"></span>ł <span class="_ _1"></span>zap<span class="_ _1"></span>asowy <span class="_ _1"></span>utworzony<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _2"></span>z</span></span>ysk<span class="_ _1"></span><span class="ff3 ls1a">ów</span> <span class="_ _1"></span>z <span class="_ _1"></span>lat </div><div class="t m0 x4 hf y5c5 ff2 fs6 fc0 sc0 ls0 ws0">poprzednich <span class="_ _11"> </span>i <span class="_ _10"> </span>mo<span class="ff3 ls2f">gą</span> <span class="_ _11"> </span><span class="ff3">być <span class="_ _10"> </span>przekazan<span class="_ _1"></span></span>e <span class="_ _10"> </span><span class="ff3">na <span class="_ _11"> </span>wypłatę <span class="_ _10"> </span>dywidendy<span class="_ _1"></span>, <span class="_ _10"> </span>poza<span class="_ _1"></span> <span class="_ _10"> </span>kwotą <span class="_ _11"> </span>wyłączoną <span class="_ _10"> </span>z <span class="_ _10"> </span>podział<span class="_ _1"></span>u <span class="_ _10"> </span>wskaza<span class="_ _1"></span>ną <span class="_ _10"> </span>w <span class="_ _10"> </span>akapicie<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y5c6 ff3 fs6 fc0 sc0 ls0 ws0">powyżej.<span class="ff2"> </span></div><div class="t m0 x4 hf y5c7 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5c8 ff2 fs6 fc0 sc0 ls0 ws0">W 2025 oraz w 202<span class="_ _1"></span>4 <span class="ff3">r. spółka n<span class="_ _1"></span>ie wypłaciła d<span class="_ _1"></span></span>ywidendy. </div><div class="t m0 x75 hf y5c9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5ca ff3 fs6 fc0 sc0 ls0 ws0">Zarząd Spółki <span class="_ _1"></span>nie przedstawił propozy<span class="_ _1"></span>cji podziału wyniku<span class="_ _1"></span> finansowego za rok 20<span class="_ _2"></span><span class="ff2">25. </span></div><div class="t m0 xe h8 y5cb ff5 fs4 fc1 sc0 lsc ws0">19.<span class="ffb ls0"> <span class="ff4">Zobow<span class="_ _0"></span>iązania z ty<span class="_ _0"></span>tułu kredytów <span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y5cc ff3 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 2025 r. <span class="_ _1"></span>oraz 2024 r. Spółka n<span class="_ _1"></span>ie posiadała za<span class="_ _1"></span>dłużenia z tytułu k<span class="_ _1"></span>redytów bankowych.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5cd ff2 fs6 fc0 sc0 ls0 ws0">W tabeli przedstawion<span class="_ _1"></span>o <span class="ff3">uzgo<span class="_ _1"></span>dnienie zmian zadłu<span class="_ _1"></span>żenia</span> <span class="ff3">z <span class="_ _1"></span>tytułu</span> kredyt<span class="_ _1"></span><span class="ff3 ls1a">ów</span> bankowych <span class="_ _1"></span><span class="ff3">w ciągu roku obroto<span class="_ _1"></span>wego</span>: </div><div class="t m0 x75 hf y186 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5ce w5f h76"><div class="t m0 x6e h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y5ce w23 h76"><div class="t m0 x68 h11 y5cf ff5 fs2 fc0 sc0 ls0 ws0">Kredyty bankow<span class="_ _0"></span>e </div><div class="t m0 xd2 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">odnawialne </div></div><div class="c x4 y5d0 w5f h50"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c x100 y5d0 w23 h50"><div class="t m0 xe h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y5d1 w5f hd"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zaciągnięc<span class="_ _0"></span>ie kredytu<span class="ff2"> </span></div></div><div class="c x100 y5d1 w23 hd"><div class="t m0 x49 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">31 971      </span></div></div><div class="c x4 y5d2 w5f h66"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> za okres (nota <span class="ls5">29</span>) </div></div><div class="c x100 y5d2 w23 h66"><div class="t m0 x4e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">451      </span></div></div><div class="c x4 y5d3 w5f h67"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> spłacone<span class="ff2"> </span></div></div><div class="c x100 y5d3 w23 h67"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(451)     </span></div></div><div class="c x4 y5d4 w5f h66"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Spłata kapitału<span class="ff2"> </span></div></div><div class="c x100 y5d4 w23 h66"><div class="t m0 x4e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(31 971)     </span></div></div><div class="c x4 y5d5 w5f h50"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2024 </div></div><div class="c x100 y5d5 w23 h50"><div class="t m0 xe h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">-<span class="ls6">     </span> </div></div><div class="c x4 y55e w5f h66"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zaciągnięc<span class="_ _0"></span>ie kredytu<span class="ff2"> </span></div></div><div class="c x100 y55e w23 h66"><div class="t m0 x49 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">15 192      </span></div></div><div class="c x4 y5d6 w5f h67"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> za okres (nota <span class="ls5">29</span>) </div></div><div class="c x100 y5d6 w23 h67"><div class="t m0 x49 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">81      </span></div></div><div class="c x4 y5d7 w5f h66"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> spłacone<span class="ff2"> </span></div></div><div class="c x100 y5d7 w23 h66"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(81)     </span></div></div><div class="c x4 y1b9 w5f h66"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Spłata kapitału<span class="ff2"> </span></div></div><div class="c x100 y1b9 w23 h66"><div class="t m0 x4e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(15 192)     </span></div></div><div class="c x4 y5b8 w5f h50"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a 2025 </div></div><div class="c x100 y5b8 w23 h50"><div class="t m0 x49 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y5d8 w5f h50"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0"> - <span class="ff3">długoterminowe<span class="_ _0"></span><span class="ff5"> </span></span></div></div><div class="c x100 y5d8 w23 h50"><div class="t m0 xe h11 y66 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x4 y538 w5f h50"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0"> - <span class="ff3">krótkoter<span class="_ _0"></span>minowe<span class="ff5"> </span></span></div></div><div class="c x100 y538 w23 h50"><div class="t m0 xe h11 y66 ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x18 h1e y5d9 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5da ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5db ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5dc ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _3"></span>roku za<span class="_ _0"></span>kończonym <span class="_ _3"></span>31 grud<span class="_ _0"></span>nia <span class="_ _3"></span>2025 <span class="_ _0"></span>r. <span class="_ _3"></span>Spółka <span class="_ _3"></span>za<span class="_ _1"></span>warła <span class="_ _3"></span>nową <span class="_ _3"></span>umowę <span class="_ _3"></span>kredytu<span class="_ _1"></span>, <span class="_ _3"></span>której w<span class="_ _0"></span>arunki <span class="_ _3"></span>n<span class="_ _1"></span>ie <span class="_ _3"></span>odbiegają <span class="_ _3"></span>od<span class="_ _1"></span> <span class="_ _3"></span>warunków </div><div class="t m0 x4 hf y5dd ff3 fs6 fc0 sc0 ls0 ws0">rynkowych. W trakcie 2025 <span class="_ _0"></span>r. <span class="_ _0"></span>nie miały miejsca istotne <span class="_ _3"></span>zmian<span class="_ _1"></span>y warunków umownych kredytów ani zmiany <span class="_ _3"></span>o<span class="_ _1"></span>czekiwanych </div><div class="t m0 x4 hf y5de ff3 fs6 fc0 sc0 ls0 ws0">przepływów pieniężnych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x18 h1e y35e ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5df ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5e0 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5e1 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h1e y5e2 ff5 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">43<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x18 h1e y41 ff4 fs6 fc0 sc0 ls0 ws0">Charakterystyka um<span class="_ _1"></span>ów kredytowych:<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x18 h1e y170 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y5e3 w82 h19"><div class="t m0 x19 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Przedmiot i warto<span class="_ _0"></span>ść umowy<span class="ff5"> </span></div></div><div class="c x101 y5e3 w3f h19"><div class="t m0 x19 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Nazwa Banku  </div></div><div class="c x102 y5e3 w37 h19"><div class="t m0 xa6 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Kwota kredytu </div><div class="t m0 x3c h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">wg umowy na </div><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31.12.2025 <span class="ls1c">r.</span> </div></div><div class="c xe7 y5e3 w7b h19"><div class="t m0 xb8 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Aktualne </div><div class="t m0 x5b h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">oprocentowanie </div></div><div class="c x89 y5e3 w73 h19"><div class="t m0 x21 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Data wygaśnięcia<span class="_ _3"></span><span class="ff5"> </span></div></div><div class="c xf y5e4 w82 h77"><div class="t m0 x19 h6 y5e5 ff3 fs2 fc0 sc0 ls0 ws0">Umowa o kredy<span class="_ _0"></span>t w rachunk<span class="_ _0"></span>u bieżącym </div><div class="t m0 x19 h6 y134 ff2 fs2 fc0 sc0 ls0 ws0">WAR/8833/20/32<span class="_ _0"></span>6/CB  </div></div><div class="c x101 y5e4 w3f h77"><div class="t m0 x19 h6 y5e5 ff2 fs2 fc0 sc0 ls0 ws0">BNP Paribas B<span class="_ _0"></span>ank Polsk<span class="_ _0"></span>a S.A. z </div><div class="t m0 x19 h6 y134 ff3 fs2 fc0 sc0 ls0 ws0">siedzibą w Warsza<span class="_ _0"></span>wie<span class="ff2"> </span></div></div><div class="c x102 y5e4 w37 h77"><div class="t m0 x32 h6 y5e6 ff2 fs2 fc0 sc0 ls0 ws0">25 000 </div></div><div class="c xe7 y5e4 w7b h77"><div class="t m0 x1d h6 y5e5 ff2 fs2 fc0 sc0 ls0 ws0">WIBOR 1 M + </div><div class="t m0 x5f h6 y134 ff3 fs2 fc0 sc0 ls0 ws0">marża banku<span class="ff2"> </span></div></div><div class="c x89 y5e4 w73 h77"><div class="t m0 x22 h6 y5e6 ff2 fs2 fc0 sc0 ls0 ws0">17 listopa<span class="_ _0"></span>da 2026 <span class="ls30">r.</span> </div></div><div class="c xf y5e7 w82 h77"><div class="t m0 x19 h6 y5e5 ff3 fs2 fc0 sc0 ls0 ws0">Umowa o kredy<span class="_ _0"></span>t w rachunk<span class="_ _0"></span>u bieżącym nr </div><div class="t m0 x19 h6 y114 ff2 fs2 fc0 sc0 ls0 ws0">09/030/19/Z/VV<span class="_ _0"></span> </div></div><div class="c x101 y5e7 w3f h77"><div class="t m0 x19 h6 y5e5 ff3 fs2 fc0 sc0 ls0 ws0">mBank S.A. z sie<span class="_ _0"></span>dzibą w </div><div class="t m0 x19 h6 y114 ff2 fs2 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x102 y5e7 w37 h77"><div class="t m0 x32 h6 y5e6 ff2 fs2 fc0 sc0 ls0 ws0">60 000 </div></div><div class="c xe7 y5e7 w7b h77"><div class="t m0 x29 h6 y5e5 ff2 fs2 fc0 sc0 ls0 ws0">WIBOR ON + </div><div class="t m0 x5f h6 y114 ff3 fs2 fc0 sc0 ls0 ws0">marża banku<span class="ff2"> </span></div></div><div class="c x89 y5e7 w73 h77"><div class="t m0 x49 h6 y5e6 ff2 fs2 fc0 sc0 ls0 ws0">26 marca 2026 <span class="ls30">r.</span> </div></div><div class="c xf y13 w82 h78"><div class="t m0 x19 h6 y5e8 ff3 fs2 fc0 sc0 ls0 ws0">Umowa o kredy<span class="_ _0"></span>t w rachunk<span class="_ _0"></span>u bieżącym nr </div><div class="t m0 x19 h6 y134 ff2 fs2 fc0 sc0 ls0 ws0">K01535/25 </div></div><div class="c x101 y13 w3f h78"><div class="t m0 x19 h6 y5e8 ff2 fs2 fc0 sc0 ls0 ws0">Santander B<span class="_ _0"></span>ank Polsk<span class="_ _0"></span>a S.A. w </div><div class="t m0 x19 h6 y134 ff2 fs2 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x102 y13 w37 h78"><div class="t m0 x32 h6 y5e6 ff2 fs2 fc0 sc0 ls0 ws0">70 000 </div></div><div class="c xe7 y13 w7b h78"><div class="t m0 x1d h6 y5e8 ff2 fs2 fc0 sc0 ls0 ws0">WIBOR 1 M + </div><div class="t m0 x5f h6 y134 ff3 fs2 fc0 sc0 ls0 ws0">marża banku<span class="ff2"> </span></div></div><div class="c x89 y13 w73 h78"><div class="t m0 x5a h6 y5e6 ff2 fs2 fc0 sc0 ls5 ws0">12<span class="ls0"> grudnia 2027 <span class="ls30">r.</span> </span></div></div><div class="c xf y5e9 w82 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania raze<span class="_ _0"></span>m, w tym:<span class="ff5"> </span></div></div><div class="c x101 y5e9 w3f h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y5e9 w37 h12"><div class="t m0 x4c h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">155 000 </div></div><div class="c xe7 y5e9 w7b h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x89 y5e9 w73 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y5ea w82 h64"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">część krótk<span class="_ _0"></span>oterminowa<span class="ff2"> </span></span></div></div><div class="c x101 y5ea w3f h64"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y5ea w37 h64"><div class="t m0 x4c h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">155 000 </div></div><div class="c xe7 y5ea w7b h64"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x89 y5ea w73 h64"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y5eb w82 h1a"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">część długote<span class="_ _0"></span>rminowa<span class="ff2"> </span></span></div></div><div class="c x101 y5eb w3f h1a"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y5eb w37 h1a"><div class="t m0 xf h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y5eb w7b h1a"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x89 y5eb w73 h1a"><div class="t m0 x19 h61 yec ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y5ec ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5ed ff3 fs6 fc0 sc0 ls0 ws0">Marże banków doty<span class="_ _1"></span>czące kredytó<span class="_ _1"></span>w wymienionych w powy<span class="_ _1"></span>ższej<span class="_ _1"></span><span class="ff2"> </span>tabeli nie przekra<span class="_ _1"></span>czają<span class="ff2"> 1<span class="ls17">%.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 hf y5ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5ef ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _d"></span>zab<span class="_ _1"></span>ezpieczeń <span class="_ _d"></span>hipoteczny<span class="_ _1"></span>ch <span class="_ _d"></span>została <span class="_ _16"></span>ustalona <span class="_ _d"></span>jako <span class="_ _2"></span>s<span class="_ _1"></span>uma <span class="_ _d"></span>zabezp<span class="_ _1"></span>ieczeń <span class="_ _d"></span>ustanowion<span class="_ _1"></span>ych <span class="_ _d"></span>na <span class="_ _16"></span>rzecz <span class="_ _2"></span>poszczególn<span class="_ _1"></span>ych </div><div class="t m0 x4 hf y5f0 ff3 fs6 fc0 sc0 ls0 ws0">banków <span class="_ _10"></span>kredytujących, <span class="_ _10"> </span>w <span class="_ _16"></span>wy<span class="_ _1"></span>sokości <span class="_ _10"> </span>wymaganej <span class="_ _10"></span>przez <span class="_ _16"></span>ba<span class="_ _1"></span>nki <span class="_ _10"> </span>(w <span class="_ _16"></span>wys<span class="_ _1"></span>okości <span class="_ _10"> </span>wynikającej <span class="_ _10"> </span>z <span class="_ _11"> </span><span class="ff2">umowy).<span class="_ _1"></span> <span class="_ _16"></span></span>Warto<span class="_ _1"></span>ść <span class="_ _16"></span>ks<span class="_ _1"></span>ięgowa </div><div class="t m0 x4 hf y5f1 ff3 fs6 fc0 sc0 ls0 ws0">aktywów, <span class="_ _1"></span>na <span class="_ _2"></span>których <span class="_ _1"></span>usta<span class="_ _1"></span>nowiono <span class="_ _1"></span>zabezpieczenie <span class="_ _1"></span>w <span class="_ _2"></span>postaci <span class="_ _1"></span>hip<span class="_ _1"></span>oteki <span class="_ _1"></span>wynos<span class="_ _1"></span>i n<span class="_ _1"></span>a <span class="_ _d"></span><span class="ff2">31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2025 <span class="_ _2"></span><span class="lsd">r. <span class="_ _1"></span><span class="ls3">10</span></span> <span class="_ _1"></span><span class="ls3">302</span> <span class="_ _1"></span></span>tys<span class="_ _1"></span>. <span class="_ _1"></span>zł <span class="_ _1"></span>(na <span class="_ _1"></span>31 </div><div class="t m0 x4 hf y5f2 ff2 fs6 fc0 sc0 ls0 ws0">grudnia <span class="_ _16"></span>2024 <span class="_ _16"></span>r. <span class="_ _16"></span>9 671 <span class="_ _16"></span><span class="ff3">tys. <span class="_ _16"></span>zł). <span class="_ _16"></span>Wartoś<span class="_ _1"></span>ć <span class="_ _16"></span>zabezpieczenia <span class="_ _16"></span>w <span class="_ _16"></span>postaci <span class="_ _16"></span>przewłas<span class="_ _1"></span>zczenia <span class="_ _16"></span>zapasów <span class="_ _16"></span>wraz <span class="_ _16"></span>z <span class="_ _16"></span>cesją <span class="_ _16"></span>praw <span class="_ _16"></span>z <span class="_ _16"></span>polisy </span></div><div class="t m0 x4 hf y5f3 ff3 fs6 fc0 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _2"></span>została <span class="_ _2"></span>ustalona <span class="_ _2"></span>w <span class="_ _1"></span>maksymalnej <span class="_ _2"></span>wyso<span class="_ _1"></span>kości <span class="_ _1"></span>wynika<span class="_ _1"></span>jącej <span class="_ _1"></span>z <span class="_ _2"></span>umów <span class="_ _2"></span>i <span class="_ _1"></span>wyn<span class="_ _1"></span>osi <span class="_ _d"></span><span class="ff2 ls3">20<span class="ls0"> </span>109<span class="ls0"> <span class="_ _2"></span></span></span>tys. <span class="_ _1"></span>zł<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _2"></span><span class="ff2">31 <span class="_ _2"></span>grudnia </span></div><div class="t m0 x4 hf y5f4 ff2 fs6 fc0 sc0 ls3 ws0">202<span class="ls0">5r. (52 <span class="ff3">109 tys<span class="_ _1"></span>. zł na 31 gru<span class="_ _1"></span>dnia 2024 r.)</span>.<span class="_ _1"></span>  </span></div><div class="t m0 x4 hf y489 ff3 fs6 fc0 sc0 ls0 ws0">Zabezpieczenia <span class="_ _17"> </span>obowiązują<span class="_ _1"></span> <span class="_ _17"> </span>w <span class="_ _2c"> </span>cały<span class="_ _1"></span>m <span class="_ _2c"> </span>okres<span class="_ _1"></span>ie <span class="_ _17"> </span>trwania <span class="_ _17"> </span>umów <span class="_ _17"> </span>kredytowych. <span class="_ _17"> </span>Spó<span class="_ _1"></span>łka <span class="_ _17"> </span>ma <span class="_ _17"> </span>ograniczone <span class="_ _17"> </span>możliwości<span class="_ _1"></span> </div><div class="t m0 x4 hf y5f5 ff3 fs6 fc0 sc0 ls0 ws0">dyspono<span class="_ _1"></span>wania aktywami, na których jest <span class="_ _1"></span>ustanowione zab<span class="_ _1"></span><span class="ff2">ezp<span class="_ _1"></span>ieczenie w postaci h<span class="_ _1"></span>ipoteki<span class="ls4">. </span> </span></div><div class="t m0 x4 h1e y5f6 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y5f7 ff5 fs6 fc0 sc0 ls0 ws0">Efektywna stopa<span class="_ _1"></span> <span class="ff4">procentowa kred<span class="_ _1"></span>ytów</span> </div><div class="t m0 x4 hf y3e7 ff3 fs6 fc0 sc0 ls0 ws0">Efektywne <span class="_ _25"> </span>stopy <span class="_ _25"> </span>procento<span class="_ _1"></span>we <span class="_ _25"> </span>są <span class="_ _25"> </span>zbliżone <span class="_ _25"> </span>do<span class="_ _1"></span> <span class="_ _25"> </span>nominalnego <span class="_ _25"> </span>opro<span class="_ _1"></span>centowania<span class="_ _1"></span><span class="ff2">,<span class="_ _1"></span> <span class="_ _25"> </span></span>obliczon<span class="_ _1"></span>ego <span class="_ _25"> </span>według <span class="_ _25"> </span>umów <span class="_ _25"> </span>opis<span class="_ _1"></span>anych </div><div class="t m0 x4 hf y5f8 ff3 fs6 fc0 sc0 ls0 ws0">powyżej.<span class="ff2"> <span class="_ _2"></span></span>Średnioważony<span class="_ _1"></span> <span class="_ _1"></span>ko<span class="_ _1"></span>szt <span class="_ _1"></span>kr<span class="_ _1"></span>edytu <span class="_ _2"></span><span class="ff2">(bez <span class="_ _2"></span>prowizji) <span class="_ _2"></span>na <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2025 <span class="_ _2"></span></span>r. <span class="_ _2"></span>wynosił <span class="_ _2"></span><span class="ff2">4,<span class="ls3">41</span>% <span class="_ _2"></span>(na <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2024 <span class="_ _2"></span>wynosi</span>ł<span class="ff2"> </span></div><div class="t m0 x4 hf y5f9 ff2 fs6 fc0 sc0 ls0 ws0">6,37%<span class="ls21">).</span> </div><div class="t m0 x4 h1e y5fa ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y5fb ff4 fs6 fc0 sc0 ls0 ws0">Realizacja postanowień<span class="_ _1"></span> umownych<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x4 hf y5fc ff2 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _1"></span>31 <span class="_ _2"></span>grudnia <span class="_ _1"></span>2025 <span class="_ _2"></span><span class="ff3">r. <span class="_ _1"></span>nie <span class="_ _2"></span>wystąpiły <span class="_ _1"></span>narus<span class="_ _1"></span>zenia <span class="_ _1"></span>spłat <span class="_ _1"></span>kredytó<span class="_ _1"></span></span>w <span class="_ _1"></span><span class="ff3">an<span class="_ _1"></span>i <span class="_ _1"></span>naruszenia <span class="_ _2"></span>innych <span class="_ _1"></span>warunków <span class="_ _2"></span>umów <span class="_ _1"></span>kredytów, <span class="_ _2"></span>które </span></div><div class="t m0 x4 hf y5fd ff3 fs6 fc0 sc0 ls0 ws0">mogłyby sku<span class="_ _1"></span>tkować żądaniem wcześniejszej <span class="_ _1"></span>spłaty z<span class="_ _1"></span>obowiązań.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5fe ff3 fs6 fc0 sc0 ls0 ws0">Umowy <span class="_ _11"> </span>kredytów <span class="_ _10"> </span>p<span class="_ _1"></span>rzewidują, <span class="_ _11"> </span>iż <span class="_ _11"> </span>w <span class="_ _10"> </span>całym <span class="_ _11"> </span>okresie <span class="_ _11"> </span>kredytowania <span class="_ _11"> </span>kredytobiorca <span class="_ _11"> </span>zobowiązuje <span class="_ _11"> </span>się <span class="_ _10"> </span>do <span class="_ _11"> </span>utrzymywania <span class="_ _11"> </span>na </div><div class="t m0 x4 hf y5ff ff3 fs6 fc0 sc0 ls0 ws0">ustalonym poziomie <span class="_ _0"></span>wskaźnika kapitalizacji i<span class="_ _0"></span> <span class="_ _0"></span>wskaźnika zadłużenia <span class="_ _3"></span>ora<span class="_ _1"></span>z <span class="_ _0"></span>do u<span class="_ _0"></span>trzymywania w<span class="_ _0"></span>pływów na <span class="_ _0"></span>rachunki bankowe </div><div class="t m0 x4 hf y566 ff3 fs6 fc0 sc0 ls0 ws0">w wielkości usta<span class="_ _1"></span>lonej, zgodnie z <span class="_ _1"></span>warunkami umów kredyto<span class="_ _1"></span>wych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y600 ff3 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> </span>posiada ugruntowane relacje <span class="_ _3"></span>z bankami i <span class="_ _0"></span>w dotychczasowej historii <span class="_ _0"></span>nie miała <span class="_ _0"></span>problemu z <span class="_ _3"></span>od<span class="_ _1"></span>nawianiem kredytów. </div><div class="t m0 x4 hf y601 ff3 fs6 fc0 sc0 ls0 ws0">Na tej pods<span class="_ _1"></span>tawie Zarząd uważa, że ryzyko<span class="_ _1"></span> związane z krótk<span class="_ _1"></span>oterminowym <span class="_ _1"></span><span class="ff2">finansowan<span class="_ _1"></span>iem jest niewielkie.<span class="_ _1"></span> <span class="_ _e"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">44<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">20.<span class="ffb ls0"> <span class="ff4">Zobow<span class="_ _0"></span>iązania z ty<span class="_ _0"></span>tułu dostaw i u<span class="_ _0"></span>sług oraz pozo<span class="_ _0"></span>stałe zobowią<span class="_ _0"></span>zania<span class="ff5"> </span></span></span></div></div><div class="c xf y602 w83 h79"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y602 w84 h79"><div class="t m0 x48 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x1b h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x65 y602 w57 h79"><div class="t m0 xd8 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x104 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c xf y603 w83 h51"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y603 w84 h51"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x65 y603 w57 h51"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y604 w83 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług wobec je<span class="_ _0"></span>dnostek po<span class="_ _0"></span>wiązanych<span class="ff2"> </span></div></div><div class="c x103 y604 w84 h26"><div class="t m0 x6e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">15 269 </div></div><div class="c x65 y604 w57 h26"><div class="t m0 x95 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">44 281 </div></div><div class="c xf y2f8 w83 h4c"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu dost<span class="_ _0"></span>aw i usług wobec je<span class="_ _0"></span>dnostek po<span class="_ _0"></span>zostałych<span class="ff2"> </span></div></div><div class="c x103 y2f8 w84 h4c"><div class="t m0 x6e h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">15 265 </div></div><div class="c x65 y2f8 w57 h4c"><div class="t m0 x95 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">17 905 </div></div><div class="c xf y402 w83 h4c"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"></span>ułu dostaw i<span class="_ _0"></span> usług razem<span class="ff5"> </span></div></div><div class="c x103 y402 w84 h4c"><div class="t m0 x6e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">30 534 </div></div><div class="c x65 y402 w57 h4c"><div class="t m0 x95 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">62 186 </div></div><div class="c xf y605 w83 h51"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y605 w84 h51"><div class="t m0 xcb hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c x65 y605 w57 h51"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c xf y606 w83 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu podat<span class="_ _0"></span>ków<span class="ff2"> </span></div></div><div class="c x103 y606 w84 h26"><div class="t m0 x6b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">7 062 </div></div><div class="c x65 y606 w57 h26"><div class="t m0 xcd h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">7 377 </div></div><div class="c xf y607 w83 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu spodzie<span class="_ _0"></span>wanych zwrotó<span class="_ _0"></span>w<span class="ff2"> </span></div></div><div class="c x103 y607 w84 h26"><div class="t m0 x6c h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">590<span class="ls0"> </span></div></div><div class="c x65 y607 w57 h26"><div class="t m0 x6f h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">930<span class="ls0"> </span></div></div><div class="c xf y608 w83 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Zaliczki o<span class="_ _0"></span>trzymane </div></div><div class="c x103 y608 w84 h26"><div class="t m0 x6c h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">611<span class="ls0"> </span></div></div><div class="c x65 y608 w57 h26"><div class="t m0 x6f h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">418<span class="ls0"> </span></div></div><div class="c xf y609 w83 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _0"></span>zania wobec je<span class="_ _0"></span>dnoste<span class="_ _0"></span>k pozostałyc<span class="_ _0"></span>h<span class="ff2"> </span></div></div><div class="c x103 y609 w84 h2a"><div class="t m0 x6a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">31<span class="ls0"> </span></div></div><div class="c x65 y609 w57 h2a"><div class="t m0 x6e h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">54<span class="ls0"> </span></div></div><div class="c xf y14c w83 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu udzielo<span class="_ _0"></span>nych gwaranc<span class="_ _0"></span>ji i poręczeń<span class="ff2"> </span></div></div><div class="c x103 y14c w84 h26"><div class="t m0 xcb h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y14c w57 h26"><div class="t m0 x6e h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">40<span class="ls0"> </span></div></div><div class="c xf y60a w83 h4c"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Pozostałe zobowi<span class="_ _0"></span>ązania krótk<span class="_ _0"></span>otermi<span class="_ _0"></span>nowe razem<span class="ff5"> </span></div></div><div class="c x103 y60a w84 h4c"><div class="t m0 x6b h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">8 294 </div></div><div class="c x65 y60a w57 h4c"><div class="t m0 xcd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">8 819 </div></div><div class="c xf y60b w83 h7a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y60b w84 h7a"><div class="t m0 xcb hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c x65 y60b w57 h7a"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c xf y60c w83 h4c"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x103 y60c w84 h4c"><div class="t m0 x6e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">38 828 </div></div><div class="c x65 y60c w57 h4c"><div class="t m0 x95 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">71 005 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 hf y14f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y60d ff3 fs6 fc0 sc0 ls0 ws0">Zaliczki otrzymane sta<span class="_ _1"></span>nowią zobowiązan<span class="_ _1"></span>ia z tytułu umowy z<span class="_ _1"></span>godnie z MSSF 15.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y60e ff3 fs6 fc0 sc0 ls0 ws0">Przeciętny okres spł<span class="_ _1"></span>aty zobowiązań wyn<span class="_ _1"></span>osi <span class="_ _1"></span><span class="ff2">21 dni. </span></div><div class="t m0 x4 hf y60f ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _16"></span>roku <span class="_ _16"></span>zakończonym <span class="_ _16"></span>31 <span class="_ _16"></span>grudnia <span class="_ _16"></span>20<span class="ff2">25 <span class="_ _16"></span></span>roku<span class="_ _1"></span>, <span class="_ _16"></span>Spółka <span class="_ _16"></span>ujęła <span class="_ _16"></span>przychody <span class="_ _16"></span>w <span class="_ _16"></span>wysokości <span class="_ _10"> </span><span class="ff2 ls3">54<span class="ls0"> <span class="_ _16"></span></span></span>tys. <span class="_ _d"></span>zł<span class="_ _1"></span>, <span class="_ _16"></span>które <span class="_ _16"></span>uwzględnione <span class="_ _16"></span>były </div><div class="t m0 x4 hf y126 ff2 fs6 fc0 sc0 ls1e ws0">na<span class="ls0"> <span class="ff3">saldzie zaliczek na <span class="_ _1"></span>początku okresu.<span class="_ _1"></span></span> </span></div><div class="t m0 xe h8 y610 ff5 fs4 fc1 sc0 lsc ws0">21.<span class="ffb ls0"> <span class="ff4">Zobow<span class="_ _0"></span>iązania z ty<span class="_ _0"></span>tułu świadczeń p<span class="_ _0"></span>racownic<span class="_ _0"></span>zych<span class="ff5"> </span></span></span></div></div><div class="c x4 yf1 w85 h29"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9d yf1 w86 h29"><div class="t m0 x97 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x105 yf1 w87 h29"><div class="t m0 x97 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y611 w85 h2f"><div class="t m0 x19 h6 y612 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9d y611 w86 h2f"><div class="t m0 x19 h6 y612 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y611 w87 h2f"><div class="t m0 x19 h6 y612 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y613 w85 h3f"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rezerwy na świ<span class="_ _0"></span>adczenia emer<span class="_ _0"></span>ytalno<span class="ff2">-</span>rent<span class="_ _0"></span>owe i odprawy<span class="_ _0"></span> pośmiertne<span class="ff2"> </span></div></div><div class="c x9d y613 w86 h3f"><div class="t m0 x86 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">971<span class="ls0"> </span></div></div><div class="c x105 y613 w87 h3f"><div class="t m0 x6b h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">756<span class="ls0"> </span></div></div><div class="c x4 y26 w85 h7b"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"></span>ułu świadc<span class="_ _0"></span>zeń pracowniczy<span class="_ _0"></span>ch <span class="ff5">- </span>część długotermino<span class="_ _0"></span>wa<span class="ff5"> </span></div></div><div class="c x9d y26 w86 h7b"><div class="t m0 x86 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">971<span class="ls0"> </span></div></div><div class="c x105 y26 w87 h7b"><div class="t m0 x6b h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">756<span class="ls0"> </span></div></div><div class="c x4 y5d2 w85 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x9d y5d2 w86 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y5d2 w87 h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y614 w85 h7c"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rezerwy na świ<span class="_ _0"></span>adczenia emer<span class="_ _0"></span>ytalno<span class="ff2">-</span>rent<span class="_ _0"></span>owe i odprawy<span class="_ _0"></span> pośmiertne<span class="ff2"> </span></div></div><div class="c x9d y614 w86 h7c"><div class="t m0 x24 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">35<span class="ls0"> </span></div></div><div class="c x105 y614 w87 h7c"><div class="t m0 x24 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">47<span class="ls0"> </span></div></div><div class="c x4 y615 w85 h40"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu wynagrodzeń<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x9d y615 w86 h40"><div class="t m0 x3 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">10 169 </div></div><div class="c x105 y615 w87 h40"><div class="t m0 xdd h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">7 357 </div></div><div class="c x4 y616 w85 h5b"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu niewy<span class="_ _0"></span>korzystanych <span class="_ _0"></span>urlopów<span class="ff2"> </span></div></div><div class="c x9d y616 w86 h5b"><div class="t m0 xdd h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">2 397 </div></div><div class="c x105 y616 w87 h5b"><div class="t m0 xdd h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">2 091 </div></div><div class="c x4 y617 w85 h7d"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"></span>ułu świadc<span class="_ _0"></span>zeń pracowniczy<span class="_ _0"></span>ch <span class="ff5">- </span>część krótkot<span class="_ _0"></span>erminowa<span class="ff5"> </span></div></div><div class="c x9d y617 w86 h7d"><div class="t m0 x3 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">12 601 </div></div><div class="c x105 y617 w87 h7d"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">9 495 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h1e y26a ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y3c5 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>wypłaca <span class="_ _13"> </span>odprawy <span class="_ _13"> </span>emerytalno<span class="_ _1"></span><span class="ff2">-</span>rentowe <span class="_ _13"> </span>oraz <span class="_ _13"> </span>pośmiertne <span class="_ _13"> </span>zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span>Kodeksem <span class="_ _13"> </span>Pracy, <span class="_ _13"> </span>tj. <span class="_ _13"> </span>w <span class="_ _13"> </span>wysokości </div><div class="t m0 x4 hf y618 ff3 fs6 fc0 sc0 ls0 ws0">jednomiesięcznego <span class="_ _d"></span>wynagrod<span class="_ _1"></span>zenia. <span class="_ _d"></span>Wa<span class="_ _1"></span>rtość <span class="_ _d"></span>rezerwy <span class="_ _2"></span>n<span class="_ _1"></span>a <span class="_ _d"></span>odprawy <span class="_ _d"></span>emerytalno<span class="_ _1"></span><span class="ff2">-</span>rentowe <span class="_ _d"></span>oraz <span class="_ _d"></span>p<span class="_ _1"></span>ośmiertne <span class="_ _d"></span><span class="ff2">na <span class="_ _d"></span>31 <span class="_ _d"></span>grudnia </span></div><div class="t m0 x4 hf y619 ff2 fs6 fc0 sc0 ls3 ws0">20<span class="ls0">25 oraz 31 grudn<span class="_ _1"></span>ia </span>20<span class="ls0">24 <span class="ff3">r. z<span class="_ _1"></span>ostała oszacowan<span class="_ _1"></span>a przez aktuariusza<span class="_ _1"></span>. Główne przyjęte zał<span class="_ _1"></span>ożenia aktuarialne:<span class="_ _1"></span></span>  </span></div></div><div class="c x4 y61a w85 h10"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ff4">Założenia</span> </div></div><div class="c x9d y61a w88 h10"><div class="t m0 x31 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x105 y61a w89 h10"><div class="t m0 x31 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y61b w85 h2b"><div class="t m0 x19 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0">Stopa dysk<span class="_ _0"></span>onta (stopa wo<span class="_ _0"></span>lna od ryzyka) </div></div><div class="c x9d y61b w88 h2b"><div class="t m0 x4 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0">5,06% </div></div><div class="c x105 y61b w89 h2b"><div class="t m0 x4 h6 y421 ff2 fs2 fc0 sc0 ls0 ws0">5,80% </div></div><div class="c x4 y514 w85 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Stopa wzrostu <span class="_ _0"></span>wynagrodzeń<span class="ff2"> </span></div></div><div class="c x9d y514 w88 h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y514 w89 h26"><div class="t m0 xe h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y61c w85 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> - w pierwszym roku<span class="_ _3"></span> </div></div><div class="c x9d y61c w88 h26"><div class="t m0 x4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">3,50% </div></div><div class="c x105 y61c w89 h26"><div class="t m0 x4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">9,00% </div></div><div class="c x4 y61d w85 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> - w drugim roku<span class="_ _0"></span> </div></div><div class="c x9d y61d w88 h2a"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3,50% </div></div><div class="c x105 y61d w89 h2a"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">7,00% </div></div><div class="c x4 y61e w85 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> - w trzecim roku<span class="_ _0"></span> </div></div><div class="c x9d y61e w88 h26"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3,50% </div></div><div class="c x105 y61e w89 h26"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">5,00% </div></div><div class="c x4 y61f w85 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> - w kolejnych <span class="_ _0"></span>latach </div></div><div class="c x9d y61f w88 h26"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3,50% </div></div><div class="c x105 y61f w89 h26"><div class="t m0 x4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3,50% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y620 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y360 ff3 fs6 fc0 sc0 ls0 ws0">Założenia doty<span class="_ _1"></span>czące przyszłej umieralności są u<span class="_ _1"></span>stalane na <span class="_ _1"></span>podstawie publikowanych<span class="_ _1"></span> statystyk przez GUS.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y621 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">45<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff3 fs6 fc0 sc0 ls0 ws0">Poniżej przedsta<span class="_ _1"></span>wiono rachunek zyskó<span class="_ _1"></span>w i strat aktuarialny<span class="_ _1"></span>ch.<span class="ff2"> </span></div><div class="t m0 xe hf y622 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y623 w64 h10"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y623 w8a h10"><div class="t m0 x67 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 xae h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x106 y623 w8b h10"><div class="t m0 x32 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia  </div><div class="t m0 xdd h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y624 w64 h50"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">wartość bieżąca <span class="_ _0"></span>zobowiązania na 1 s<span class="_ _3"></span>tycz<span class="_ _1"></span>nia<span class="ff5"> </span></div></div><div class="c xe7 y624 w8a h50"><div class="t m0 x53 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">803      </span></div></div><div class="c x106 y624 w8b h50"><div class="t m0 x1e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">731      </span></div></div><div class="c x4 y46 w64 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">koszty bie<span class="_ _0"></span>żącego zatrudnie<span class="_ _0"></span>nia<span class="ff2"> </span></div></div><div class="c xe7 y46 w8a h26"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">71      </span></div></div><div class="c x106 y46 w8b h26"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">63      </span></div></div><div class="c x4 y625 w64 hd"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">odsetki<span class="_ _0"></span> netto od zobowiązani<span class="_ _0"></span>a netto<span class="ff2"> </span></div></div><div class="c xe7 y625 w8a hd"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">45      </span></div></div><div class="c x106 y625 w8b hd"><div class="t m0 x5c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">36      </span></div></div><div class="c x4 y626 w64 h66"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">zyski lub s<span class="_ _0"></span>traty aktuari<span class="_ _0"></span>alne, w tym powstałe w wy<span class="_ _0"></span>niku:<span class="ff2"> </span></div></div><div class="c xe7 y626 w8a h66"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">109      </span></div></div><div class="c x106 y626 w8b h66"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(18)     </span></div></div><div class="c x4 y9a w64 h66"><div class="t m0 x19 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                          <span class="ff8">zmian<span class="_ _1"></span> założeń demografi<span class="_ _1"></span>cznych<span class="_ _1"></span></span> </div></div><div class="c xe7 y9a w8a h66"><div class="t m0 x22 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                              4 <span class="_ _1"></span>     </div></div><div class="c x106 y9a w8b h66"><div class="t m0 x5e h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                          (25)    <span class="_ _1"></span> </div></div><div class="c x4 y627 w64 h67"><div class="t m0 x19 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">                          <span class="ff8">zmian<span class="_ _1"></span> założeń finansowych<span class="_ _1"></span></span> </div></div><div class="c xe7 y627 w8a h67"><div class="t m0 x12 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">                           <span class="_ _1"></span>31      </div></div><div class="c x106 y627 w8b h67"><div class="t m0 x5e h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">                          (23)    <span class="_ _1"></span> </div></div><div class="c x4 y2fa w64 h66"><div class="t m0 x19 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                         <span class="ff8">kore<span class="_ _1"></span>kt założeń aktuaria<span class="_ _1"></span>lnych ex post<span class="_ _1"></span></span> </div></div><div class="c xe7 y2fa w8a h66"><div class="t m0 x12 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                           <span class="_ _1"></span>73      </div></div><div class="c x106 y2fa w8b h66"><div class="t m0 x21 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">                           <span class="_ _1"></span>30      </div></div><div class="c x4 y629 w64 h66"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">wypłacone świad<span class="_ _0"></span>czenia<span class="ff2"> </span></div></div><div class="c xe7 y629 w8a h66"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">(22)     </span></div></div><div class="c x106 y629 w8b h66"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(8)     </span></div></div><div class="c x4 y62a w64 h40"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">wartość bieżąca <span class="_ _0"></span>zobowiązania na 31 <span class="_ _3"></span>grudnia<span class="ff5"> </span></div></div><div class="c xe7 y62a w8a h40"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 006      </span></div></div><div class="c x106 y62a w8b h40"><div class="t m0 x1e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                          <span class="ls0">804      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y11a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf yd3 ff3 fs6 fc0 sc0 ls0 ws0">Łączne <span class="_ _29"> </span>koszty <span class="_ _29"> </span>ujęte <span class="_ _29"> </span>w <span class="_ _29"> </span>wyniku <span class="_ _29"> </span>finan<span class="_ _1"></span>sowym <span class="_ _29"> </span>z <span class="_ _29"> </span>tytułu <span class="_ _29"> </span>przyszłych <span class="_ _29"> </span>świadczeń <span class="_ _29"> </span>pracowniczych<span class="_ _1"></span> <span class="_ _3d"> </span>wyniosły <span class="ff2"> </span></div><div class="t m0 x4 hf y62b ff2 fs6 fc0 sc0 ls3 ws0">116<span class="ls0"> <span class="_ _16"></span><span class="ff3">tys. <span class="_ _16"></span>zł <span class="_ _16"></span>w</span> <span class="_ _10"> </span>roku <span class="_ _16"></span>2025 <span class="_ _16"></span>oraz <span class="_ _16"></span>98 <span class="_ _16"></span><span class="ff3">tys. <span class="_ _16"></span>zł <span class="_ _16"></span>w <span class="_ _16"></span>roku <span class="_ _16"></span>20<span class="_ _1"></span></span>24 <span class="_ _16"></span><span class="ff3">i <span class="_ _16"></span>zostały <span class="_ _16"></span>ujęte <span class="_ _16"></span>w <span class="_ _16"></span>kos<span class="_ _1"></span>ztach <span class="_ _16"></span>administracyjn<span class="_ _1"></span>ych.</span> <span class="_ _10"> </span>Straty <span class="_ _16"></span>aktuarialne, </span></div><div class="t m0 x4 hf yd7 ff3 fs6 fc0 sc0 ls0 ws0">powstałe w <span class="_ _8"></span>20<span class="_ _1"></span><span class="ff2">25 <span class="_ _3"></span><span class="lsd">r.<span class="_ _1"></span><span class="ls0">, <span class="ff3">wyniosły <span class="_ _3"></span><span class="ff2 ls3">109<span class="ls0"> <span class="ff3">tys. <span class="_ _3"></span>zł<span class="_ _1"></span> <span class="_ _0"></span><span class="ff2">(w <span class="_ _3"></span>2024<span class="_ _1"></span>: <span class="_ _3"></span>zy<span class="_ _1"></span>ski <span class="ff3">w<span class="_ _0"></span>yniosły <span class="ff2">18 <span class="_ _3"></span><span class="ff3">tys<span class="_ _1"></span>. <span class="_ _3"></span>zł) i <span class="_ _3"></span>zostały ujęte <span class="_ _3"></span>w innych <span class="_ _3"></span>całko<span class="_ _1"></span>witych <span class="_ _0"></span>dochodach<span class="_ _1"></span><span class="ff2">. </span></span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x4 hf y62c ff3 fs6 fc0 sc0 ls0 ws0">Analiza <span class="_ _2c"> </span>wrażliwości <span class="_ _2c"> </span>zobowiązan<span class="_ _1"></span>ia<span class="ff2"> <span class="_ _2c"> </span></span>z <span class="_ _2c"> </span>tytułu <span class="_ _17"> </span>określonych <span class="_ _28"> </span>ś<span class="_ _1"></span>wiadczeń <span class="_ _2c"> </span>(świadczenia <span class="_ _2c"> </span>emerytalno<span class="_ _1"></span><span class="ff2">-rento<span class="_ _1"></span>we <span class="_ _2c"> </span>i <span class="_ _2c"> </span>odprawy </span></div><div class="t m0 x4 hf y62d ff3 fs6 fc0 sc0 ls0 ws0">pośmiertne) na zmian<span class="_ _1"></span>y w ważony<span class="_ _1"></span>ch<span class="ff2"> </span>główny<span class="_ _1"></span>ch założeniach <span class="_ _1"></span><span class="ff2">wg stanu na <span class="_ _1"></span>31 grudnia 20<span class="_ _1"></span>25 <span class="lsd">r. </span></span>przedstawia s<span class="_ _1"></span>ię następująco:<span class="ff2"> </span></div></div><div class="c x4 y62e w81 h7e"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Założenie<span class="ff5"> </span></div></div><div class="c x107 y62e w8c h7e"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zmiana w założeniu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x108 y62e w7a h7e"><div class="t m0 x5f h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Wzrost założenia<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x109 y62e w8d h7e"><div class="t m0 x70 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Spadek założeni<span class="_ _0"></span>a<span class="ff5"> </span></div></div><div class="c x4 y62f w81 h63"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">technic<span class="_ _0"></span>zna stopa dyskont<span class="_ _0"></span>owa </div></div><div class="c x107 y62f w8c h63"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">0,5% </div></div><div class="c x108 y62f w7a h63"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(52)     </span></div></div><div class="c x109 y62f w8d h63"><div class="t m0 x26 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">56      </span></div></div><div class="c x4 y4b3 w81 h63"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">wzrost wynagrodzeń <span class="_ _0"></span>w Spółce<span class="ff2"> </span></div></div><div class="c x107 y4b3 w8c h63"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1,0% </div></div><div class="c x108 y4b3 w7a h63"><div class="t m0 x27 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">118      </span></div></div><div class="c x109 y4b3 w8d h63"><div class="t m0 x60 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(102)     </span></div></div><div class="c x4 y630 w81 h22"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">współczynnik r<span class="_ _0"></span>otacji<span class="ff2"> </span></div></div><div class="c x107 y630 w8c h22"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1,0% </div></div><div class="c x108 y630 w7a h22"><div class="t m0 x53 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">(43)     </span></div></div><div class="c x109 y630 w8d h22"><div class="t m0 x26 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">46      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y631 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y632 ff3 fs6 fc0 sc0 ls0 ws0">Powyższa <span class="_ _24"> </span>analiza <span class="_ _25"> </span>wrażliwoś<span class="_ _1"></span>ci <span class="_ _25"> </span>jest <span class="_ _24"> </span>oparta <span class="_ _25"> </span>n<span class="_ _1"></span>a <span class="_ _25"> </span>zmianie <span class="_ _24"> </span>jednego <span class="_ _25"> </span>z <span class="_ _24"> </span>założeń, <span class="_ _24"> </span>przy <span class="_ _24"> </span>niezmienności<span class="_ _2"></span><span class="ff2"> <span class="_ _25"> </span></span>pozos<span class="_ _1"></span>tałych <span class="_ _25"> </span>zał<span class="_ _1"></span>ożeń. </div><div class="t m0 x4 hf y633 ff2 fs6 fc0 sc0 ls0 ws0">W <span class="ff3">praktyce jest <span class="_ _3"></span>to mało <span class="_ _3"></span>praw<span class="_ _1"></span>dopodobn<span class="_ _1"></span>e <span class="_ _3"></span>i zmiany <span class="_ _3"></span>niektóry<span class="_ _1"></span>ch <span class="_ _0"></span>założeń<span class="_ _1"></span><span class="ff2"> </span>mogą <span class="_ _3"></span>być skorelowane. <span class="_ _0"></span>Przy <span class="_ _0"></span>wyliczaniu wrażliwości </span></div><div class="t m0 x4 hf y634 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _0"></span>z <span class="_ _3"></span>tytu<span class="_ _1"></span>łu <span class="_ _3"></span>określonych<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ff3">świad<span class="_ _1"></span>czeń <span class="_ _3"></span>na istotne <span class="_ _8"></span>za<span class="_ _1"></span>łożenia <span class="_ _3"></span>aktu<span class="_ _1"></span>arialne <span class="_ _3"></span>zos<span class="_ _1"></span>tała <span class="_ _3"></span>zastosowan<span class="_ _1"></span>a <span class="_ _3"></span>ta <span class="_ _0"></span>sama <span class="_ _3"></span>metoda, któ<span class="_ _0"></span>rą<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 hf y635 ff3 fs6 fc0 sc0 ls0 ws0">stosuje <span class="_ _3"></span>się <span class="_ _0"></span>do <span class="_ _3"></span>obliczenia zobowiązania <span class="_ _3"></span>emerytalnego <span class="_ _3"></span>u<span class="_ _1"></span>jmowanego <span class="_ _3"></span>w sprawozdaniu <span class="_ _3"></span>z <span class="_ _0"></span>sytuacji<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ff3">finanso<span class="_ _1"></span>wej <span class="_ _3"></span>(bieżąca <span class="_ _3"></span>wart<span class="_ _1"></span>ość </span></span></div><div class="t m0 x4 hf y636 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązania <span class="_ _13"> </span>z <span class="_ _13"> </span>tytułu <span class="_ _13"> </span>określony<span class="_ _1"></span>ch <span class="_ _13"> </span>świadczeń <span class="_ _13"> </span>liczona <span class="_ _13"> </span>przy<span class="_ _1"></span><span class="ff2"> <span class="_ _13"> </span></span>zastosowaniu <span class="_ _13"> </span>metody <span class="_ _13"> </span>prognozowanych <span class="_ _13"> </span>świadcze<span class="_ _1"></span>ń </div><div class="t m0 x4 hf y637 ff2 fs6 fc0 sc0 ls0 ws0">jednostkowych n<span class="_ _1"></span>a koniec okresu<span class="_ _1"></span> sprawozdawczego).<span class="_ _1"></span> </div><div class="t m0 x4 hf y55b ff3 fs6 fc0 sc0 ls0 ws0">Metody <span class="_ _28"> </span>i <span class="_ _28"> </span>rodzaje <span class="_ _28"> </span>założeń <span class="_ _28"> </span>sto<span class="_ _1"></span>sowane <span class="_ _28"> </span>przy <span class="_ _28"> </span>spo<span class="_ _1"></span>rządzeniu <span class="_ _28"> </span>analizy <span class="_ _28"> </span>wrażliwości <span class="_ _28"> </span>nie <span class="_ _28"> </span>uległy <span class="_ _28"> </span>zmianie <span class="_ _2c"> </span>w <span class="_ _22"> </span>p<span class="_ _1"></span>orównaniu </div><div class="t m0 x4 hf y638 ff2 fs6 fc0 sc0 ls1e ws0">do<span class="ls0"> poprzedniego okres<span class="_ _1"></span>u. </span></div><div class="t m0 x4 hf y639 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y63a ff3 fs6 fc0 sc0 ls0 ws0">Poniższa <span class="_ _21"> </span>ta<span class="_ _1"></span>bela <span class="_ _21"> </span>zawiera <span class="_ _21"> </span>profil <span class="_ _21"> </span>przewidywanych <span class="_ _21"> </span>kwot <span class="_ _21"> </span>p<span class="_ _1"></span>rzepływów <span class="_ _21"> </span>pieniężnych <span class="_ _21"> </span>w <span class="_ _21"> </span>n<span class="_ _1"></span>ajbliższych <span class="_ _22"> </span>latach, <span class="_ _21"> </span>w <span class="_ _21"> </span>podziale </div><div class="t m0 x4 hf y63b ff2 fs6 fc0 sc0 ls1e ws0">na<span class="ls0"> <span class="ff3">odpowiednie <span class="_ _28"> </span>świadczenia. <span class="_ _28"> </span>Wartości <span class="_ _22"> </span>te <span class="_ _28"> </span>uwzględniają <span class="_ _28"> </span>nominalne <span class="_ _28"> </span>kwoty <span class="_ _22"> </span>wyp<span class="_ _1"></span>łat <span class="_ _22"> </span>oraz <span class="_ _28"> </span>prawdopod<span class="_ _1"></span>obieństwa <span class="_ _28"> </span>ich </span></span></div><div class="t m0 x4 hf y5b7 ff3 fs6 fc0 sc0 ls0 ws0">wystąpienia.<span class="ff2"> </span></div><div class="t m0 xe hf y63c ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y63d w5b h5b"><div class="t m0 x19 h11 y63e ff4 fs2 fc0 sc0 ls0 ws0">nazwa świadczenia<span class="_ _3"></span><span class="ff5"> </span></div></div><div class="c x10a y63d w8e h5b"><div class="t m0 x72 h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">1 rok </div></div><div class="c xab y63d w39 h5b"><div class="t m0 x3e h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">2 rok </div></div><div class="c xb4 y63d w8f h5b"><div class="t m0 x3e h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">3 rok </div></div><div class="c x2b y63d w90 h5b"><div class="t m0 xeb h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">4 rok </div></div><div class="c x10b y63d w91 h5b"><div class="t m0 xeb h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">5 rok </div></div><div class="c x10c y63d w92 h5b"><div class="t m0 x1d h11 y63e ff5 fs2 fc0 sc0 ls0 ws0">6 rok (i dalej) </div></div><div class="c x4 y511 w5b h40"><div class="t m0 x19 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">odprawa emery<span class="_ _0"></span>talna </div></div><div class="c x10a y511 w8e h40"><div class="t m0 x32 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">19<span class="ls0"> </span></div></div><div class="c xab y511 w39 h40"><div class="t m0 x95 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">59<span class="ls0"> </span></div></div><div class="c xb4 y511 w8f h40"><div class="t m0 x95 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">38<span class="ls0"> </span></div></div><div class="c x2b y511 w90 h40"><div class="t m0 xae h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">43<span class="ls0"> </span></div></div><div class="c x10b y511 w91 h40"><div class="t m0 xae h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">96<span class="ls0"> </span></div></div><div class="c x10c y511 w92 h40"><div class="t m0 x39 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 515 </div></div><div class="c x4 y63f w5b h40"><div class="t m0 x19 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">odprawa rent<span class="_ _0"></span>owa </div></div><div class="c x10a y63f w8e h40"><div class="t m0 x39 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 </div></div><div class="c xab y63f w39 h40"><div class="t m0 x10d h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 </div></div><div class="c xb4 y63f w8f h40"><div class="t m0 x10d h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 </div></div><div class="c x2b y63f w90 h40"><div class="t m0 x85 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 </div></div><div class="c x10b y63f w91 h40"><div class="t m0 x85 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3 </div></div><div class="c x10c y63f w92 h40"><div class="t m0 xae h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">43<span class="ls0"> </span></div></div><div class="c x4 y513 w5b h40"><div class="t m0 x19 h6 yf6 ff3 fs2 fc0 sc0 ls0 ws0">odprawa pośmie<span class="_ _0"></span>rtna<span class="ff2"> </span></div></div><div class="c x10a y513 w8e h40"><div class="t m0 x32 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c xab y513 w39 h40"><div class="t m0 x95 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c xb4 y513 w8f h40"><div class="t m0 x95 h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">18<span class="ls0"> </span></div></div><div class="c x2b y513 w90 h40"><div class="t m0 xae h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">20<span class="ls0"> </span></div></div><div class="c x10b y513 w91 h40"><div class="t m0 xae h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">21<span class="ls0"> </span></div></div><div class="c x10c y513 w92 h40"><div class="t m0 xca h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">680<span class="ls0"> </span></div></div><div class="c x4 y191 w5b h7f"><div class="t m0 x19 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">razem </div></div><div class="c x10a y191 w8e h7f"><div class="t m0 x32 h11 yeb ff5 fs2 fc0 sc0 ls5 ws0">37<span class="ff2 ls0"> </span></div></div><div class="c xab y191 w39 h7f"><div class="t m0 x95 h11 yeb ff5 fs2 fc0 sc0 ls5 ws0">77<span class="ff2 ls0"> </span></div></div><div class="c xb4 y191 w8f h7f"><div class="t m0 x95 h11 yeb ff5 fs2 fc0 sc0 ls5 ws0">59<span class="ff2 ls0"> </span></div></div><div class="c x2b y191 w90 h7f"><div class="t m0 xae h11 yeb ff5 fs2 fc0 sc0 ls5 ws0">66<span class="ff2 ls0"> </span></div></div><div class="c x10b y191 w91 h7f"><div class="t m0 xca h11 yeb ff5 fs2 fc0 sc0 ls5 ws0">120<span class="ff2 ls0"> </span></div></div><div class="c x10c y191 w92 h7f"><div class="t m0 x39 h11 yeb ff5 fs2 fc0 sc0 ls0 ws0">4 238<span class="ff2"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y640 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y641 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y642 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y35f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y643 ff2 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">46<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">22.<span class="ffb ls0"> <span class="ff4">Zobow<span class="_ _0"></span>iązania z ty<span class="_ _0"></span>tułu leasingu<span class="ff5"> </span></span></span></div><div class="t m0 x4 h3 y644 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y645 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _28"> </span>posiada <span class="_ _28"> </span>prawo <span class="_ _28"> </span>wieczystego <span class="_ _28"> </span>użytkowania <span class="_ _28"> </span>gruntów <span class="_ _22"> </span>oraz <span class="_ _28"> </span>użytku<span class="_ _1"></span>je <span class="_ _22"> </span>na <span class="_ _28"> </span>pods<span class="_ _1"></span>tawie <span class="_ _22"> </span>umów <span class="_ _28"> </span>najmu <span class="_ _28"> </span>i <span class="_ _28"> </span>leasingu </div><div class="t m0 x4 hf y646 ff3 fs6 fc0 sc0 ls0 ws0">powierzchnie <span class="_ _2"></span>magazynowe <span class="_ _1"></span>i <span class="_ _2"></span>biurowe, <span class="_ _2"></span>serwery, <span class="_ _1"></span>samocho<span class="_ _1"></span>dy <span class="_ _2"></span>osobowe <span class="_ _1"></span>i <span class="_ _2"></span>wózki <span class="_ _1"></span>widło<span class="_ _1"></span>we. <span class="_ _1"></span>Zmiana <span class="_ _1"></span>zo<span class="_ _1"></span>bowiązań <span class="_ _1"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>tych </div><div class="t m0 x4 hf y647 ff3 fs6 fc0 sc0 ls0 ws0">umów, z uwzględnienie<span class="_ _1"></span>m wpływu MSSF 16<span class="_ _1"></span><span class="ff2">, </span>został<span class="_ _1"></span>a przedstawiona pon<span class="_ _1"></span>iżej.<span class="ff2"> </span></div><div class="t m0 x75 hf y19f ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y116 w4e h12"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y116 w5e h12"><div class="t m0 x1b h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c xad y116 w93 h12"><div class="t m0 x75 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y648 w4e h12"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązanie z tytu<span class="_ _3"></span>ł<span class="_ _1"></span>u leasing na 1 st<span class="_ _3"></span>ycz<span class="_ _1"></span>nia<span class="ff5"> </span></div></div><div class="c x64 y648 w5e h12"><div class="t m0 x6e h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">16 417 </div></div><div class="c xad y648 w93 h12"><div class="t m0 x6b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">19 573 </div></div><div class="c x4 y649 w4e h12"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Nowe umowy<span class="_ _0"></span> </div></div><div class="c x64 y649 w5e h12"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xad y649 w93 h12"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">2 395      </span></div></div><div class="c x4 y64a w4e h14"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Modyfik<span class="_ _0"></span>acja warunków umowy<span class="ff2"> </span></div></div><div class="c x64 y64a w5e h14"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">322      </span></div></div><div class="c xad y64a w93 h14"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">103      </span></div></div><div class="c x4 y64b w4e h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Naliczone o<span class="_ _0"></span>dsetki </div></div><div class="c x64 y64b w5e h12"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">874      </span></div></div><div class="c xad y64b w93 h12"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">1 236      </span></div></div><div class="c x4 y64c w4e h12"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Płatności z tyt<span class="_ _0"></span>ułu leasingu (<span class="_ _0"></span>*)<span class="ff2"> </span></div></div><div class="c x64 y64c w5e h12"><div class="t m0 x59 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(7 750)     </span></div></div><div class="c xad y64c w93 h12"><div class="t m0 x4e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(6 655)     </span></div></div><div class="c x4 y4d6 w4e h15"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wycena umów w <span class="_ _0"></span>walucie o<span class="_ _0"></span>bcej<span class="ff2"> </span></div></div><div class="c x64 y4d6 w5e h15"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(109)     </span></div></div><div class="c xad y4d6 w93 h15"><div class="t m0 x26 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="_ _1"></span><span class="ls0">(235)     </span></div></div><div class="c x4 y64d w4e h1a"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązanie z tytu<span class="_ _3"></span>ł<span class="_ _1"></span>u leasing na 31 <span class="_ _3"></span>gr<span class="_ _1"></span>udnia<span class="ff5"> </span></div></div><div class="c x64 y64d w5e h1a"><div class="t m0 x6b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">9 754 </div></div><div class="c xad y64d w93 h1a"><div class="t m0 x6b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">16 417 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 h6 y64e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y64f ff3 fs2 fc0 sc0 ls0 ws0">(*) płatnośc<span class="_ _0"></span>i z tytułu leasi<span class="_ _0"></span>ngu obejmują zapłacone<span class="_ _0"></span> kwoty ne<span class="_ _0"></span>tto wg fak<span class="_ _0"></span>tur, obejmujące zaró<span class="_ _0"></span>wno raty k<span class="_ _0"></span>apitałowe ja<span class="_ _0"></span>k i odse<span class="_ _0"></span>tki.<span class="ff2"> </span></div><div class="t m0 x75 hf y650 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y38d ff3 fs6 fc0 sc0 ls0 ws0">Niezdyskonto<span class="_ _1"></span>wane przyszłe przepływy p<span class="_ _1"></span>ieniężne zostały p<span class="_ _1"></span>rzedstawione poniżej.<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x4 y4b3 w4e h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y4b3 w88 h12"><div class="t m0 x31 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia </div></div><div class="c x2f y4b3 w7d h12"><div class="t m0 xa4 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia </div></div><div class="c x4 y506 w4e h12"><div class="t m0 x19 hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y506 w88 h12"><div class="t m0 x84 h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x2f y506 w7d h12"><div class="t m0 xe h11 y66 ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y651 w4e h12"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">do 1 roku </div></div><div class="c x64 y651 w88 h12"><div class="t m0 x85 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">6 800 </div></div><div class="c x2f y651 w7d h12"><div class="t m0 x3f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">7 121 </div></div><div class="c x4 y652 w4e h14"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1-3 lata </div></div><div class="c x64 y652 w88 h14"><div class="t m0 x85 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">1 875 </div></div><div class="c x2f y652 w7d h14"><div class="t m0 x3f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">7 716 </div></div><div class="c x4 y653 w4e h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3-5 lat </div></div><div class="c x64 y653 w88 h12"><div class="t m0 x86 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">120<span class="ls0"> </span></div></div><div class="c x2f y653 w7d h12"><div class="t m0 x10e h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">125<span class="ls0"> </span></div></div><div class="c x4 y5b w4e h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">ponad 5 lat </div></div><div class="c x64 y5b w88 h12"><div class="t m0 x85 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 815 </div></div><div class="c x2f y5b w7d h12"><div class="t m0 x3f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">3 936 </div></div><div class="c x4 y654 w4e h15"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x64 y654 w88 h15"><div class="t m0 x3 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">12 610 </div></div><div class="c x2f y654 w7d h15"><div class="t m0 x9 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">18 898 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y655 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y656 ff3 fs6 fc0 sc0 ls0 ws0">Koszty ujęte w wyniku<span class="_ _1"></span> wynikające z zawart<span class="_ _1"></span>ych umów leasin<span class="_ _1"></span>gu został<span class="_ _1"></span>y przedstawione poniżej.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x4 y657 w4e h14"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y657 w88 h14"><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x2f y657 w94 h14"><div class="t m0 x75 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">20<span class="ls0">24 </span></div></div><div class="c x4 y658 w4e h14"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x64 y658 w88 h14"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">6 605      </span></div></div><div class="c x2f y658 w94 h14"><div class="t m0 x38 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">6 225      </span></div></div><div class="c x4 y659 w4e h12"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">odsetki </div></div><div class="c x64 y659 w88 h12"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">874      </span></div></div><div class="c x2f y659 w94 h12"><div class="t m0 x49 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 236      </span></div></div><div class="c x4 y65a w4e h12"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">różnice k<span class="_ _0"></span>ursowe<span class="ff2"> </span></div></div><div class="c x64 y65a w88 h12"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(111)     </span></div></div><div class="c x2f y65a w94 h12"><div class="t m0 x14 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(235)     </span></div></div><div class="c x4 y4c2 w4e h12"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x64 y4c2 w88 h12"><div class="t m0 x85 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">7 368 </div></div><div class="c x2f y4c2 w94 h12"><div class="t m0 x24 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">7 226 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe hf y65b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y65c ff3 fs6 fc0 sc0 ls0 ws0">W roku<span class="_ _1"></span> zakończony<span class="_ _1"></span>m 31 grudnia <span class="_ _1"></span>20<span class="ff2">25 <span class="_ _1"></span></span>r. Spół<span class="_ _1"></span>ka poniosła koszt<span class="_ _1"></span>y krótkoterminowych <span class="_ _1"></span>umów n<span class="_ _1"></span>ajmu w <span class="_ _2"></span>wysokoś<span class="_ _1"></span><span class="ff2 ls1f">ci<span class="ls0"> <span class="ls3">22</span> </span></span>ty<span class="_ _1"></span>s. zł </div><div class="t m0 x4 hf y65d ff3 fs6 fc0 sc0 ls0 ws0">oraz koszty<span class="_ _1"></span> leasingów o niskiej wartości w wys<span class="_ _1"></span>okości <span class="_ _1"></span><span class="ff2 ls3">27<span class="ls0"> </span></span>tys<span class="_ _1"></span>. zł.<span class="ff2"> </span></div><div class="t m0 x4 hf y65e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y65f ff3 fs6 fc0 sc0 ls0 ws0">Całkowity wypływ ś<span class="_ _1"></span>rodków pieniężnych z ty<span class="_ _1"></span>tułu leasingów wyniós<span class="_ _1"></span>ł w 20<span class="_ _1"></span><span class="ff2">25 <span class="lsd">r. </span>7 <span class="ls3">834</span> </span>tys<span class="_ _1"></span>. zł (bez VAT).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y660 ff3 fs6 fc0 sc0 ls0 ws0">Informacja na temat akty<span class="_ _1"></span>wów w leasingu zo<span class="_ _1"></span>stała przedsta<span class="_ _1"></span>wiona w nocie<span class="_ _1"></span><span class="ff2"> 9.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y661 ff3 fs6 fc0 sc0 ls0 ws0">Analiza wymagalności zob<span class="_ _1"></span>owiązań z<span class="_ _1"></span> tytułu leasingu zosta<span class="_ _1"></span>ła przedstawiona w nocie<span class="_ _2"></span><span class="ff2"> 5.3. </span></div><div class="t m0 x4 hf y662 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y663 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y664 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y37a ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:694.980000px;bottom:349.780000px;width:9.570000px;height:15.000000px;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:775.580000px;bottom:319.780000px;width:17.160000px;height:15.000000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">47<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">23.<span class="ffb ls0"> <span class="ff5">Rezerwy<span class="_ _0"></span> </span></span></div></div><div class="c x4 y665 w67 h13"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> Rezerwa na napr<span class="_ _0"></span>awy gwarancyjn<span class="_ _3"></span>e<span class="_ _1"></span> </div></div><div class="c xe9 y665 w23 h13"><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c x65 y665 w68 h13"><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y666 w67 h45"><div class="t m0 x19 h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">Stan na 1 styczni<span class="_ _0"></span>a  </div></div><div class="c xe9 y666 w23 h45"><div class="t m0 x1d h11 y3c2 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 432      </span></div></div><div class="c x65 y666 w68 h45"><div class="t m0 x1d h11 y3c2 ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 005      </span></div></div><div class="c x4 y667 w67 h49"><div class="t m0 x19 h6 y39f ff2 fs2 fc0 sc0 ls0 ws0">Utworzenie r<span class="_ _0"></span>ezerwy </div></div><div class="c xe9 y667 w23 h49"><div class="t m0 x1d h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 803      </span></div></div><div class="c x65 y667 w68 h49"><div class="t m0 x1d h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 432      </span></div></div><div class="c x4 y668 w67 h45"><div class="t m0 x19 h6 y39f ff2 fs2 fc0 sc0 ls0 ws0">Wykorzystani<span class="_ _0"></span>e rezerwy </div></div><div class="c xe9 y668 w23 h45"><div class="t m0 x3c h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(1 432)     </span></div></div><div class="c x65 y668 w68 h45"><div class="t m0 x3c h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(1 005)     </span></div></div><div class="c x4 y669 w67 h45"><div class="t m0 x19 h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">Stan na 31 grudni<span class="_ _0"></span>a  </div></div><div class="c xe9 y669 w23 h45"><div class="t m0 x1d h11 y39f ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 803      </span></div></div><div class="c x65 y669 w68 h45"><div class="t m0 x1d h11 y39f ff5 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 432      </span></div></div><div class="c x4 y231 w67 h45"><div class="t m0 x19 h6 y39f ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff3">W tym Krótko<span class="_ _0"></span>terminowe<span class="_ _0"></span> na dzień 31 grudni<span class="_ _0"></span>a<span class="ff2"> </span></span></div></div><div class="c xe9 y231 w23 h45"><div class="t m0 x1d h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 803      </span></div></div><div class="c x65 y231 w68 h45"><div class="t m0 x1d h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">1 432      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x67 h1e y66a ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y66b ff3 fs6 fc0 sc0 ls0 ws0">Rezerwa <span class="_ _2"></span>na <span class="_ _2"></span>naprawy <span class="_ _2"></span>gwarancyjn<span class="_ _1"></span>e <span class="_ _1"></span>tworz<span class="_ _1"></span>ona <span class="_ _2"></span>jest <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>polityką <span class="_ _2"></span>opisaną <span class="_ _2"></span>w <span class="_ _2"></span>nocie<span class="_ _2"></span><span class="ff2"> <span class="_ _2"></span>2.20</span>. <span class="_ _2"></span>Obowiązek <span class="_ _2"></span>ponoszenia <span class="_ _2"></span>p<span class="_ _1"></span>rzez </div><div class="t m0 x4 hf y66c ff3 fs6 fc0 sc0 ls0 ws0">Spółkę <span class="_ _d"></span>kos<span class="_ _1"></span>ztów <span class="_ _d"></span>napraw <span class="_ _d"></span>reklamacyjn<span class="_ _1"></span>ych <span class="_ _d"></span>wynika <span class="_ _16"></span>z <span class="_ _d"></span>ogólnych <span class="_ _d"></span>przepisów <span class="_ _16"></span>o <span class="_ _2"></span>ręko<span class="_ _1"></span>jmi <span class="_ _d"></span>oraz <span class="_ _d"></span>gwaran<span class="_ _1"></span>cji <span class="_ _d"></span>udzielanej <span class="_ _16"></span>na <span class="_ _d"></span>niektóre </div><div class="t m0 x4 hf y66d ff3 fs6 fc0 sc0 ls0 ws0">grupy produktowe. <span class="_ _3"></span>Jej wykorzystanie <span class="_ _0"></span>przewidywane <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _0"></span>okresie <span class="_ _3"></span>króts<span class="_ _1"></span>zym niż <span class="_ _3"></span>12 <span class="_ _0"></span>miesięcy<span class="_ _1"></span>, a <span class="_ _3"></span>kwota została <span class="_ _3"></span>osza<span class="_ _1"></span>cowana </div><div class="t m0 x4 hf y5c4 ff3 fs6 fc0 sc0 ls0 ws0">na  podstawie <span class="_ _10"> </span>h<span class="_ _1"></span>istorycznie  ponoszonych <span class="_ _11"> </span>kosztów  napraw <span class="_ _11"> </span>reklamacyjnych<span class="_ _1"></span>,  w <span class="_ _11"> </span>związku  z <span class="_ _11"> </span>czym<span class="ff2">, <span class="_ _11"> </span></span>niepewność  co <span class="_ _11"> </span>do <span class="_ _11"> </span>jej </div><div class="t m0 x4 hf y66e ff3 fs6 fc0 sc0 ls0 ws0">wysokości  nie <span class="_ _11"> </span>powinna  m<span class="_ _0"></span>ieć  istotnego <span class="_ _11"> </span>wpływu  na <span class="_ _11"> </span>przyszłe  w<span class="_ _0"></span>yniki <span class="_ _11"> </span>Spółki.<span class="_ _2"></span><span class="ff2">  </span>Rezerwy <span class="_ _11"> </span>są  ujęte <span class="_ _11"> </span>w  w<span class="_ _0"></span>yniku  finansowym </div><div class="t m0 x4 hf y66f ff2 fs6 fc0 sc0 ls0 ws0">w <span class="ff3">pozycji „kos<span class="_ _1"></span>zt sprzedanych<span class="_ _1"></span> towarów”.</span> </div><div class="t m0 xe h8 y433 ff5 fs4 fc1 sc0 lsc ws0">24.<span class="ffb ls0"> <span class="ff5">Segmenty <span class="_ _0"></span>operacyjn<span class="_ _0"></span>e </span></span></div><div class="t m0 x4 h1e y580 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y670 ff4 fs6 fc0 sc0 ls0 ws0">Identyfikacja segmentó<span class="_ _1"></span>w operacyjnych i sprawo<span class="_ _1"></span>zdawczych<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 x4 hf y5f0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5f1 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd Spółki <span class="_ _1"></span>podejmuje decyzje operacy<span class="_ _1"></span>jne z perspektywy k<span class="_ _1"></span>anałów dys<span class="_ _1"></span>trybucji oraz geograficznej.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5f2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5f3 ff3 fs6 fc0 sc0 ls0 ws0">Spółka wyodrębn<span class="_ _1"></span>ia <span class="ff2">4 </span>segmenty o<span class="_ _1"></span>peracyjne i sprawozd<span class="_ _1"></span>awcze w swej działalnoś<span class="_ _1"></span>ci:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x3b hf y671 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">sprzedaż na <span class="_ _1"></span>rynku krajowym do sieci han<span class="_ _1"></span>dlowych,<span class="ff2"> </span></span></span></div><div class="t m0 x3b hf y672 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">sprzedaż na <span class="_ _1"></span>rynku krajowym –<span class="ff2"> ryn<span class="_ _1"></span>ek hurtowy, </span></span></span></div><div class="t m0 x3b hf y159 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">sprzedaż zagra<span class="_ _1"></span>niczna<span class="ff2">, </span></span></span></div><div class="t m0 x3b hf y673 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff3">sprzedaż detaliczn<span class="_ _1"></span>a<span class="ff2">. </span></span></span></div><div class="t m0 x4 hf y674 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5f7 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>ra<span class="_ _1"></span>mach <span class="_ _2"></span>s<span class="_ _1"></span>egmentu <span class="_ _2"></span>s<span class="_ _1"></span>ieciowego <span class="_ _d"></span>Spółka <span class="_ _d"></span>współ<span class="_ _1"></span>pracuje <span class="_ _d"></span>z <span class="_ _2"></span>największymi <span class="_ _d"></span>sieciami <span class="_ _d"></span>handlowymi <span class="_ _d"></span>na <span class="_ _d"></span>terenie <span class="_ _d"></span>Polski. <span class="_ _d"></span>Sprzedaż </div><div class="t m0 x4 hf y675 ff2 fs6 fc0 sc0 ls0 ws0">krajowa <span class="_ _16"></span>na <span class="_ _10"> </span>rynku <span class="_ _16"></span>hurtowym <span class="_ _16"></span><span class="ff3">realizowana <span class="_ _16"></span>jest <span class="_ _10"></span>poprzez <span class="_ _16"></span>sieć <span class="_ _16"></span>hurtowni <span class="_ _16"></span>ora<span class="_ _1"></span>z <span class="_ _16"></span>sklepów<span class="_ _1"></span></span>. <span class="_ _16"></span><span class="ff3">Rynki <span class="_ _16"></span>zagraniczn<span class="_ _1"></span>e <span class="_ _16"></span>obsługiwane <span class="_ _16"></span>są <span class="_ _1"></span></span> </div><div class="t m0 x4 hf y2c8 ff3 fs6 fc0 sc0 ls0 ws0">z wykorzystaniem <span class="_ _3"></span>s<span class="_ _1"></span>ił departamentu <span class="_ _3"></span>s<span class="_ _1"></span>przedaży Spółki. W <span class="_ _3"></span>ramach sprzedaży <span class="ff2">detaliczn<span class="_ _1"></span>ej </span>w<span class="_ _0"></span>ykazywana jest <span class="_ _0"></span>głównie sprze<span class="_ _0"></span>daż </div><div class="t m0 x4 hf y676 ff3 fs6 fc0 sc0 ls0 ws0">realizowana <span class="_ _28"> </span>za <span class="_ _22"> </span>poś<span class="_ _1"></span>rednictwem <span class="_ _22"> </span>sklepu<span class="_ _1"></span> <span class="_ _22"> </span>in<span class="_ _1"></span>ternetowego<span class="_ _1"></span><span class="ff2"> <span class="_ _28"> </span>oraz <span class="_ _28"> </span>popularnych <span class="_ _28"> </span>platform <span class="_ _22"> </span>intern<span class="_ _1"></span>etowych<span class="_ _1"></span>. <span class="_ _28"> </span></span>Nie <span class="_ _22"> </span>występują<span class="_ _1"></span> </div><div class="t m0 x4 hf y18b ff3 fs6 fc0 sc0 ls0 ws0">przychody uzyskiwane z tytułu transakcji z innymi segmentami, w związku<span class="_ _1"></span> z tym całość przychodów generowanych przez </div><div class="t m0 x4 hf y677 ff3 fs6 fc0 sc0 ls0 ws0">poszczególne segmenty<span class="_ _1"></span> pochodzi z <span class="_ _1"></span>transakcji z klientami ze<span class="_ _1"></span>wnętrznymi.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y678 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y679 ff3 fs6 fc0 sc0 ls0 ws0">Dane <span class="_ _16"></span>analizowane <span class="_ _16"></span>przez <span class="_ _16"></span>Zarząd <span class="_ _16"></span>Spółki <span class="_ _16"></span>dla <span class="_ _16"></span>potrzeb <span class="_ _d"></span>segmen<span class="_ _1"></span>tów <span class="_ _16"></span>są <span class="_ _16"></span>zgodne <span class="_ _16"></span>z <span class="_ _d"></span>danymi <span class="_ _16"></span>prezentowanymi <span class="_ _16"></span>w <span class="_ _d"></span>s<span class="_ _1"></span>prawozdaniu </div><div class="t m0 x4 hf y67a ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">zysków lub<span class="_ _1"></span> strat i innych całkowitych d<span class="_ _1"></span>ochodów.<span class="_ _1"></span></span> </div><div class="t m0 x4 hf y67b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y167 ff2 fs6 fc0 sc0 ls31 ws0">W <span class="_ _2"></span><span class="ls3">20<span class="ls0">25<span class="_ _1"></span> <span class="_ _d"></span>r. <span class="_ _d"></span>i <span class="_ _d"></span></span>20<span class="ls0">24 <span class="_ _d"></span><span class="ff3">r. <span class="_ _d"></span>Spółka <span class="_ _d"></span>ni<span class="_ _1"></span>e <span class="_ _2"></span>od<span class="_ _1"></span>notowała <span class="_ _d"></span>przycho<span class="_ _1"></span>dów <span class="_ _2"></span>z <span class="_ _d"></span>j<span class="_ _1"></span>ednym <span class="_ _d"></span>zewnętrznym <span class="_ _d"></span>kli<span class="_ _1"></span>entem <span class="_ _d"></span>przekraczających <span class="_ _d"></span>10 <span class="_ _d"></span>% <span class="_ _d"></span>ogó<span class="_ _1"></span>łu </span></span></span></div><div class="t m0 x4 hf y67c ff3 fs6 fc0 sc0 ls0 ws0">przychodów ze s<span class="_ _1"></span>przedaży.<span class="ff2"> </span></div><div class="t m0 x4 hf y67d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y67e ff2 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 20<span class="_ _1"></span>25 <span class="ff3">r. aktywa <span class="_ _1"></span>Spółki wynios<span class="_ _1"></span>ły <span class="_ _1"></span></span>5<span class="ls3">30</span> 9<span class="ls3">80</span> <span class="ff3">tys. zł (na <span class="_ _1"></span>31 grudnia 20<span class="_ _1"></span></span>24<span class="ls23">: <span class="ls3">502</span></span> <span class="_ _1"></span><span class="ls3">382</span> <span class="ff3">ty<span class="_ _1"></span>s. zł), a <span class="_ _1"></span>zobowiązania Spó<span class="_ _1"></span>łki </span></div><div class="t m0 x4 hf y516 ff3 fs6 fc0 sc0 ls0 ws0">wyniosły <span class="ff2 ls3">69<span class="ls0"> </span>553<span class="ls0"> <span class="_ _3"></span><span class="ff3">ty<span class="_ _1"></span>s. zł <span class="_ _0"></span>(na 31 grudnia <span class="_ _0"></span>20<span class="ff2">24<span class="ls32">: <span class="_ _0"></span><span class="ls3">102<span class="ls0"> 309 <span class="ff3">tys. zł)</span> i <span class="_ _3"></span><span class="ff3">doty<span class="_ _1"></span>czyły w <span class="_ _0"></span>całości działalności <span class="_ _0"></span>handlowej.<span class="_ _1"></span><span class="ff2"> </span>Zarząd Spółki <span class="_ _0"></span>nie </span></span></span></span></span></span></span></span></div><div class="t m0 x4 hf yc1 ff3 fs6 fc0 sc0 ls0 ws0">analizuje aktywów i zo<span class="_ _1"></span>bowiązań Spółki <span class="_ _1"></span>w podziale na p<span class="_ _1"></span>oszczególne segmenty.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y67f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y680 ff3 fs6 fc0 sc0 ls0 ws0">Spółka nie pos<span class="_ _1"></span>iada aktywów trwałych z<span class="_ _1"></span>lokalizowanych za <span class="_ _1"></span>granicą.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y681 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y682 ff3 fs6 fc0 sc0 ls0 ws0">Najważniejsze <span class="_ _2"></span>geograf<span class="_ _1"></span>iczne <span class="_ _2"></span>ki<span class="_ _1"></span>erunki <span class="_ _2"></span>ekspo<span class="_ _1"></span>rtowe <span class="_ _2"></span>Spółki <span class="_ _d"></span>wg <span class="_ _2"></span>rynku <span class="_ _d"></span>przeznaczeni<span class="_ _1"></span><span class="ff2">a<span class="_ _1"></span> <span class="_ _2"></span></span>towaru <span class="_ _d"></span>zostały <span class="_ _2"></span>przedsta<span class="_ _1"></span>wione <span class="_ _2"></span>w <span class="_ _2"></span>nocie<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y683 ff2 fs6 fc0 sc0 ls3 ws0">25<span class="ls4">. <span class="ff3 ls0">Ponadto w s<span class="_ _1"></span>prawozdaniu z dzia<span class="_ _1"></span>łalności Spółka p<span class="_ _1"></span>rzedstawiła także informacje w podzia<span class="_ _1"></span>le na marki.<span class="_ _2"></span><span class="ff2"> </span></span></span></div></div><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:795.840000px;bottom:1249.800000px;width:22.230000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x3 y3b w4 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">48<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y684 w95 h80"><div class="t m0 x19 h11 y685 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>one <span class="ff5"> </span></div><div class="t m0 x19 h11 y486 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 <span class="ls33">r.</span> </div></div><div class="c x101 y684 w57 h80"><div class="t m0 xa9 h30 y685 ffe fs2 fc0 sc0 ls0 ws0">SPRZEDAŻ </div><div class="t m0 x12 h30 y486 ffa fs2 fc0 sc0 ls0 ws0">ZAGRANICZNA </div></div><div class="c x8 y684 w38 h80"><div class="t m0 x39 h30 y686 ffa fs2 fc0 sc0 ls0 ws0">HURT </div></div><div class="c x8c y684 w7b h80"><div class="t m0 xeb h30 y685 ffa fs2 fc0 sc0 ls0 ws0">SIECI </div><div class="t m0 x2d h30 y486 ffa fs2 fc0 sc0 ls0 ws0">HANDLOWE </div></div><div class="c x10f y684 w96 h80"><div class="t m0 x4e h30 y685 ffe fs2 fc0 sc0 ls0 ws0">SPRZEDAŻ </div><div class="t m0 x12 h30 y486 ffa fs2 fc0 sc0 ls0 ws0">DETALICZNA </div></div><div class="c x110 y684 w97 h80"><div class="t m0 xdc h11 y686 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x4 y687 w95 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Przychody <span class="ff4">ze sprz<span class="_ _0"></span>edaży<span class="ff5"> </span></span></div></div><div class="c x101 y687 w57 h12"><div class="t m0 x111 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y687 w38 h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y687 w7b h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y687 w96 h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y687 w97 h12"><div class="t m0 x104 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y688 w95 h10"><div class="t m0 x5e h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż na rzec<span class="_ _0"></span>z klientó<span class="_ _0"></span>w zewnętrznych<span class="ff2">  </span></div><div class="t m0 x5e h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">wg kierunkó<span class="_ _0"></span>w geograficznyc<span class="_ _0"></span>h:<span class="ff2"> </span></div></div><div class="c x101 y688 w57 h10"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y688 w38 h10"><div class="t m0 x51 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y688 w7b h10"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y688 w96 h10"><div class="t m0 x51 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y688 w97 h10"><div class="t m0 xa4 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6b w95 h22"><div class="t m0 xf4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x101 y6b w57 h22"><div class="t m0 x111 h6 y689 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y6b w38 h22"><div class="t m0 x5f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">303 407      </span></div></div><div class="c x8c y6b w7b h22"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">102 310      </span></div></div><div class="c x10f y6b w96 h22"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">69 216      </span></div></div><div class="c x110 y6b w97 h22"><div class="t m0 x50 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">474 933      </span></div></div><div class="c x4 y2f9 w95 h22"><div class="t m0 xf4 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe kraje<span class="ff2"> </span></div></div><div class="c x101 y2f9 w57 h22"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">199 585      </span></div></div><div class="c x8 y2f9 w38 h22"><div class="t m0 x85 h6 y689 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x8c y2f9 w7b h22"><div class="t m0 x85 h6 y689 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x10f y2f9 w96 h22"><div class="t m0 x85 h6 y689 ff2 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x110 y2f9 w97 h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">199 585      </span></div></div><div class="c x4 y6d w95 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Przychody seg<span class="_ _0"></span>mentu ogółem<span class="ff5"> </span></div></div><div class="c x101 y6d w57 h12"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">199 585      </span></div></div><div class="c x8 y6d w38 h12"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">303 407      </span></div></div><div class="c x8c y6d w7b h12"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">102 310      </span></div></div><div class="c x10f y6d w96 h12"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">69 216      </span></div></div><div class="c x110 y6d w97 h12"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">674 518      </span></div></div><div class="c x4 y68a w95 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y68a w57 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y68a w38 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y68a w7b h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y68a w96 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y68a w97 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y68b w95 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów<span class="ff5"> </span></div></div><div class="c x101 y68b w57 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y68b w38 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y68b w7b h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y68b w96 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y68b w97 h12"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y68c w95 h12"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż na rzec<span class="_ _0"></span>z klientó<span class="_ _0"></span>w zewnętrznych<span class="ff2"> </span></div></div><div class="c x101 y68c w57 h12"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(145 057)     </span></div></div><div class="c x8 y68c w38 h12"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">      <span class="ls0">(204 470)     </span></div></div><div class="c x8c y68c w7b h12"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(72 028)     </span></div></div><div class="c x10f y68c w96 h12"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(38 257)     </span></div></div><div class="c x110 y68c w97 h12"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(459 812)     </span></div></div><div class="c x4 y68d w95 h81"><div class="t m0 x19 h11 y93 ff4 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów <span class="ff5">- </span>ogół<span class="_ _0"></span>em<span class="ff5"> </span></div></div><div class="c x101 y68d w57 h81"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(145 057)     </span></div></div><div class="c x8 y68d w38 h81"><div class="t m0 x20 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(204 470)     </span></div></div><div class="c x8c y68d w7b h81"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(72 028)     </span></div></div><div class="c x10f y68d w96 h81"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(38 257)     </span></div></div><div class="c x110 y68d w97 h81"><div class="t m0 x5b h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(459 812)     </span></div></div><div class="c x4 y68e w95 h51"><div class="t m0 x19 h11 yec ff4 fs2 fc0 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _0"></span>zedaży<span class="ff5"> </span></div></div><div class="c x101 y68e w57 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">54 528      </span></div></div><div class="c x8 y68e w38 h51"><div class="t m0 x5c h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">98 937      </span></div></div><div class="c x8c y68e w7b h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">30 282      </span></div></div><div class="c x10f y68e w96 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">30 959      </span></div></div><div class="c x110 y68e w97 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">214 706      </span></div></div><div class="c x4 y68f w95 h15"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Marża brutto ze s<span class="_ _0"></span>przedaży<span class="ff5"> </span></div></div><div class="c x101 y68f w57 h15"><div class="t m0 xa4 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">27%<span class="ls0"> </span></div></div><div class="c x8 y68f w38 h15"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">33%<span class="ls0"> </span></div></div><div class="c x8c y68f w7b h15"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">30%<span class="ls0"> </span></div></div><div class="c x10f y68f w96 h15"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">45%<span class="ls0"> </span></div></div><div class="c x110 y68f w97 h15"><div class="t m0 x31 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">32%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf yd8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y17 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y690 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y691 w95 h82"><div class="t m0 x19 h11 y685 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>one <span class="ff5"> </span></div><div class="t m0 x19 h11 y486 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024 <span class="ls33">r.</span> </div></div><div class="c x101 y691 w57 h82"><div class="t m0 xa9 h30 y685 ffe fs2 fc0 sc0 ls0 ws0">SPRZEDAŻ </div><div class="t m0 x12 h30 y486 ffa fs2 fc0 sc0 ls0 ws0">ZAGRANICZNA </div></div><div class="c x8 y691 w38 h82"><div class="t m0 x39 h30 y686 ffa fs2 fc0 sc0 ls0 ws0">HURT </div></div><div class="c x8c y691 w7b h82"><div class="t m0 xeb h30 y685 ffa fs2 fc0 sc0 ls0 ws0">SIECI </div><div class="t m0 x2d h30 y486 ffa fs2 fc0 sc0 ls0 ws0">HANDLOWE </div></div><div class="c x10f y691 w96 h82"><div class="t m0 x4e h30 y685 ffe fs2 fc0 sc0 ls0 ws0">SPRZEDAŻ </div><div class="t m0 x12 h30 y486 ffa fs2 fc0 sc0 ls0 ws0">DETALICZNA </div></div><div class="c x110 y691 w97 h82"><div class="t m0 xdc h11 y686 ff5 fs2 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x4 y692 w95 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Przychody ze sp<span class="_ _0"></span>rzedaży<span class="ff5"> </span></div></div><div class="c x101 y692 w57 h12"><div class="t m0 x111 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y692 w38 h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y692 w7b h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y692 w96 h12"><div class="t m0 x84 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y692 w97 h12"><div class="t m0 x104 h6 y68 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y693 w95 h10"><div class="t m0 x5e h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż na rzec<span class="_ _0"></span>z klientó<span class="_ _0"></span>w zewnętrznych <span class="ff2"> </span></div><div class="t m0 x5e h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">wg kierunkó<span class="_ _0"></span>w geograficznyc<span class="_ _0"></span>h:<span class="ff2"> </span></div></div><div class="c x101 y693 w57 h10"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y693 w38 h10"><div class="t m0 x51 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y693 w7b h10"><div class="t m0 x51 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y693 w96 h10"><div class="t m0 x51 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y693 w97 h10"><div class="t m0 xa4 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y694 w95 h22"><div class="t m0 xf4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x101 y694 w57 h22"><div class="t m0 x1b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x8 y694 w38 h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">265 345      </span></div></div><div class="c x8c y694 w7b h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">84 995      </span></div></div><div class="c x10f y694 w96 h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">80 963      </span></div></div><div class="c x110 y694 w97 h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">431 303      </span></div></div><div class="c x4 y695 w95 h22"><div class="t m0 xf4 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe kraje<span class="ff2"> </span></div></div><div class="c x101 y695 w57 h22"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">196 238      </span></div></div><div class="c x8 y695 w38 h22"><div class="t m0 xf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x8c y695 w7b h22"><div class="t m0 xf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x10f y695 w96 h22"><div class="t m0 xf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x110 y695 w97 h22"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">196 238      </span></div></div><div class="c x4 y696 w95 h12"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Przychody seg<span class="_ _0"></span>mentu ogółem<span class="ff5"> </span></div></div><div class="c x101 y696 w57 h12"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">196 238      </span></div></div><div class="c x8 y696 w38 h12"><div class="t m0 xa6 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">265 345      </span></div></div><div class="c x8c y696 w7b h12"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">84 995      </span></div></div><div class="c x10f y696 w96 h12"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">80 963      </span></div></div><div class="c x110 y696 w97 h12"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">627 541      </span></div></div><div class="c x4 y489 w95 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y489 w57 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y489 w38 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y489 w7b h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y489 w96 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y489 w97 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y697 w95 h14"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów<span class="ff5"> </span></div></div><div class="c x101 y697 w57 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8 y697 w38 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y697 w7b h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10f y697 w96 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x110 y697 w97 h14"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y698 w95 h15"><div class="t m0 x29 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż na rzec<span class="_ _0"></span>z klientó<span class="_ _0"></span>w zewnętrznych<span class="ff2"> </span></div></div><div class="c x101 y698 w57 h15"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(146 452)     </span></div></div><div class="c x8 y698 w38 h15"><div class="t m0 x1d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(181 188)     </span></div></div><div class="c x8c y698 w7b h15"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(60 825)     </span></div></div><div class="c x10f y698 w96 h15"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(46 409)     </span></div></div><div class="c x110 y698 w97 h15"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(434 874)     </span></div></div><div class="c x4 y699 w95 h81"><div class="t m0 x19 h11 y93 ff4 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów <span class="ff5">- </span>ogół<span class="_ _0"></span>em<span class="ff5"> </span></div></div><div class="c x101 y699 w57 h81"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">(146 452)     </span></div></div><div class="c x8 y699 w38 h81"><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(181 188)     </span></div></div><div class="c x8c y699 w7b h81"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(60 825)     </span></div></div><div class="c x10f y699 w96 h81"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">(46 409)     </span></div></div><div class="c x110 y699 w97 h81"><div class="t m0 x5b h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">(434 874)     </span></div></div><div class="c x4 y69a w95 h51"><div class="t m0 x19 h11 y103 ff4 fs2 fc0 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _0"></span>zedaży<span class="ff5"> </span></div></div><div class="c x101 y69a w57 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">49 786      </span></div></div><div class="c x8 y69a w38 h51"><div class="t m0 x1d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">84 157      </span></div></div><div class="c x8c y69a w7b h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">24 170      </span></div></div><div class="c x10f y69a w96 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                 <span class="ls0">34 554      </span></div></div><div class="c x110 y69a w97 h51"><div class="t m0 x50 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">192 667      </span></div></div><div class="c x4 y36e w95 h14"><div class="t m0 x19 h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Marża brutto ze s<span class="_ _0"></span>przedaży<span class="ff5"> </span></div></div><div class="c x101 y36e w57 h14"><div class="t m0 xa4 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">25%<span class="ls0"> </span></div></div><div class="c x8 y36e w38 h14"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">32%<span class="ls0"> </span></div></div><div class="c x8c y36e w7b h14"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">28%<span class="ls0"> </span></div></div><div class="c x10f y36e w96 h14"><div class="t m0 x48 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">43%<span class="ls0"> </span></div></div><div class="c x110 y36e w97 h14"><div class="t m0 x31 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">31%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y69b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y69c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y69d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y69e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y69f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y5b8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a2 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a3 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y449 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a5 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a7 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y6a9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y22b ff2 fs3 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">49<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">25.<span class="ffb ls0"> <span class="ff4">Przychody <span class="_ _0"></span>ze sprzed<span class="_ _0"></span>aży<span class="ff5"> </span></span></span></div></div><div class="c x4 y63 w98 h10"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 y63 w99 h10"><div class="t m0 x50 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 xd4 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x112 y63 w9a h10"><div class="t m0 x70 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x32 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">20</span>24<span class="_ _0"></span> </div></div><div class="c x4 y6aa w98 h40"><div class="t m0 x19 h83 y1 ff5 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x37 y6aa w99 h40"><div class="t m0 x30 h1d y1 ff2 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y6aa w9a h40"><div class="t m0 x113 h1d y1 ff2 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6ab w98 h40"><div class="t m0 x19 h6 yf6 ff3 fs2 fc0 sc0 ls0 ws0">Sprzedaż towarów<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x37 y6ab w99 h40"><div class="t m0 x58 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">674 518 </div></div><div class="c x112 y6ab w9a h40"><div class="t m0 x1b h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">627 566 </div></div><div class="c x4 y19e w98 h40"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Przychody ze sp<span class="_ _0"></span>rzedaży raze<span class="_ _0"></span>m<span class="ff5"> </span></div></div><div class="c x37 y19e w99 h40"><div class="t m0 x58 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">674 518 </div></div><div class="c x112 y19e w9a h40"><div class="t m0 x1b h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">627 566 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 h1e y6ac ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6ad ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6ae ff3 fs6 fc0 sc0 ls0 ws0">Poniżej przestawiono<span class="_ _1"></span> strukturę geograficzną <span class="_ _1"></span>przychodów ze s<span class="_ _1"></span>przedaży.<span class="_ _2"></span><span class="ff2"> </span>Ponadto, w sprawozdaniu<span class="_ _1"></span> z działalności Spó<span class="_ _1"></span>łka </div><div class="t m0 x4 hf y2d5 ff3 fs6 fc0 sc0 ls0 ws0">przedstawiła takż<span class="_ _1"></span>e informacje w podziale n<span class="_ _1"></span>a marki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y6af ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6b0 w5f h79"><div class="t m0 x19 h6 y6b1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y6b0 w44 h79"><div class="t m0 x32 h11 y6b2 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy <span class="_ _3"></span>z<span class="_ _1"></span>akończony <span class="ff5"> </span></div><div class="t m0 xb3 h11 y6b3 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x36 y6b0 w8e h79"><div class="t m0 x48 h11 y6b1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y6b0 w5b h79"><div class="t m0 x21 h11 y6b2 ff4 fs2 fc0 sc0 ls0 ws0">Okres 12 miesięcy <span class="_ _3"></span>z<span class="_ _1"></span>akończony <span class="ff5"> </span></div><div class="t m0 x3f h11 y6b3 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2024 </div></div><div class="c x114 y6b0 w9b h79"><div class="t m0 x48 h11 y6b1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 ya1 w5f h84"><div class="t m0 x19 h6 y6b1 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 ya1 w44 h84"><div class="t m0 x51 h11 y6b1 ff4 fs2 fc0 sc0 ls0 ws0">Przychody ze sp<span class="_ _0"></span>rzedaży<span class="ff5"> </span></div></div><div class="c x36 ya1 w8e h84"><div class="t m0 x4e h11 y6b1 ff4 fs2 fc0 sc0 ls0 ws0">Udział<span class="ff5"> </span></div></div><div class="c x64 ya1 w5b h84"><div class="t m0 x48 h11 y6b1 ff4 fs2 fc0 sc0 ls0 ws0">Przychody ze sp<span class="_ _0"></span>rzedaży<span class="ff5"> </span></div></div><div class="c x114 ya1 w9b h84"><div class="t m0 x1f h11 y6b1 ff4 fs2 fc0 sc0 ls0 ws0">Udział<span class="ff5"> </span></div></div><div class="c x4 y6b4 w5f h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c x100 y6b4 w44 h26"><div class="t m0 x115 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">59 147 </div></div><div class="c x36 y6b4 w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">8,8% </div></div><div class="c x64 y6b4 w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">46 967 </div></div><div class="c x114 y6b4 w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">7,5% </div></div><div class="c x4 y6b5 w5f h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Węgry<span class="ff2"> </span></div></div><div class="c x100 y6b5 w44 h26"><div class="t m0 x115 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">37 270 </div></div><div class="c x36 y6b5 w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">5,5% </div></div><div class="c x64 y6b5 w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">28 516 </div></div><div class="c x114 y6b5 w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">4,5% </div></div><div class="c x4 y27a w5f h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Czechy </div></div><div class="c x100 y27a w44 h2a"><div class="t m0 x115 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">17 112 </div></div><div class="c x36 y27a w8e h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">2,5% </div></div><div class="c x64 y27a w5b h2a"><div class="t m0 x8a h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">14 148 </div></div><div class="c x114 y27a w9b h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">2,3% </div></div><div class="c x4 y6b6 w5f h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Litwa </div></div><div class="c x100 y6b6 w44 h26"><div class="t m0 x115 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">14 697 </div></div><div class="c x36 y6b6 w8e h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">2,2% </div></div><div class="c x64 y6b6 w5b h26"><div class="t m0 x8a h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">13 685 </div></div><div class="c x114 y6b6 w9b h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">2,2% </div></div><div class="c x4 y5ef w5f h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Mołdawia<span class="ff2"> </span></div></div><div class="c x100 y5ef w44 h26"><div class="t m0 x115 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">13 452 </div></div><div class="c x36 y5ef w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">2,0% </div></div><div class="c x64 y5ef w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">12 006 </div></div><div class="c x114 y5ef w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,9% </div></div><div class="c x4 y6b7 w5f h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Bułgaria<span class="ff2"> </span></div></div><div class="c x100 y6b7 w44 h26"><div class="t m0 x116 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">9 406 </div></div><div class="c x36 y6b7 w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,4% </div></div><div class="c x64 y6b7 w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">10 098 </div></div><div class="c x114 y6b7 w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,6% </div></div><div class="c x4 y6b8 w5f h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Białoruś<span class="ff2"> </span></div></div><div class="c x100 y6b8 w44 h2a"><div class="t m0 x116 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">7 098 </div></div><div class="c x36 y6b8 w8e h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">1,1% </div></div><div class="c x64 y6b8 w5b h2a"><div class="t m0 x8a h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">17 289 </div></div><div class="c x114 y6b8 w9b h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">2,8% </div></div><div class="c x4 y6b9 w5f h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Łotwa<span class="ff2"> </span></div></div><div class="c x100 y6b9 w44 h26"><div class="t m0 x116 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">6 394 </div></div><div class="c x36 y6b9 w8e h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">0,9% </div></div><div class="c x64 y6b9 w5b h26"><div class="t m0 x117 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">5 225 </div></div><div class="c x114 y6b9 w9b h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">0,8% </div></div><div class="c x4 y52a w5f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Grecja </div></div><div class="c x100 y52a w44 h26"><div class="t m0 x116 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">4 707 </div></div><div class="c x36 y52a w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">0,7% </div></div><div class="c x64 y52a w5b h26"><div class="t m0 x117 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">5 980 </div></div><div class="c x114 y52a w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,0% </div></div><div class="c x4 y6ba w5f h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Rumunia </div></div><div class="c x100 y6ba w44 h26"><div class="t m0 x116 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">4 005 </div></div><div class="c x36 y6ba w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">0,6% </div></div><div class="c x64 y6ba w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">16 418 </div></div><div class="c x114 y6ba w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">2,6% </div></div><div class="c x4 y6bb w5f h2a"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Niemcy </div></div><div class="c x100 y6bb w44 h2a"><div class="t m0 x116 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">3 277 </div></div><div class="c x36 y6bb w8e h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">0,5% </div></div><div class="c x64 y6bb w5b h2a"><div class="t m0 x117 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">3 655 </div></div><div class="c x114 y6bb w9b h2a"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">0,6% </div></div><div class="c x4 y6bc w5f h26"><div class="t m0 x19 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">Europa - <span class="ff3">pozostałe k<span class="_ _0"></span>raje UE<span class="ff2"> </span></span></div></div><div class="c x100 y6bc w44 h26"><div class="t m0 x115 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">12 998 </div></div><div class="c x36 y6bc w8e h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">1,9% </div></div><div class="c x64 y6bc w5b h26"><div class="t m0 x117 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">9 769 </div></div><div class="c x114 y6bc w9b h26"><div class="t m0 xb8 h6 yf2 ff2 fs2 fc0 sc0 ls0 ws0">1,6% </div></div><div class="c x4 y2c3 w5f h26"><div class="t m0 x19 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">Europa - <span class="ff3">pozostałe k<span class="_ _0"></span>raje spoza UE<span class="ff2"> </span></span></div></div><div class="c x100 y2c3 w44 h26"><div class="t m0 x116 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">8 158 </div></div><div class="c x36 y2c3 w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,2% </div></div><div class="c x64 y2c3 w5b h26"><div class="t m0 x8a h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">10 759 </div></div><div class="c x114 y2c3 w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1,7% </div></div><div class="c x4 y6bd w5f h26"><div class="t m0 x19 h6 yeb ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe kont<span class="_ _0"></span>ynenty<span class="ff2"> </span></div></div><div class="c x100 y6bd w44 h26"><div class="t m0 x116 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1 864 </div></div><div class="c x36 y6bd w8e h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">0,3% </div></div><div class="c x64 y6bd w5b h26"><div class="t m0 x117 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">1 723 </div></div><div class="c x114 y6bd w9b h26"><div class="t m0 xb8 h6 yeb ff2 fs2 fc0 sc0 ls0 ws0">0,3% </div></div><div class="c x4 y6be w5f h4c"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">Razem eksport<span class="_ _0"></span> </div></div><div class="c x100 y6be w44 h4c"><div class="t m0 x8d h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">199 585 </div></div><div class="c x36 y6be w8e h4c"><div class="t m0 x4e h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">29,6% </div></div><div class="c x64 y6be w5b h4c"><div class="t m0 x91 h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">196 238 </div></div><div class="c x114 y6be w9b h4c"><div class="t m0 x4e h11 y3c2 ff5 fs2 fc0 sc0 ls0 ws0">31,3% </div></div><div class="c x4 y6bf w5f h85"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x100 y6bf w44 h85"><div class="t m0 x8d h6 yec ff2 fs2 fc0 sc0 ls0 ws0">474 933 </div></div><div class="c x36 y6bf w8e h85"><div class="t m0 x4e h6 yec ff2 fs2 fc0 sc0 ls0 ws0">70,4% </div></div><div class="c x64 y6bf w5b h85"><div class="t m0 x91 h6 yec ff2 fs2 fc0 sc0 ls0 ws0">431 303 </div></div><div class="c x114 y6bf w9b h85"><div class="t m0 x4e h6 yec ff2 fs2 fc0 sc0 ls0 ws0">68,7% </div></div><div class="c x4 y48d w5f h4c"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Razem przychod<span class="_ _0"></span>y ze sprzedaży<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x100 y48d w44 h4c"><div class="t m0 x8d h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">674 518 </div></div><div class="c x36 y48d w8e h4c"><div class="t m0 x5a h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x64 y48d w5b h4c"><div class="t m0 x91 h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">627 541 </div></div><div class="c x114 y48d w9b h4c"><div class="t m0 x5a h11 y39f ff5 fs2 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y6c0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6c1 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _d"></span>od <span class="_ _d"></span>dłuższego <span class="_ _d"></span>czasu<span class="_ _1"></span> <span class="_ _2"></span>obecna <span class="_ _d"></span>jest <span class="_ _d"></span>na <span class="_ _d"></span>rynka<span class="_ _1"></span>ch <span class="_ _d"></span>Europy <span class="_ _2"></span>Wsch<span class="_ _1"></span>odniej, <span class="_ _d"></span>a <span class="_ _d"></span>w <span class="_ _2"></span>szcz<span class="_ _1"></span>ególności <span class="_ _d"></span>w <span class="_ _2"></span>Ukraini<span class="_ _1"></span>e<span class="_ _2"></span><span class="ff2"> <span class="_ _d"></span>i <span class="_ _d"></span></span>Białorusi<span class="ff2">. <span class="_ _d"></span>Mim<span class="_ _1"></span>o </span></div><div class="t m0 x4 hf y6c2 ff3 fs6 fc0 sc0 ls0 ws0">długiej ob<span class="_ _1"></span>ecności na <span class="_ _1"></span>tych <span class="_ _1"></span>rynkach Spółka n<span class="_ _1"></span>ie posiad<span class="_ _1"></span>ała tam akty<span class="_ _1"></span>wów, a <span class="_ _1"></span>transakcje z <span class="_ _1"></span>lokalnymi klienta<span class="_ _1"></span>mi miały <span class="_ _1"></span>charakter </div><div class="t m0 x4 hf y5b5 ff3 fs6 fc0 sc0 ls0 ws0">krótkoterminowy. <span class="_ _d"></span>Konflikt <span class="_ _d"></span>ro<span class="_ _1"></span>syjsko<span class="_ _1"></span> <span class="_ _d"></span>–<span class="ff2"> <span class="_ _d"></span></span>ukraińs<span class="_ _1"></span>ki <span class="_ _2"></span>ro<span class="_ _1"></span>zpoczęty <span class="_ _2"></span>dzia<span class="_ _1"></span>łaniami <span class="_ _d"></span>wojennymi <span class="_ _d"></span>w <span class="_ _d"></span>dniu <span class="_ _d"></span>24 <span class="_ _d"></span>lutego<span class="_ _1"></span> <span class="_ _2"></span>202<span class="_ _1"></span>2 <span class="_ _2"></span>ro<span class="_ _1"></span>ku <span class="_ _d"></span>zakłócił </div><div class="t m0 x4 hf y6c3 ff2 fs6 fc0 sc0 ls0 ws0">relacje <span class="_ _24"> </span>han<span class="_ _1"></span>dlow<span class="ff3">e <span class="_ _21"> </span>na <span class="_ _21"> </span>tych <span class="_ _21"> </span>rynka<span class="_ _1"></span>ch, <span class="_ _21"> </span>czego <span class="_ _24"> </span>efekte<span class="_ _1"></span>m <span class="_ _24"> </span>by<span class="_ _1"></span>ło <span class="_ _21"> </span>czasowe <span class="_ _24"> </span>za<span class="_ _1"></span>mrożenie <span class="_ _21"> </span>relacji<span class="_ _1"></span> <span class="_ _21"> </span>z <span class="_ _24"> </span>niektóry<span class="_ _1"></span>mi <span class="_ _24"> </span>kl<span class="_ _1"></span>ientami <span class="_ _21"> </span>albo </span></div><div class="t m0 x4 hf y6c4 ff3 fs6 fc0 sc0 ls0 ws0">wstrzymanie <span class="_ _10"> </span>współpracy<span class="_ _1"></span>. <span class="_ _10"> </span>Należy <span class="_ _16"></span>p<span class="_ _1"></span>odkreślić, <span class="_ _10"> </span>że <span class="_ _10"> </span>Spółka <span class="_ _10"></span>przestrzegała <span class="_ _10"> </span>wszystkich <span class="_ _10"> </span>sankcji <span class="_ _10"> </span>nałożonych<span class="_ _1"></span> <span class="_ _16"></span>przez <span class="_ _10"> </span>polski <span class="_ _10"> </span>rząd, </div><div class="t m0 x4 hf y6c5 ff3 fs6 fc0 sc0 ls0 ws0">struktury  Unii <span class="_ _11"> </span>Europejskiej, <span class="_ _11"> </span>rządy  in<span class="_ _0"></span>nych <span class="_ _11"> </span>pańs<span class="_ _1"></span>t<span class="_ _1"></span>w <span class="_ _11"> </span>oraz <span class="_ _11"> </span>instytucje  m<span class="_ _0"></span>iędzynarodowe  na <span class="_ _10"> </span>po<span class="_ _1"></span>dmioty,  osoby<span class="_ _0"></span> <span class="_ _11"> </span>oraz  towary </div><div class="t m0 x4 hf y6c6 ff3 fs6 fc0 sc0 ls0 ws0">wskazane <span class="_ _16"></span>w <span class="_ _16"></span>odpowiednich <span class="_ _16"></span>aktach <span class="_ _16"></span>prawnych. <span class="_ _16"></span>TOYA <span class="_ _16"></span>S.A. <span class="_ _d"></span>w<span class="_ _1"></span>drożyła <span class="_ _16"></span>odpowiednie <span class="_ _16"></span>procedury<span class="_ _1"></span> <span class="_ _16"></span>w <span class="_ _d"></span>ty<span class="_ _1"></span>m <span class="_ _16"></span>zakresie. <span class="_ _d"></span>Wd<span class="_ _1"></span>rożone </div><div class="t m0 x4 hf y6c7 ff3 fs6 fc0 sc0 ls0 ws0">procedury <span class="_ _1"></span>oraz <span class="_ _1"></span>koniecznoś<span class="_ _1"></span>ć weryfikacji <span class="_ _1"></span>i <span class="_ _1"></span>spełnienia <span class="_ _1"></span>wszy<span class="_ _1"></span>stkich <span class="_ _1"></span>sankcji <span class="_ _1"></span>gospodarczych <span class="_ _d"></span>powodowały <span class="_ _1"></span>jednak <span class="_ _1"></span>spowolnienie </div><div class="t m0 x4 hf y2f ff3 fs6 fc0 sc0 ls0 ws0">obrotu <span class="_ _11"> </span>handlowego <span class="_ _11"> </span>z <span class="_ _10"> </span>klienta<span class="_ _1"></span>mi <span class="_ _11"> </span>z <span class="_ _10"> </span>ty<span class="_ _1"></span>ch <span class="_ _11"> </span>rynków, <span class="_ _10"> </span>co <span class="_ _11"> </span>jest <span class="_ _11"> </span>jed<span class="_ _1"></span>nak <span class="_ _11"> </span>niezależne <span class="_ _10"> </span>od <span class="_ _11"> </span>Spółki.  Może <span class="_ _10"> </span>mieć <span class="_ _11"> </span>to <span class="_ _11"> </span>wpływ <span class="_ _10"> </span>na <span class="_ _11"> </span>obr<span class="_ _1"></span>ót </div><div class="t m0 x4 hf y5d9 ff3 fs6 fc0 sc0 ls0 ws0">handlowy z klien<span class="_ _1"></span>tami obecnymi na tych<span class="_ _1"></span> rynkach w przys<span class="_ _1"></span>złych kwartałach.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y5da ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5db ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6c8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6c9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6ca ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6cb ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6cc ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">50<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y6cd ff5 fs4 fc1 sc0 lsc ws0">26.<span class="ffb ls0"> <span class="ff4">Koszty <span class="_ _0"></span>według rod<span class="_ _0"></span>zaju oraz kosz<span class="_ _0"></span>t sprzedanych tow<span class="_ _0"></span>arów<span class="ff5"> </span></span></span></div></div><div class="c x4 y63 w9d h10"><div class="t m0 x118 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y63 w9e h10"><div class="t m0 x20 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x48 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c xde y63 w9f h10"><div class="t m0 x20 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x48 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y6ce w9d h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xd7 y6ce w9e h26"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">10 140 </div></div><div class="c xde y6ce w9f h26"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">11 208 </div></div><div class="c x4 y294 w9d h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Zużycie mater<span class="_ _0"></span>iałów i ene<span class="_ _0"></span>rgii<span class="ff2"> </span></div></div><div class="c xd7 y294 w9e h2a"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">6 719 </div></div><div class="c xde y294 w9f h2a"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">7 574 </div></div><div class="c x4 y33a w9d h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Usługi obce, w ty<span class="_ _0"></span>m:<span class="ff2"> </span></div></div><div class="c xd7 y33a w9e h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">39 578 </div></div><div class="c xde y33a w9f h26"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">40 409 </div></div><div class="c x4 y19f w9d h26"><div class="t m0 x117 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">koszty transportu<span class="_ _1"></span> </div></div><div class="c xac y19f wa0 h26"><div class="t m0 x2e h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">16 236 </div></div><div class="c xde y19f wa1 h26"><div class="t m0 x2e h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">13 367 </div></div><div class="c x4 y5c0 w9d h26"><div class="t m0 x117 h5c y472 ff8 fs7 fc0 sc0 ls0 ws0">usługi magazynowe<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c xac y5c0 wa0 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">5 281 </div></div><div class="c xde y5c0 wa1 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">1 677 </div></div><div class="c x4 y6cf w9d h26"><div class="t m0 x117 h5c y628 ff8 fs7 fc0 sc0 ls0 ws0">opłaty eksploatacyjne do<span class="_ _1"></span>tyczące umów naj<span class="_ _1"></span>mu powierzchni<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c xac y6cf wa0 h26"><div class="t m0 x71 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">2 519 </div></div><div class="c xde y6cf wa1 h26"><div class="t m0 x71 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">2 641 </div></div><div class="c x4 y66b w9d h2a"><div class="t m0 x117 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">koszty IT i telekomunikacyjne<span class="_ _1"></span> </div></div><div class="c xac y66b wa0 h2a"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">3 203 </div></div><div class="c xde y66b wa1 h2a"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">2 847 </div></div><div class="c x4 y6d0 w9d h26"><div class="t m0 x117 h5c y472 ff8 fs7 fc0 sc0 ls0 ws0">usługi dostępu do platform<span class="_ _1"></span> sprzedaży onlin<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c xac y6d0 wa0 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">6 679 </div></div><div class="c xde y6d0 wa1 h26"><div class="t m0 x2e h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">10 196 </div></div><div class="c x4 y9d w9d h26"><div class="t m0 x117 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">koszty prawne, audyt <span class="_ _1"></span>i doradztwo<span class="_ _1"></span> </div></div><div class="c xac y9d wa0 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">1 056 </div></div><div class="c xde y9d wa1 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">4 519 </div></div><div class="c x4 y6d1 w9d h26"><div class="t m0 x117 h5c y628 ff8 fs7 fc0 sc0 ls0 ws0">pozostałe<span class="ff7"> </span></div></div><div class="c xac y6d1 wa0 h26"><div class="t m0 x71 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">4 604 </div></div><div class="c xde y6d1 wa1 h26"><div class="t m0 x71 h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">5 162 </div></div><div class="c x4 y6d2 w9d h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Podatki i<span class="_ _0"></span> opłaty<span class="ff2"> </span></div></div><div class="c xd7 y6d2 w9e h26"><div class="t m0 x119 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">3 297 </div></div><div class="c xde y6d2 w9f h26"><div class="t m0 x119 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">3 115 </div></div><div class="c x4 y408 w9d h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty świadczeń <span class="_ _0"></span>pracownic<span class="_ _0"></span>zych<span class="ff2"> </span></div></div><div class="c xd7 y408 w9e h2a"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">68 005 </div></div><div class="c xde y408 w9f h2a"><div class="t m0 xaa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">59 777 </div></div><div class="c x4 y60b w9d h2b"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe koszty<span class="_ _0"></span> rodzajowe<span class="ff2"> </span></div></div><div class="c xd7 y60b w9e h2b"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">5 068 </div></div><div class="c xde y60b w9f h2b"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">5 189 </div></div><div class="c x4 y6d3 w9d h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wartość spr<span class="_ _0"></span>zedanych to<span class="_ _0"></span>warów<span class="ff2"> </span></div></div><div class="c xd7 y6d3 w9e h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">459 812 </div></div><div class="c xde y6d3 w9f h26"><div class="t m0 x9a h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">434 874 </div></div><div class="c x4 y6d4 w9d h86"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Koszty wg rodzaju ora<span class="_ _3"></span>z wartość sprzedanych towar<span class="_ _0"></span>ów razem<span class="ff5"> </span></div></div><div class="c xd7 y6d4 w9e h86"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">592 619 </div></div><div class="c xde y6d4 w9f h86"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">562 146 </div></div><div class="c x4 y6d5 w9d h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y6d5 w9e h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y6d5 w9f h26"><div class="t m0 x19 hf y1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6d6 w9d h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty sprzedaży, w ty<span class="_ _3"></span>m:<span class="ff2"> </span></div></div><div class="c xd7 y6d6 w9e h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">102 211 </div></div><div class="c xde y6d6 w9f h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">100 007 </div></div><div class="c x4 y2db w9d h26"><div class="t m0 x11a h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">amortyzacja </div></div><div class="c xac y2db wa0 h26"><div class="t m0 x81 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">8 463<span class="fs7"> </span></div></div><div class="c xde y2db wa1 h26"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">9 641 </div></div><div class="c x4 y6d7 w9d h26"><div class="t m0 x11a h5c y628 ff8 fs7 fc0 sc0 ls0 ws0">koszty świadczeń pracowni<span class="_ _1"></span>czych<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c xac y6d7 wa0 h26"><div class="t m0 x10e h27 y66 ff7 fs2 fc0 sc0 ls0 ws0">45 328<span class="fs7"> </span></div></div><div class="c xde y6d7 wa1 h26"><div class="t m0 x2e h5c y628 ff7 fs7 fc0 sc0 ls0 ws0">40 354 </div></div><div class="c x4 y6d8 w9d h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Koszty administ<span class="_ _0"></span>racyjne, w t<span class="_ _0"></span>ym: </div></div><div class="c xd7 y6d8 w9e h26"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">30 596 </div></div><div class="c xde y6d8 w9f h26"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">27 265 </div></div><div class="c x4 y6d9 w9d h2a"><div class="t m0 x11a h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">amortyzacja </div></div><div class="c xac y6d9 wa0 h2a"><div class="t m0 x81 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">1 677<span class="fs7"> </span></div></div><div class="c xde y6d9 wa1 h2a"><div class="t m0 x71 h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">1 567 </div></div><div class="c x4 y6da w9d h26"><div class="t m0 x11a h5c y472 ff8 fs7 fc0 sc0 ls0 ws0">koszty świadczeń pracowni<span class="_ _1"></span>czych<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c xac y6da wa0 h26"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">22 677<span class="fs7"> </span></div></div><div class="c xde y6da wa1 h26"><div class="t m0 x2e h5c y472 ff7 fs7 fc0 sc0 ls0 ws0">19 423 </div></div><div class="c x4 y439 w9d h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _0"></span>h towarów<span class="ff2"> </span></div></div><div class="c xd7 y439 w9e h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">459 812 </div></div><div class="c xde y439 w9f h26"><div class="t m0 x9a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">434 874 </div></div><div class="c x4 y6db w9d h3f"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Koszty sprzeda<span class="_ _0"></span>ży, administracyj<span class="_ _3"></span>ne<span class="_ _1"></span> oraz wartość sp<span class="_ _0"></span>rzedanych towa<span class="_ _3"></span>rów razem<span class="ff5"> </span></div></div><div class="c xd7 y6db w9e h3f"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">592 619 </div></div><div class="c xde y6db w9f h3f"><div class="t m0 x9a h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">562 146 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h1d y5f4 ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y393 ff3 fs6 fc0 sc0 ls0 ws0">Spółka nie pro<span class="_ _1"></span>wadzi istotnych pra<span class="_ _1"></span>c badawczych i ro<span class="_ _1"></span>zwojowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y6dc ff5 fs4 fc1 sc0 lsc ws0">27.<span class="ffb ls0"> <span class="ff4">Koszty <span class="_ _0"></span>świadczeń pr<span class="_ _0"></span>acowniczych<span class="ff5"> </span></span></span></div></div><div class="c x4 y5e w19 h10"><div class="t m0 x11b h11 y6dd ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y5e wa2 h10"><div class="t m0 x4b h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x85 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 20<span class="ls5">25<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c x2f y5e wd h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y6de w19 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _0"></span>z umów o pracę i<span class="_ _0"></span> powołania<span class="ff2"> </span></div></div><div class="c x102 y6de wa2 h13"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">49 484 </div></div><div class="c x2f y6de wd h13"><div class="t m0 x6a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">43 655 </div></div><div class="c x4 y6df w19 h5b"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Wynagrodzenie pe<span class="_ _0"></span>rsonelu <span class="_ _0"></span>tymczasowego or<span class="_ _0"></span>az umowy zlece<span class="_ _0"></span>nia </div></div><div class="c x102 y6df wa2 h5b"><div class="t m0 xb2 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">6 481 </div></div><div class="c x2f y6df wd h5b"><div class="t m0 xa h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">5 742 </div></div><div class="c x4 y6e0 w19 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Koszty ubezpiec<span class="_ _0"></span>zeń społecznych<span class="ff2"> </span></div></div><div class="c x102 y6e0 wa2 h26"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">9 622 </div></div><div class="c x2f y6e0 wd h26"><div class="t m0 xa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">8 456 </div></div><div class="c x4 y63a w19 h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Koszt rezerwy na <span class="_ _0"></span>niewyko<span class="_ _0"></span>rzystane ur<span class="_ _0"></span>lopy </div></div><div class="c x102 y63a wa2 h26"><div class="t m0 x91 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">305<span class="ls0"> </span></div></div><div class="c x2f y63a wd h26"><div class="t m0 x71 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">254<span class="ls0"> </span></div></div><div class="c x4 y247 w19 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty rezerwy n<span class="_ _0"></span>a świadczeni<span class="_ _0"></span>a emerytal<span class="_ _0"></span>ne<span class="ff2"> </span></div></div><div class="c x102 y247 wa2 h2a"><div class="t m0 x8a h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">94<span class="ls0"> </span></div></div><div class="c x2f y247 wd h2a"><div class="t m0 xb1 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">90<span class="ls0"> </span></div></div><div class="c x4 y6e1 w19 h4c"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Koszty wypłacony<span class="_ _0"></span>ch świadczeń <span class="_ _0"></span>emerytalny<span class="_ _0"></span>ch i podobny<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x102 y6e1 wa2 h4c"><div class="t m0 x8a h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">22<span class="ls0"> </span></div></div><div class="c x2f y6e1 wd h4c"><div class="t m0 x113 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y6e2 w19 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe koszty<span class="_ _0"></span> świadczeń pr<span class="_ _0"></span>acowniczych<span class="ff2"> </span></div></div><div class="c x102 y6e2 wa2 h26"><div class="t m0 xb2 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 997 </div></div><div class="c x2f y6e2 wd h26"><div class="t m0 xa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 572 </div></div><div class="c x4 y6e3 w19 h26"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">Koszty świadcz<span class="_ _0"></span>eń pracowniczych ra<span class="_ _3"></span>zem<span class="_ _1"></span>, w tym:<span class="ff5"> </span></div></div><div class="c x102 y6e3 wa2 h26"><div class="t m0 xb1 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">68 005 </div></div><div class="c x2f y6e3 wd h26"><div class="t m0 x6a h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">59 777 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha y6e4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6e5 ff3 fs6 fc0 sc0 ls0 ws0">Poniżej przedsta<span class="_ _1"></span>wiono inform<span class="_ _1"></span>ację dotyczącą iloś<span class="_ _1"></span>ci pracowników<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y6e6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6e7 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6e8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6e9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6ea ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6eb ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y6ec w54 h4a"><div class="t m0 x19 h6 y6ed ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11c y6ec wc h4a"><div class="t m0 x53 h11 y6ed ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x11d y6ec wa3 h4a"><div class="t m0 x59 h11 y6ed ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 xeb h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x3 y567 w54 h40"><div class="t m0 x1a h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Przeciętna l<span class="_ _0"></span>iczba zatrudni<span class="_ _0"></span>onych w pr<span class="_ _0"></span>zeliczeniu na jede<span class="_ _0"></span>n etat<span class="ff2"> </span></div></div><div class="c x11c y567 wc h40"><div class="t m0 x71 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3<span class="ls5">44</span> </div></div><div class="c x11d y567 wa3 h40"><div class="t m0 x6d h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">330<span class="ls0"> </span></div></div><div class="c x3 y140 w54 h40"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Zatrudni<span class="_ _0"></span>eni w osobach na<span class="_ _0"></span> koniec roku </div></div><div class="c x11c y140 wc h40"><div class="t m0 x71 h6 yf6 ff2 fs2 fc0 sc0 ls0 ws0">3<span class="ls5">52</span> </div></div><div class="c x11d y140 wa3 h40"><div class="t m0 x6d h6 yf6 ff2 fs2 fc0 sc0 ls5 ws0">346<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">51<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">28.<span class="ffb ls0"> <span class="ff5">P<span class="ff4">ozo<span class="_ _0"></span>stałe przychody <span class="_ _0"></span>i koszty ope<span class="_ _0"></span>racyjne<span class="ff5"> </span></span></span></span></div></div><div class="c x4 y63 w54 h10"><div class="t m0 x19 h11 y66 ff4 fs2 fc0 sc0 ls0 ws0">POZOSTAŁE PRZ<span class="_ _0"></span>YCHODY OPERA<span class="_ _0"></span>CYJNE<span class="ff5"> </span></div></div><div class="c x2b y63 wc h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y63 w1b h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y294 w54 h2c"><div class="t m0 x19 h6 yf8 ff3 fs2 fc0 sc0 ls0 ws0">Nadwyżka dodat<span class="_ _0"></span>nich ró<span class="_ _0"></span>żnic kursowych nad uje<span class="_ _0"></span>mnymi dotyc<span class="_ _0"></span>ząca działalnoś<span class="_ _0"></span>ci </div><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">operacyjne<span class="_ _0"></span>j </div></div><div class="c x2b y294 wc h2c"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">3 031      </span></div></div><div class="c x2f y294 w1b h2c"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">3 351      </span></div></div><div class="c x4 y33a w54 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _0"></span>ułu sprzedaży pozost<span class="_ _0"></span>ałej<span class="ff2"> </span></div></div><div class="c x2b y33a wc h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">98      </span></div></div><div class="c x2f y33a w1b h26"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">137      </span></div></div><div class="c x4 y6ee w54 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Otrzymane ods<span class="_ _0"></span>zkodowania </div></div><div class="c x2b y6ee wc h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">18      </span></div></div><div class="c x2f y6ee w1b h26"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">386      </span></div></div><div class="c x4 y6ef w54 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Zysk na sp<span class="_ _0"></span>rzedaży rzeczowych <span class="_ _0"></span>aktywów t<span class="_ _0"></span>rwałych<span class="ff2"> </span></div></div><div class="c x2b y6ef wc h26"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">734      </span></div></div><div class="c x2f y6ef w1b h26"><div class="t m0 x1f h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">1 344      </span></div></div><div class="c x4 y6f0 w54 h2a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Szkody komunik<span class="_ _0"></span>acyjne pe<span class="_ _0"></span>r saldo z otrzymany<span class="_ _0"></span>mi odszkodowani<span class="_ _0"></span>ami </div></div><div class="c x2b y6f0 wc h2a"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                     <span class="ls0">1     <span class="_ _1"></span> </span></div></div><div class="c x2f y6f0 w1b h2a"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">33      </span></div></div><div class="c x4 y3ad w54 h26"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Inne przychody<span class="_ _0"></span> operac<span class="_ _0"></span>yjne </div></div><div class="c x2b y3ad wc h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">77      </span></div></div><div class="c x2f y3ad w1b h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">78      </span></div></div><div class="c x4 y6d0 w54 h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Pozostałe pr<span class="_ _0"></span>zychody operac<span class="_ _0"></span>yjne razem<span class="ff5"> </span></div></div><div class="c x2b y6d0 wc h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">3 959      </span></div></div><div class="c x2f y6d0 w1b h26"><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">5 329      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha y6f1 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6f2 w9d h29"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">POZOSTAŁE KOSZT<span class="_ _3"></span>Y OPERACYJNE<span class="ff5"> </span></div></div><div class="c xd7 y6f2 w22 h29"><div class="t m0 x68 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x10d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y6f2 w1b h29"><div class="t m0 x53 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y6f3 w9d h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Koszty doty<span class="_ _0"></span>czące sprzedaży po<span class="_ _0"></span>zostałej<span class="ff2"> </span></div></div><div class="c xd7 y6f3 w22 h26"><div class="t m0 xdc h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">181      </span></div></div><div class="c x2f y6f3 w1b h26"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">179      </span></div></div><div class="c x4 y47b w9d h2b"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Opłaty sądowe<span class="_ _0"></span> i windyk<span class="_ _0"></span>acyjne<span class="ff2"> </span></div></div><div class="c xd7 y47b w22 h2b"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">28      </span></div></div><div class="c x2f y47b w1b h2b"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">98      </span></div></div><div class="c x4 y6f4 w9d h26"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Darowizny pr<span class="_ _0"></span>zekazane </div></div><div class="c xd7 y6f4 w22 h26"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                          <span class="ls5">13</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x2f y6f4 w1b h26"><div class="t m0 x68 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                          <span class="_ _1"></span><span class="ls0">5      </span></div></div><div class="c x4 y6f5 w9d h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Straty w t<span class="_ _0"></span>owarach powst<span class="_ _0"></span>ałe w transporc<span class="_ _0"></span>ie<span class="ff2"> </span></div></div><div class="c xd7 y6f5 w22 h2a"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                      <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x2f y6f5 w1b h2a"><div class="t m0 x21 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">390      </span></div></div><div class="c x4 y6f6 w9d h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Pozostałe<span class="ff2"> </span></div></div><div class="c xd7 y6f6 w22 h26"><div class="t m0 x14 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">88      </span></div></div><div class="c x2f y6f6 w1b h26"><div class="t m0 x66 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">76      </span></div></div><div class="c x4 y6f7 w9d h26"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Pozostałe kos<span class="_ _0"></span>zty operacyjne ra<span class="_ _0"></span>zem<span class="ff5"> </span></div></div><div class="c xd7 y6f7 w22 h26"><div class="t m0 xdc h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">310      </span></div></div><div class="c x2f y6f7 w1b h26"><div class="t m0 x21 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                 <span class="ls0">748      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y6f8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h8 y6f9 ff5 fs4 fc1 sc0 lsc ws0">29.<span class="ffb ls0"> <span class="ff5">Przychody <span class="_ _0"></span>i koszty fi<span class="_ _0"></span>nansowe </span></span></div></div><div class="c x4 y6fa w9d h29"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> PRZYCHODY FIN<span class="_ _3"></span>A<span class="_ _1"></span>NSOWE </div></div><div class="c xd7 y6fa w22 h29"><div class="t m0 x68 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x10d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y6fa wd h29"><div class="t m0 x53 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y6fb w9d h66"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> od środków pie<span class="_ _0"></span>niężnych na rachunkac<span class="_ _0"></span>h bankowy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c xd7 y6fb w22 h66"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">705      </span></div></div><div class="c x2f y6fb wd h66"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">764      </span></div></div><div class="c x4 y6fc w9d h66"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> od udzielonyc<span class="_ _0"></span>h pożyczek<span class="ff2"> </span></div></div><div class="c xd7 y6fc w22 h66"><div class="t m0 x72 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">329      </span></div></div><div class="c x2f y6fc wd h66"><div class="t m0 x3b h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y6fd w9d h67"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Dywidendy o<span class="_ _0"></span>trzymane </div></div><div class="c xd7 y6fd w22 h67"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">512      </span></div></div><div class="c x2f y6fd wd h67"><div class="t m0 x3b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y6fe w9d h66"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wycena udziel<span class="_ _0"></span>onych por<span class="_ _0"></span>ęczeń i gwarancji f<span class="_ _0"></span>inansowy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c xd7 y6fe w22 h66"><div class="t m0 x72 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">45     <span class="_ _1"></span> </span></div></div><div class="c x2f y6fe wd h66"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                       <span class="ls0">5     <span class="_ _1"></span> </span></div></div><div class="c x4 y611 w9d h87"><div class="t m0 x19 h11 y6ff ff5 fs2 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we razem </div></div><div class="c xd7 y611 w22 h87"><div class="t m0 x38 h11 y6ff ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 591      </span></div></div><div class="c x2f y611 wd h87"><div class="t m0 x5a h11 y6ff ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">769      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1e y700 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y701 w19 h10"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> KOSZTY FINANSO<span class="_ _3"></span>W<span class="_ _1"></span>E </div></div><div class="c x102 y701 wa2 h10"><div class="t m0 x4b h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x85 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y701 wd h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y702 w19 h26"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> i prowizje od kre<span class="_ _0"></span>dytów<span class="ff2"> </span></div></div><div class="c x102 y702 wa2 h26"><div class="t m0 x3e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">81     <span class="_ _1"></span> </span></div></div><div class="c x2f y702 wd h26"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">451      </span></div></div><div class="c x4 y703 w19 h2a"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> od zobowiązań z tytułu l<span class="_ _0"></span>easingu<span class="ff2"> </span></div></div><div class="c x102 y703 wa2 h2a"><div class="t m0 x3e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls0">874      </span></div></div><div class="c x2f y703 wd h2a"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 236      </span></div></div><div class="c x4 y704 w19 h26"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Wycena udziel<span class="_ _0"></span>onych por<span class="_ _0"></span>ęczeń i gwarancji f<span class="_ _0"></span>inansowy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x102 y704 wa2 h26"><div class="t m0 xd2 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x2f y704 wd h26"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                    <span class="ls0">40     <span class="_ _1"></span> </span></div></div><div class="c x4 y705 w19 h26"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Koszty finansowe r<span class="_ _0"></span>azem </div></div><div class="c x102 y705 wa2 h26"><div class="t m0 x3e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                                  <span class="ls5">95<span class="ls0">5</span></span>     <span class="ls0"> </span></div></div><div class="c x2f y705 wd h26"><div class="t m0 x28 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1 727      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y706 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y372 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y492 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y707 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y708 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y709 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y2ed ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y70a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y70b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y70c ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">52<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y6cd ff5 fs4 fc1 sc0 lsc ws0">30.<span class="ffb ls0"> <span class="ff5">Poda<span class="_ _0"></span>tek dochodowy<span class="_ _0"></span>  </span></span></div><div class="t m0 x4 hf y4ce ff3 fs6 fc0 sc0 ls0 ws0">Prezentowane w sp<span class="_ _1"></span>rawozdaniach finan<span class="_ _1"></span>sowych okresy<span class="_ _1"></span> sprawozdawcze obejmowały okre<span class="_ _1"></span>sy pod<span class="_ _1"></span>atkowe:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x3b hf y70d ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">od 1 stycz<span class="_ _1"></span>nia 2025 <span class="lsd">ro</span>ku d<span class="_ _1"></span>o 31 grudnia 2025 roku<span class="_ _1"></span>, </span></span></div><div class="t m0 x3b hf y70e ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _23"> </span><span class="ff2">od 1 styczn<span class="_ _1"></span>ia 2024 roku do 31 grudnia <span class="_ _1"></span>2024 roku,<span class="_ _1"></span> </span></span></div><div class="t m0 x25 hf y70f ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y710 w54 h10"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y710 wa4 h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y710 w1b h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y711 w54 h45"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Podatek bi<span class="_ _0"></span>eżący<span class="ff2"> </span></div></div><div class="c x2b y711 wa4 h45"><div class="t m0 x1f h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">17 156      </span></div></div><div class="c x2f y711 w1b h45"><div class="t m0 x1f h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">13 826      </span></div></div><div class="c x4 y712 w54 h49"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Podatek odr<span class="_ _0"></span>oczony </div></div><div class="c x2b y712 wa4 h49"><div class="t m0 x4b h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">(550)     </span></div></div><div class="c x2f y712 w1b h49"><div class="t m0 x4b h6 y39f ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">(549)     </span></div></div><div class="c x4 y4d2 w54 h49"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Podatek razem </div></div><div class="c x2b y4d2 wa4 h49"><div class="t m0 x1f h11 y63e ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">16 606      </span></div></div><div class="c x2f y4d2 w1b h49"><div class="t m0 x1f h11 y63e ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">13 277      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y68c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y713 ff3 fs6 fc0 sc0 ls0 ws0">We wszystkich w/w latach o<span class="_ _1"></span>bowiązywała 19% sta<span class="_ _1"></span>wka podatku<span class="_ _1"></span> dochodowego od o<span class="_ _1"></span>sób prawnych.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y408 ff3 fs6 fc0 sc0 ls0 ws0">Uzgodnienie  teoretycznego  podatku<span class="_ _1"></span>  wynikającego  z  zysku  przed  opodatkowaniem  i <span class="_ _11"> </span>ustawowej  stawki  podatko<span class="_ _1"></span>wej </div><div class="t m0 x4 hf y714 ff2 fs6 fc0 sc0 ls1e ws0">do<span class="ls0"> <span class="ff3">obciążenia z ty<span class="_ _1"></span>tułu podatku dochodowego<span class="_ _1"></span></span>, wykaza<span class="_ _1"></span>nego w wyniku finan<span class="_ _1"></span>sowym, <span class="ff3">p<span class="_ _1"></span>rzedstawia się nas<span class="_ _1"></span>tępująco:<span class="_ _1"></span></span> </span></div></div><div class="c x4 y2bc w9d h29"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y2bc w22 h29"><div class="t m0 x68 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x10d h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y2bc wd h29"><div class="t m0 x53 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y1a6 w9d h66"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Zysk przed <span class="_ _0"></span>opodatkowani<span class="_ _0"></span>em </div></div><div class="c xd7 y1a6 w22 h66"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">86 138</span>     <span class="ls0"> </span></div></div><div class="c x2f y1a6 wd h66"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">68 930      </span></div></div><div class="c x4 y5ee w9d h42"><div class="t m0 x19 h6 y715 ff3 fs2 fc0 sc0 ls0 ws0">Obowiązująca w ok<span class="_ _0"></span>resie s<span class="_ _0"></span>tawka podatk<span class="_ _0"></span>owa<span class="ff2"> </span></div></div><div class="c xd7 y5ee w22 h42"><div class="t m0 xa3 h6 y715 ff2 fs2 fc0 sc0 ls5 ws0">19%<span class="ls0"> </span></div></div><div class="c x2f y5ee wd h42"><div class="t m0 x73 h6 y715 ff2 fs2 fc0 sc0 ls5 ws0">19%<span class="ls0"> </span></div></div><div class="c x4 y716 w9d h40"><div class="t m0 x19 h11 yf6 ff4 fs2 fc0 sc0 ls0 ws0">Podatek wg obo<span class="_ _0"></span>wiązującej stawki po<span class="_ _3"></span>datkowej<span class="ff5"> </span></div></div><div class="c xd7 y716 w22 h40"><div class="t m0 x4b h11 yf6 ff5 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">16 366</span>     <span class="ls0"> </span></div></div><div class="c x2f y716 wd h40"><div class="t m0 xa5 h11 yf6 ff5 fs2 fc0 sc0 ls6 ws0">                                      <span class="_ _1"></span><span class="ls0">13 097      </span></div></div><div class="c x4 y62e w9d h43"><div class="t m0 x19 h11 y40 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y62e w22 h43"><div class="t m0 xd3 h11 y40 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f y62e wd h43"><div class="t m0 x30 h11 y40 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y40f w9d h42"><div class="t m0 x19 h6 y715 ff3 fs2 fc0 sc0 ls0 ws0">Efekt poda<span class="_ _0"></span>tkowy nastę<span class="_ _0"></span>pujących pozycji:<span class="ff2"> </span></div></div><div class="c xd7 y40f w22 h42"><div class="t m0 xd3 h11 y715 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f y40f wd h42"><div class="t m0 x30 h11 y715 ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y6d9 w9d h43"><div class="t m0 x19 h6 y40 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">trwałe różnice<span class="_ _0"></span> podatko<span class="_ _0"></span>we –<span class="ff2"> przychody </span></span></div></div><div class="c xd7 y6d9 w22 h43"><div class="t m0 x5a h6 y40 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">19     <span class="_ _1"></span> </span></div></div><div class="c x2f y6d9 wd h43"><div class="t m0 xb1 h6 y40 ff2 fs2 fc0 sc0 ls5 ws0">26<span class="ls0"> </span></div></div><div class="c x4 y4db w9d h66"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">trwałe różnice<span class="_ _0"></span> podatko<span class="_ _0"></span>we –<span class="ff2"> koszty  </span></span></div></div><div class="c xd7 y4db w22 h66"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                     <span class="ls0">275      </span></div></div><div class="c x2f y4db wd h66"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="_ _1"></span><span class="ls0">249      </span></div></div><div class="c x4 y717 w9d h66"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">różnice przejśc<span class="_ _0"></span>iowe na k<span class="_ _0"></span>tóre nie utworzono ak<span class="_ _0"></span>tywa<span class="ff2"> </span></span></div></div><div class="c xd7 y717 w22 h66"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                        <span class="ls0">(6)     </span></div></div><div class="c x2f y717 wd h66"><div class="t m0 x3b h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y718 w9d h67"><div class="t m0 x19 h6 y4f4 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff3">podatek do<span class="_ _0"></span>tyczący po<span class="_ _0"></span>przedniego okresu<span class="ff2"> </span></span></div></div><div class="c xd7 y718 w22 h67"><div class="t m0 x22 h6 y4f4 ff2 fs2 fc0 sc0 ls6 ws0">                                              <span class="ls0">-<span class="_ _1"></span></span>    <span class="ls0"> </span></div></div><div class="c x2f y718 wd h67"><div class="t m0 x97 h6 y4f4 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">(47)</span>   <span class="ls0"> </span></div></div><div class="c x4 y58 w9d h66"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> - ulgi podatko<span class="_ _0"></span>we </div></div><div class="c xd7 y58 w22 h66"><div class="t m0 x45 h6 y66 ff2 fs2 fc0 sc0 ls7 ws0">(4<span class="ls0">8) </span></div></div><div class="c x2f y58 wd h66"><div class="t m0 xc8 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">(48) </div></div><div class="c x4 y719 w9d h50"><div class="t m0 x19 h11 yf2 ff4 fs2 fc0 sc0 ls0 ws0">Podatek wyka<span class="_ _0"></span>zany w rachunku z<span class="_ _0"></span>ysków i strat<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xd7 y719 w22 h50"><div class="t m0 x4b h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">16 606 </span></div></div><div class="c x2f y719 wd h50"><div class="t m0 x4b h11 yf2 ff5 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">13 <span class="ls5">277</span> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x75 hf y71a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y71b ff3 fs6 fc0 sc0 ls0 ws0">Regulacje <span class="_ _2"></span>dotyczące <span class="_ _2"></span>podat<span class="_ _1"></span>ku <span class="_ _2"></span>od <span class="_ _2"></span>towarów <span class="_ _2"></span>i <span class="_ _2"></span>usł<span class="_ _1"></span>ug, <span class="_ _2"></span>podatku <span class="_ _2"></span>dochodo<span class="_ _1"></span>wego <span class="_ _1"></span>od <span class="_ _2"></span>os<span class="_ _1"></span>ób <span class="_ _2"></span>prawny<span class="_ _1"></span>ch <span class="_ _2"></span>oraz <span class="_ _2"></span>obciążeń <span class="_ _2"></span>związanych<span class="_ _1"></span> </div><div class="t m0 x4 hf y71c ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">ubezpieczeniami <span class="_ _d"></span>sp<span class="_ _1"></span>ołecznymi <span class="_ _d"></span>podlegają <span class="_ _16"></span>częstym <span class="_ _d"></span>zmianom. <span class="_ _d"></span>Te <span class="_ _d"></span>cz<span class="_ _1"></span>ęste <span class="_ _d"></span>zmiany <span class="_ _16"></span>powodują <span class="_ _d"></span>brak <span class="_ _16"></span>odpowiednich <span class="_ _d"></span>punktów </span></div><div class="t m0 x4 hf y71d ff3 fs6 fc0 sc0 ls0 ws0">odniesienia, <span class="_ _22"> </span>n<span class="_ _1"></span>iespójne <span class="_ _22"> </span>interpretacje <span class="_ _28"> </span>oraz <span class="_ _22"> </span>nieliczne <span class="_ _22"> </span>us<span class="_ _1"></span>tanowione <span class="_ _22"> </span>preced<span class="_ _1"></span>ensy, <span class="_ _22"> </span>kt<span class="_ _1"></span>óre <span class="_ _22"> </span>mogłyby <span class="_ _28"> </span>mieć <span class="_ _21"> </span>za<span class="_ _1"></span>stosowanie. </div><div class="t m0 x4 hf y71e ff3 fs6 fc0 sc0 ls0 ws0">Obowiązujące <span class="_ _d"></span>przepisy <span class="_ _d"></span>zawierają<span class="_ _1"></span> <span class="_ _2"></span>również <span class="_ _16"></span>niejasności, <span class="_ _d"></span>które <span class="_ _d"></span>powodu<span class="_ _1"></span>ją <span class="_ _2"></span>ró<span class="_ _1"></span>żnice <span class="_ _d"></span>w <span class="_ _d"></span>opiniach, <span class="_ _d"></span>co <span class="_ _d"></span>do <span class="_ _d"></span>interpretacji <span class="_ _d"></span>prawnej<span class="_ _1"></span> </div><div class="t m0 x4 hf y71f ff3 fs6 fc0 sc0 ls0 ws0">przepisów podatkowych, <span class="_ _0"></span>zarówno <span class="_ _3"></span>pomiędzy organami <span class="_ _3"></span>pań<span class="_ _1"></span>stwowymi<span class="_ _1"></span><span class="ff2">, jak <span class="_ _3"></span>i <span class="ff3">organami państwowymi i <span class="_ _3"></span>przedsiębiorstwam<span class="_ _1"></span>i.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 hf y720 ff3 fs6 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _1"></span>podatkowe <span class="_ _1"></span>oraz <span class="_ _1"></span>in<span class="_ _1"></span>ne <span class="_ _1"></span>obszary <span class="_ _1"></span>działaln<span class="_ _1"></span>ości (na <span class="_ _1"></span>przykł<span class="_ _1"></span>ad <span class="_ _1"></span>kwestie <span class="_ _1"></span>celne <span class="_ _1"></span>czy <span class="_ _1"></span>dewizowe) <span class="_ _1"></span>mogą <span class="_ _1"></span>by<span class="_ _1"></span>ć <span class="_ _1"></span>przedmiotem </div><div class="t m0 x4 hf y721 ff3 fs6 fc0 sc0 ls0 ws0">kontroli <span class="_ _10"> </span>organów, <span class="_ _10"> </span>które <span class="_ _10"> </span>upra<span class="_ _1"></span>wnione <span class="_ _10"> </span>są <span class="_ _10"> </span>do <span class="_ _10"> </span>nakład<span class="_ _1"></span>ania <span class="_ _10"> </span>wysokich <span class="_ _10"> </span>kar <span class="_ _10"> </span>i <span class="_ _10"> </span>grzywien, <span class="_ _10"> </span>a <span class="_ _10"> </span>wszelkie <span class="_ _10"> </span>dodatko<span class="_ _1"></span>we <span class="_ _16"></span>zo<span class="_ _1"></span>bowiązania </div><div class="t m0 x4 hf y705 ff3 fs6 fc0 sc0 ls0 ws0">podatkowe, <span class="_ _1"></span>wynikające z <span class="_ _1"></span>kontro<span class="_ _1"></span>li, <span class="_ _1"></span>muszą <span class="_ _1"></span>zostać <span class="_ _1"></span>zapłacon<span class="_ _1"></span>e wraz z <span class="_ _1"></span>wysokimi o<span class="_ _1"></span>dsetkami. <span class="_ _1"></span>Te warun<span class="_ _1"></span>ki powod<span class="_ _1"></span>ują, że <span class="_ _1"></span>ryzyko<span class="_ _1"></span> </div><div class="t m0 x4 hf y722 ff3 fs6 fc0 sc0 ls0 ws0">podatkowe w Polsce jest <span class="_ _1"></span>większe n<span class="_ _1"></span>iż w krajach o b<span class="_ _1"></span>ardziej dojrzałym sy<span class="_ _1"></span>stemie podatkowym.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y723 ff3 fs6 fc0 sc0 ls0 ws0">W  konsekwencji,  kwoty <span class="_ _11"> </span>prezentowane  i  ujawniane  w <span class="_ _11"> </span>sprawozdan<span class="_ _1"></span>iach  finansowych  mogą <span class="_ _11"> </span>się  zmienić  w<span class="ff2"> </span>p<span class="_ _1"></span>rzyszłoś<span class="_ _1"></span>ci </div><div class="t m0 x4 hf y724 ff2 fs6 fc0 sc0 ls0 ws0">w wyniku osta<span class="_ _1"></span>tecznej decyzji organu k<span class="_ _1"></span>ontroli pod<span class="_ _1"></span>atkowej. </div><div class="t m0 x4 hf y725 ff3 fs6 fc0 sc0 ls0 ws0">Z <span class="_ _16"></span>dn<span class="_ _1"></span>iem <span class="_ _16"></span>15 <span class="_ _16"></span>l<span class="_ _1"></span>ipca <span class="_ _10"></span>2016 <span class="_ _16"></span>r. <span class="_ _10"> </span>do <span class="_ _10"></span>Ordynacji <span class="_ _10"></span>Podatkowej <span class="_ _16"></span>zo<span class="_ _1"></span>stały <span class="_ _10"></span>wprowadzone <span class="_ _16"></span>zmian<span class="_ _1"></span>y <span class="_ _16"></span>w <span class="_ _10"> </span>celu <span class="_ _10"> </span>uwzględnienia <span class="_ _10"> </span>postanowie<span class="_ _1"></span>ń </div><div class="t m0 x4 hf y726 ff3 fs6 fc0 sc0 ls0 ws0">Ogólnej <span class="_ _2"></span>Klauzuli <span class="_ _2"></span>Zapobiegającej <span class="_ _2"></span>Nad<span class="_ _1"></span>użyciom <span class="_ _2"></span>(GAAR). <span class="_ _2"></span>GAAR <span class="_ _2"></span>ma <span class="_ _2"></span>zapobiegać <span class="_ _2"></span>powsta<span class="_ _1"></span>waniu <span class="_ _2"></span>i<span class="_ _1"></span><span class="ff2"> wykorzy<span class="_ _1"></span>stywaniu <span class="_ _2"></span>sztucznych </span></div><div class="t m0 x4 hf y727 ff2 fs6 fc0 sc0 ls0 ws0">struktur prawnych <span class="_ _0"></span>tworzonych <span class="_ _3"></span>w celu <span class="_ _0"></span><span class="ff3">uniknięcia zapłaty <span class="_ _0"></span>podatku <span class="_ _0"></span>w <span class="_ _3"></span>Pols<span class="_ _1"></span>ce. <span class="_ _3"></span>GA<span class="_ _1"></span>AR <span class="_ _3"></span>d<span class="_ _1"></span>efiniuje <span class="_ _0"></span>unikanie opodatkowania, <span class="_ _0"></span>jako </span></div><div class="t m0 x4 hf y728 ff3 fs6 fc0 sc0 ls0 ws0">czynność <span class="_ _16"></span>d<span class="_ _1"></span>okonaną <span class="_ _16"></span>przede <span class="_ _16"></span>w<span class="_ _1"></span>szystk<span class="_ _1"></span>im <span class="_ _16"></span>w <span class="_ _16"></span>celu <span class="_ _16"></span>osiągnięcia <span class="_ _16"></span>k<span class="_ _1"></span>orzyś<span class="_ _1"></span>ci <span class="_ _16"></span>podatkowej, <span class="_ _16"></span>s<span class="_ _1"></span>przecznej<span class="_ _2"></span><span class="ff2">, <span class="_ _16"></span></span>w <span class="_ _16"></span>dany<span class="_ _1"></span>ch <span class="_ _16"></span>okolicznoś<span class="_ _1"></span>ciach<span class="ff2">, </span></div><div class="t m0 x4 hf y729 ff2 fs6 fc0 sc0 ls0 ws0">z przedmiotem <span class="_ _1"></span>i <span class="_ _1"></span>celem <span class="_ _1"></span>p<span class="_ _1"></span>rzepisy <span class="_ _1"></span>u<span class="_ _1"></span>stawy <span class="_ _1"></span>podatkowej. <span class="_ _1"></span> <span class="_ _1"></span>Zgodnie <span class="_ _1"></span>z <span class="_ _1"></span>G<span class="_ _1"></span>AA<span class="_ _1"></span>R, <span class="_ _1"></span><span class="ff3">taka <span class="_ _1"></span>czy<span class="_ _1"></span>nność <span class="_ _1"></span>nie <span class="_ _1"></span>sku<span class="_ _1"></span>tkuje <span class="_ _1"></span>osiągnięciem <span class="_ _1"></span>korzyści </span></div><div class="t m0 x4 hf y72a ff3 fs6 fc0 sc0 ls0 ws0">podatkowej, <span class="_ _24"> </span>jeżeli <span class="_ _25"> </span>sposó<span class="_ _1"></span>b <span class="_ _25"> </span>działania <span class="_ _24"> </span>był <span class="_ _25"> </span>s<span class="_ _1"></span>ztuczny. <span class="_ _25"> </span>Wszelkie <span class="_ _25"> </span>wys<span class="_ _1"></span>tępowanie <span class="_ _25"> </span>(i) <span class="_ _24"> </span>nieuzasad<span class="_ _1"></span>nionego <span class="_ _25"> </span>dzielenia <span class="_ _24"> </span>operacji, </div><div class="t m0 x4 hf y72b ff2 fs6 fc0 sc0 ls21 ws0">(ii)<span class="ls0"> <span class="ff3">angażowania <span class="_ _3b"> </span>podmiotów <span class="_ _3b"> </span>pośredniczący<span class="_ _1"></span>ch <span class="_ _26"> </span>mimo <span class="_ _26"> </span>b<span class="_ _1"></span>raku <span class="_ _26"> </span>u<span class="_ _1"></span>zasadnienia <span class="_ _26"> </span>ekon<span class="_ _1"></span>omicznego <span class="_ _26"> </span>lub<span class="_ _1"></span> <span class="_ _26"> </span>gospod<span class="_ _1"></span>arczego, </span></span></div><div class="t m0 x4 hf y5de ff2 fs6 fc0 sc0 ls21 ws0">(iii)<span class="ls0"> <span class="ff3">elementów wzajemnie <span class="_ _3"></span>się <span class="_ _0"></span>znoszących lub <span class="_ _8"></span>kompens<span class="_ _1"></span>ujących <span class="_ _3"></span>oraz (iv) <span class="_ _8"></span>inn<span class="_ _1"></span>e <span class="_ _3"></span>działan<span class="_ _1"></span>ia <span class="_ _3"></span>o <span class="_ _0"></span>podobnym <span class="_ _0"></span>działaniu <span class="_ _0"></span>do <span class="_ _3"></span>wcześniej </span></span></div><div class="t m0 x4 hf y72c ff3 fs6 fc0 sc0 ls0 ws0">wspomnianych, mogą być potraktowane jako przesłanka ist<span class="_ _0"></span>nienia sztucznych czynności<span class="_ _1"></span><span class="ff2">, </span>podlegających przepisom GAAR. </div><div class="t m0 x4 hf y72d ff2 fs6 fc0 sc0 ls0 ws0">Nowe regulac<span class="ff3">je będą <span class="_ _1"></span>wymagać znaczn<span class="_ _1"></span>ie większego osądu przy<span class="_ _1"></span> ocenie skutkó<span class="_ _1"></span>w podatkowych p<span class="_ _1"></span>oszczególnych tra<span class="_ _1"></span>nsakcji.<span class="_ _2"></span></span> </div><div class="t m0 x4 hf y72e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y72f ff2 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">53<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y622 ff3 fs6 fc0 sc0 ls0 ws0">Klauzulę <span class="_ _1"></span>GAAR <span class="_ _1"></span>n<span class="_ _1"></span>ależy <span class="_ _1"></span>sto<span class="_ _1"></span>sować <span class="_ _1"></span>w <span class="_ _2"></span>odniesieniu <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>transakcji <span class="_ _1"></span>d<span class="_ _1"></span>okonanych <span class="_ _2"></span>po <span class="_ _1"></span>jej <span class="_ _1"></span>wejściu <span class="_ _2"></span>w <span class="_ _1"></span>życie <span class="_ _1"></span>o<span class="_ _1"></span>raz <span class="_ _1"></span>do <span class="_ _1"></span>tra<span class="_ _1"></span>nsakcji, <span class="_ _1"></span>któ<span class="_ _1"></span>re </div><div class="t m0 x4 hf y730 ff3 fs6 fc0 sc0 ls0 ws0">zostały przeprowadzone przed <span class="_ _0"></span>wejściem w<span class="_ _0"></span> życie <span class="_ _3"></span>klauzu<span class="_ _1"></span>li GAAR, <span class="_ _3"></span>ale dla których<span class="_ _1"></span><span class="ff2">, </span>po <span class="_ _3"></span>d<span class="_ _1"></span>acie w<span class="_ _0"></span>ejścia klauzuli <span class="_ _0"></span>w <span class="_ _0"></span>życie<span class="ff2">, </span>korzyści </div><div class="t m0 x4 hf y315 ff3 fs6 fc0 sc0 ls0 ws0">były <span class="_ _22"> </span>lu<span class="_ _1"></span>b <span class="_ _22"> </span>są <span class="_ _22"> </span>nad<span class="_ _1"></span>al <span class="_ _22"> </span>osiąga<span class="_ _1"></span>ne. <span class="_ _22"> </span>Wdrożenie <span class="_ _22"> </span>powyżs<span class="_ _1"></span>zych <span class="_ _22"> </span>przep<span class="_ _1"></span>isów <span class="_ _22"> </span>umożli<span class="_ _1"></span>wi <span class="_ _22"> </span>polskim <span class="_ _22"> </span>o<span class="_ _1"></span>rganom <span class="_ _22"> </span>ko<span class="_ _1"></span>ntroli <span class="_ _22"> </span>pod<span class="_ _1"></span>atkowej </div><div class="t m0 x4 hf y22e ff3 fs6 fc0 sc0 ls0 ws0">kwestionowanie <span class="_ _17"> </span>realizo<span class="_ _1"></span>wanych <span class="_ _17"> </span>przez <span class="_ _17"> </span>p<span class="_ _1"></span>odatników <span class="_ _17"> </span>pra<span class="_ _1"></span>wnych <span class="_ _17"> </span>ustaleń <span class="_ _13"> </span>i <span class="_ _2c"> </span>porozu<span class="_ _1"></span>mień, <span class="_ _17"> </span>takich <span class="_ _17"> </span>jak <span class="_ _13"> </span>restrukturyzacja </div><div class="t m0 x4 hf y22f ff2 fs6 fc0 sc0 ls0 ws0">i reorganizacja grupy<span class="_ _1"></span>. </div><div class="t m0 x4 hf y731 ff3 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _25"> </span>ujmuje <span class="_ _25"> </span>i <span class="_ _25"> </span>wycenia <span class="_ _25"> </span>akty<span class="_ _1"></span>wa <span class="_ _25"> </span>lub <span class="_ _25"> </span>zobowiązania <span class="_ _25"> </span>z <span class="_ _25"> </span>ty<span class="_ _1"></span>tułu <span class="_ _25"> </span>bieżącego <span class="_ _25"> </span>i <span class="_ _25"> </span>odroczonego <span class="_ _25"> </span>pod<span class="_ _1"></span>atku <span class="_ _25"> </span>dochodowego <span class="_ _25"> </span>przy </div><div class="t m0 x4 hf y732 ff3 fs6 fc0 sc0 ls0 ws0">zastosowan<span class="_ _1"></span>iu wymogów MSR 12 <span class="_ _0"></span>„Podatek dochodowy” w oparciu o zysk, po<span class="_ _0"></span>dstawę opodatkowania i stawki podatkowe, </div><div class="t m0 x4 hf y277 ff3 fs6 fc0 sc0 ls0 ws0">uwzględniając ocenę n<span class="_ _1"></span>iepewności związany<span class="_ _1"></span>c<span class="ff2">h z<span class="_ _1"></span> rozliczeniami podatko<span class="_ _1"></span>wymi. </span></div><div class="t m0 x4 hf y733 ff3 fs6 fc0 sc0 ls0 ws0">Gdy istnieje niepewność co d<span class="_ _1"></span>o tego, czy i w jakim zak<span class="_ _1"></span>resie organ podat<span class="_ _1"></span>kowy będzie akceptował p<span class="_ _1"></span>oszczególne rozliczenia </div><div class="t m0 x4 hf y734 ff3 fs6 fc0 sc0 ls0 ws0">podatkowe trans<span class="_ _1"></span>akcji, Spółka ujmuje te rozliczenia uwz<span class="_ _1"></span>ględniając <span class="_ _1"></span>ocenę niepewności.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y735 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y736 ff5 fs6 fc0 sc0 ls0 ws0">Odroczony po<span class="_ _1"></span>datek dochodowy<span class="_ _1"></span> </div></div><div class="c x4 y737 w95 h88"><div class="t m0 x19 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Według stanu na 3<span class="_ _3"></span>1 gr<span class="_ _1"></span>udnia 202<span class="ff5">5 </span></div></div><div class="c x101 y737 w9b h88"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa </div></div><div class="c x94 y737 w7f h88"><div class="t m0 x50 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff2"> </span></div></div><div class="c x102 y737 w97 h88"><div class="t m0 x4c h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Netto<span class="ff2"> </span></div></div><div class="c xe9 y737 wa5 h88"><div class="t m0 x5c h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Według stanu <span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x12 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">na 1 stycznia </div><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 netto<span class="ff2"> </span></span></div></div><div class="c x11e y737 w84 h88"><div class="t m0 x98 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Rozpoznane </div><div class="t m0 xa5 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0"> w wyniku finans<span class="_ _0"></span>owym </div><div class="t m0 x39 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">/ kapitałach<span class="ff2"> </span></div></div><div class="c x4 y738 w95 h1a"><div class="t m0 x19 h11 y7e ff4 fs2 fc0 sc0 ls0 ws0">Aktywa trwałe <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x101 y738 w9b h1a"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y738 w7f h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y738 w97 h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y738 wa5 h1a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11e y738 w84 h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2bd w95 h20"><div class="t m0 x19 h6 ycb ff3 fs2 fc0 sc0 ls0 ws0">Różnica w wart<span class="_ _0"></span>oś<span class="ff2 ls34">ci<span class="ls0"> bilansowej i<span class="_ _0"></span> podatkowej </span></span></div><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">rzeczowych akt<span class="_ _0"></span>ywów trwałyc<span class="_ _0"></span>h i wartości<span class="_ _0"></span> </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">niemateri<span class="_ _0"></span>alnych i prawny<span class="_ _0"></span>ch </div></div><div class="c x101 y2bd w9b h20"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y2bd w7f h20"><div class="t m0 x27 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">957      </span></div></div><div class="c x102 y2bd w97 h20"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(957)     </span></div></div><div class="c xe9 y2bd wa5 h20"><div class="t m0 x5a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(971)     </span></div></div><div class="c x11e y2bd w84 h20"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">14      </span></div></div><div class="c x4 y739 w95 h1a"><div class="t m0 x19 h6 y7b ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użyt<span class="_ _0"></span>kowania<span class="ff2"> </span></div></div><div class="c x101 y739 w9b h1a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y739 w7f h1a"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 860      </span></div></div><div class="c x102 y739 w97 h1a"><div class="t m0 x22 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">       <span class="ls0">(1 860)     </span></div></div><div class="c xe9 y739 wa5 h1a"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(3 059)     </span></div></div><div class="c x11e y739 w84 h1a"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">1 199      </span></div></div><div class="c x4 y27c w95 h1a"><div class="t m0 x19 h11 y7b ff5 fs2 fc0 sc0 ls0 ws0">Aktywa obrotowe <span class="_ _0"></span> </div></div><div class="c x101 y27c w9b h1a"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y27c w7f h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y27c w97 h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y27c wa5 h1a"><div class="t m0 x11f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y27c w84 h1a"><div class="t m0 x119 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y73a w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący zapasy<span class="ff2"> </span></div></div><div class="c x101 y73a w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">678      </span></div></div><div class="c x94 y73a w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y73a w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">678      </span></div></div><div class="c xe9 y73a wa5 h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">564      </span></div></div><div class="c x11e y73a w84 h13"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">114      </span></div></div><div class="c x4 y3df w95 h89"><div class="t m0 x19 h6 y73b ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu spodziewanyc<span class="_ _0"></span>h zwrotów<span class="ff2"> </span></div></div><div class="c x101 y3df w9b h89"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y3df w7f h89"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">43</span>     <span class="ls0"> </span></div></div><div class="c x102 y3df w97 h89"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls7">(4<span class="ls0">3)     </span></span></div></div><div class="c xe9 y3df wa5 h89"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(108)     </span></div></div><div class="c x11e y3df w84 h89"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">64      </span></div></div><div class="c x4 y73c w95 h8a"><div class="t m0 x19 h6 y73b ff3 fs2 fc0 sc0 ls0 ws0">Dostawy w dr<span class="_ _0"></span>odze do kl<span class="_ _0"></span>ientów<span class="ff2"> </span></div></div><div class="c x101 y73c w9b h8a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y73c w7f h8a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y73c w97 h8a"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe9 y73c wa5 h8a"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">(238)     </span></div></div><div class="c x11e y73c w84 h8a"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">238      </span></div></div><div class="c x4 y73d w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący nale<span class="_ _0"></span>żności<span class="ff2"> </span></div></div><div class="c x101 y73d w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">381      </span></div></div><div class="c x94 y73d w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y73d w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">381      </span></div></div><div class="c xe9 y73d wa5 h13"><div class="t m0 x53 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">372      </span></div></div><div class="c x11e y73d w84 h13"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">9      </span></div></div><div class="c x4 y73e w95 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Różnie w czasie<span class="_ _0"></span> ujęcia pr<span class="_ _0"></span>zychodów dla ce<span class="_ _0"></span>lów </div><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">księgowych <span class="_ _0"></span>i podatkowy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x101 y73e w9b h10"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y73e w7f h10"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">3      </span></div></div><div class="c x102 y73e w97 h10"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(3)     </span></div></div><div class="c xe9 y73e wa5 h10"><div class="t m0 x68 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">341      </span></div></div><div class="c x11e y73e w84 h10"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(344)     </span></div></div><div class="c x4 y2a4 w95 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa należnośc<span class="_ _0"></span>i w walucie o<span class="_ _0"></span>bcej<span class="ff2"> </span></div></div><div class="c x101 y2a4 w9b h1a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">3      </span></div></div><div class="c x94 y2a4 w7f h1a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y2a4 w97 h1a"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">3      </span></div></div><div class="c xe9 y2a4 wa5 h1a"><div class="t m0 x23 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(71)     </span></div></div><div class="c x11e y2a4 w84 h1a"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">74      </span></div></div><div class="c x4 y73f w95 h4a"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h w </div><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">walucie o<span class="_ _0"></span>bcej </div></div><div class="c x101 y73f w9b h4a"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y73f w7f h4a"><div class="t m0 x1a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">1      </span></div></div><div class="c x102 y73f w97 h4a"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">(1)     </span></div></div><div class="c xe9 y73f wa5 h4a"><div class="t m0 x3c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x11e y73f w84 h4a"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(1)     </span></div></div><div class="c x4 y5f7 w95 h1a"><div class="t m0 x19 h11 y7e ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>e <span class="ff5"> </span></div></div><div class="c x101 y5f7 w9b h1a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y5f7 w7f h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y5f7 w97 h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y5f7 wa5 h1a"><div class="t m0 x11f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y5f7 w84 h1a"><div class="t m0 x119 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y740 w95 h60"><div class="t m0 x19 h6 yeb ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu <span class="ff2"> </span></div></div><div class="c x101 y740 w9b h60"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls5">63<span class="ls0">6</span></span>     <span class="ls0"> </span></div></div><div class="c x94 y740 w7f h60"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y740 w97 h60"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls5">63<span class="ls0">6</span></span>     <span class="ls0"> </span></div></div><div class="c xe9 y740 wa5 h60"><div class="t m0 x1e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 805      </span></div></div><div class="c x11e y740 w84 h60"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(1 168)     </span></div></div><div class="c x4 y741 w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rezerwa z tytułu <span class="_ _0"></span>odpraw emer<span class="_ _0"></span>ytalnych<span class="ff2"> </span></div></div><div class="c x101 y741 w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">185      </span></div></div><div class="c x94 y741 w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y741 w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">185      </span></div></div><div class="c xe9 y741 wa5 h13"><div class="t m0 x5c h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">144      </span></div></div><div class="c x11e y741 w84 h13"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">41      </span></div></div><div class="c x4 y742 w95 h8b"><div class="t m0 x19 h6 y63e ff2 fs2 fc0 sc0 ls0 ws0">Wycena udziel<span class="_ _0"></span>onych gwaranc<span class="_ _0"></span>ji </div></div><div class="c x101 y742 w9b h8b"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">3      </span></div></div><div class="c x94 y742 w7f h8b"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y742 w97 h8b"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">3      </span></div></div><div class="c xe9 y742 wa5 h8b"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">12      </span></div></div><div class="c x11e y742 w84 h8b"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(9)     </span></div></div><div class="c x4 y743 w95 h1a"><div class="t m0 x19 h11 y7e ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e<span class="ff5"> </span></div></div><div class="c x101 y743 w9b h1a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y743 w7f h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y743 w97 h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y743 wa5 h1a"><div class="t m0 x11f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y743 w84 h1a"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y744 w95 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Rezerwy na zobo<span class="_ _0"></span>wiązania<span class="ff2"> </span></div></div><div class="c x101 y744 w9b h1a"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">112      </span></div></div><div class="c x94 y744 w7f h1a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y744 w97 h1a"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">112      </span></div></div><div class="c xe9 y744 wa5 h1a"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">381      </span></div></div><div class="c x11e y744 w84 h1a"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(269)     </span></div></div><div class="c x4 y745 w95 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa zobowiązań </div><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">krótkote<span class="_ _0"></span>rminowych<span class="ff2"> </span></div></div><div class="c x101 y745 w9b h10"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y745 w7f h10"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">96      </span></div></div><div class="c x102 y745 w97 h10"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(96)     </span></div></div><div class="c xe9 y745 wa5 h10"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">(39)     </span></div></div><div class="c x11e y745 w84 h10"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(57)     </span></div></div><div class="c x4 y746 w95 h1a"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">Rezerwa na ni<span class="_ _0"></span>ewykorzyst<span class="_ _0"></span>ane urlopy i<span class="_ _0"></span> premie </div></div><div class="c x101 y746 w9b h1a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">2 293      </span></div></div><div class="c x94 y746 w7f h1a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y746 w97 h1a"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">2 293      </span></div></div><div class="c xe9 y746 wa5 h1a"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">1 712      </span></div></div><div class="c x11e y746 w84 h1a"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">581      </span></div></div><div class="c x4 y747 w95 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> naliczone </div></div><div class="c x101 y747 w9b h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y747 w7f h16"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y747 w97 h16"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe9 y747 wa5 h16"><div class="t m0 x2d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11e y747 w84 h16"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y748 w95 h1a"><div class="t m0 x19 h6 y7b ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c x101 y748 w9b h1a"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 328      </span></div></div><div class="c x94 y748 w7f h1a"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y748 w97 h1a"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 328      </span></div></div><div class="c xe9 y748 wa5 h1a"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 314      </span></div></div><div class="c x11e y748 w84 h1a"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">14      </span></div></div><div class="c x4 y749 w95 h6c"><div class="t m0 x19 h6 y587 ff2 fs2 fc0 sc0 ls0 ws0">Rezerwa na gwaranc<span class="_ _0"></span>je </div></div><div class="c x101 y749 w9b h6c"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">343      </span></div></div><div class="c x94 y749 w7f h6c"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y749 w97 h6c"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">343      </span></div></div><div class="c xe9 y749 wa5 h6c"><div class="t m0 x68 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">272      </span></div></div><div class="c x11e y749 w84 h6c"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">71      </span></div></div><div class="c x4 y74a w95 h16"><div class="t m0 x19 h11 y66 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5">Razem podatek od<span class="_ _0"></span>roczony, w t<span class="_ _0"></span>ym<span class="ff2"> </span></span></div></div><div class="c x101 y74a w9b h16"><div class="t m0 x70 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">5 962</span>     <span class="ls0"> </span></div></div><div class="c x94 y74a w7f h16"><div class="t m0 x1a h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">2 960      </span></div></div><div class="c x102 y74a w97 h16"><div class="t m0 x5d h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">3 002</span>     <span class="ls0"> </span></div></div><div class="c xe9 y74a wa5 h16"><div class="t m0 x29 h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">2 431      </span></div></div><div class="c x11e y74a w84 h16"><div class="t m0 x5e h11 y66 ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls5">57<span class="ls0">1</span></span>     <span class="ls0"> </span></div></div><div class="c x4 y74b w95 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">    <span class="ls0">- wykazany w wyniku <span class="_ _0"></span>finansowy<span class="_ _0"></span>m </span></div></div><div class="c x101 y74b w9b h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y74b w7f h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y74b w97 h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y74b wa6 h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y74b w84 h13"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls5">55<span class="ls0">0</span></span>     <span class="ls0"> </span></div></div><div class="c x4 y3a1 w95 h46"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">    <span class="ls0">- <span class="ff3">wykazany w kapit<span class="_ _0"></span>ałach własnych (*<span class="_ _0"></span>)<span class="ff2"> </span></span></span></div></div><div class="c x101 y3a1 w9b h46"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y3a1 w7f h46"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y3a1 w97 h46"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y3a1 wa6 h46"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y3a1 w84 h46"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">21      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y74c ff2 fs2 fc0 sc0 ls7 ws0">(*) <span class="ff3 fs7 ls0">dotyczy podatku od<span class="_ _1"></span>roczonego o<span class="_ _1"></span>d strat aktuarialnych w<span class="_ _1"></span>ykazanego w innych ca<span class="_ _1"></span>łkowitych doch<span class="_ _1"></span>odach <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x4 h1e y74d ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y6a7 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y273 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y74e ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y74f ff5 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">54<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1e y41 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y750 w95 h19"><div class="t m0 x19 h11 yf8 ff4 fs2 fc0 sc0 ls0 ws0">Według stanu na 3<span class="_ _3"></span>1 gr<span class="_ _1"></span>udnia 2024<span class="ff5"> </span></div></div><div class="c x101 y750 w9b h19"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Aktywa </div></div><div class="c x94 y750 w7f h19"><div class="t m0 x50 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff2"> </span></div></div><div class="c x102 y750 w97 h19"><div class="t m0 x4c h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Netto<span class="ff2"> </span></div></div><div class="c xe9 y750 wa5 h19"><div class="t m0 x5c h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">Według stanu <span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x12 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0">na 1 stycznia </div><div class="t m0 x1f h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">2024 netto<span class="ff2"> </span></div></div><div class="c x11e y750 w84 h19"><div class="t m0 x98 h11 y99 ff5 fs2 fc0 sc0 ls0 ws0">Rozpoznane </div><div class="t m0 xa5 h11 yf8 ff5 fs2 fc0 sc0 ls0 ws0"> w wyniku finans<span class="_ _0"></span>owym </div><div class="t m0 x39 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">/ kapitałach<span class="ff2"> </span></div></div><div class="c x4 y751 w95 h1a"><div class="t m0 x19 h11 y7b ff4 fs2 fc0 sc0 ls0 ws0">Aktywa trwałe <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x101 y751 w9b h1a"><div class="t m0 x19 h11 y1 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y751 w7f h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y751 w97 h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y751 wa5 h1a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x11e y751 w84 h1a"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y175 w95 h19"><div class="t m0 x19 h6 y99 ff3 fs2 fc0 sc0 ls0 ws0">Różnica w wart<span class="_ _0"></span>oś<span class="ff2 ls34">ci<span class="ls0"> bilansowej i<span class="_ _0"></span> podatkowej </span></span></div><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">rzeczowych akt<span class="_ _0"></span>ywów trwałyc<span class="_ _0"></span>h i wartości<span class="_ _0"></span> </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">niemateri<span class="_ _0"></span>alnych i prawny<span class="_ _0"></span>ch </div></div><div class="c x101 y175 w9b h19"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y175 w7f h19"><div class="t m0 x27 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">971      </span></div></div><div class="c x102 y175 w97 h19"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(971)     </span></div></div><div class="c xe9 y175 wa5 h19"><div class="t m0 x1d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">            <span class="ls0">(1 019)     </span></div></div><div class="c x11e y175 w84 h19"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">48      </span></div></div><div class="c x4 y48 w95 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użyt<span class="_ _0"></span>kowania<span class="ff2"> </span></div></div><div class="c x101 y48 w9b h1a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y48 w7f h1a"><div class="t m0 x1a h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">3 059      </span></div></div><div class="c x102 y48 w97 h1a"><div class="t m0 x27 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">(3 059)     </span></div></div><div class="c xe9 y48 wa5 h1a"><div class="t m0 x21 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">(3 771)     </span></div></div><div class="c x11e y48 w84 h1a"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">712      </span></div></div><div class="c x4 y752 w95 h1a"><div class="t m0 x19 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">Aktywa obrotowe <span class="_ _0"></span> </div></div><div class="c x101 y752 w9b h1a"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y752 w7f h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y752 w97 h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y752 wa5 h1a"><div class="t m0 x11f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y752 w84 h1a"><div class="t m0 x119 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y753 w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący zapasy<span class="ff2"> </span></div></div><div class="c x101 y753 w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">564      </span></div></div><div class="c x94 y753 w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y753 w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">564      </span></div></div><div class="c xe9 y753 wa5 h13"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">563      </span></div></div><div class="c x11e y753 w84 h13"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">1      </span></div></div><div class="c x4 y754 w95 h8a"><div class="t m0 x19 h6 y755 ff3 fs2 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu spodziewanyc<span class="_ _0"></span>h zwrotów<span class="ff2"> </span></div></div><div class="c x101 y754 w9b h8a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y754 w7f h8a"><div class="t m0 x27 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">108      </span></div></div><div class="c x102 y754 w97 h8a"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(108)     </span></div></div><div class="c xe9 y754 wa5 h8a"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                   <span class="ls0">(72)     </span></div></div><div class="c x11e y754 w84 h8a"><div class="t m0 x2d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(36)     </span></div></div><div class="c x4 y756 w95 h89"><div class="t m0 x19 h6 y73b ff3 fs2 fc0 sc0 ls0 ws0">Dostawy w dr<span class="_ _0"></span>odze do kl<span class="_ _0"></span>ientów<span class="ff2"> </span></div></div><div class="c x101 y756 w9b h89"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y756 w7f h89"><div class="t m0 x27 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">238      </span></div></div><div class="c x102 y756 w97 h89"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(238)     </span></div></div><div class="c xe9 y756 wa5 h89"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11e y756 w84 h89"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">(238)     </span></div></div><div class="c x4 y757 w95 h16"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Odpis akt<span class="_ _0"></span>ualizujący nale<span class="_ _0"></span>żności<span class="ff2"> </span></div></div><div class="c x101 y757 w9b h16"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">372      </span></div></div><div class="c x94 y757 w7f h16"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y757 w97 h16"><div class="t m0 xa5 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">372      </span></div></div><div class="c xe9 y757 wa5 h16"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">354      </span></div></div><div class="c x11e y757 w84 h16"><div class="t m0 x28 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                               <span class="ls0">8      </span></div></div><div class="c x4 y758 w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Niezakończone<span class="_ _0"></span> dostawy t<span class="_ _0"></span>owarów<span class="ff2"> </span></div></div><div class="c x101 y758 w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">341      </span></div></div><div class="c x94 y758 w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y758 w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">341      </span></div></div><div class="c xe9 y758 wa5 h13"><div class="t m0 x11f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y758 w84 h13"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">341      </span></div></div><div class="c x4 y759 w95 h64"><div class="t m0 x19 h6 y75a ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa należnośc<span class="_ _0"></span>i w walucie o<span class="_ _0"></span>bcej<span class="ff2"> </span></div></div><div class="c x101 y759 w9b h64"><div class="t m0 x19 h6 y421 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y759 w7f h64"><div class="t m0 x20 h6 y421 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">71      </span></div></div><div class="c x102 y759 w97 h64"><div class="t m0 x70 h6 y421 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(71)     </span></div></div><div class="c xe9 y759 wa5 h64"><div class="t m0 x5d h6 y421 ff2 fs2 fc0 sc0 ls6 ws0">                            <span class="ls0">6      </span></div></div><div class="c x11e y759 w84 h64"><div class="t m0 x2d h6 y421 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(77)     </span></div></div><div class="c x4 y5eb w95 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h w </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">walucie o<span class="_ _0"></span>bcej </div></div><div class="c x101 y5eb w9b h10"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y5eb w7f h10"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y5eb w97 h10"><div class="t m0 x5b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe9 y5eb wa5 h10"><div class="t m0 x3c h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">1      </span></div></div><div class="c x11e y5eb w84 h10"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(1)     </span></div></div><div class="c x4 y75b w95 h1a"><div class="t m0 x19 h11 y7e ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>e <span class="ff5"> </span></div></div><div class="c x101 y75b w9b h1a"><div class="t m0 x19 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y75b w7f h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y75b w97 h1a"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y75b wa5 h1a"><div class="t m0 x11f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y75b w84 h1a"><div class="t m0 x119 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ae w95 h60"><div class="t m0 x19 h6 yeb ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu <span class="ff2"> </span></div></div><div class="c x101 y4ae w9b h60"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 833      </span></div></div><div class="c x94 y4ae w7f h60"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y4ae w97 h60"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 833      </span></div></div><div class="c xe9 y4ae wa5 h60"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">2 929      </span></div></div><div class="c x11e y4ae w84 h60"><div class="t m0 x12 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">(1 096)     </span></div></div><div class="c x4 y1a7 w95 h13"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Rezerwa z tytułu <span class="_ _0"></span>odpraw emer<span class="_ _0"></span>ytalnych<span class="ff2"> </span></div></div><div class="c x101 y1a7 w9b h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">144      </span></div></div><div class="c x94 y1a7 w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y1a7 w97 h13"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">144      </span></div></div><div class="c xe9 y1a7 wa5 h13"><div class="t m0 x68 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">129      </span></div></div><div class="c x11e y1a7 w84 h13"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">15      </span></div></div><div class="c x4 y75c w95 h10"><div class="t m0 x19 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">Wycena udziel<span class="_ _0"></span>onych gwaranc<span class="_ _0"></span>ji </div></div><div class="c x101 y75c w9b h10"><div class="t m0 x48 h6 y65 ff2 fs2 fc0 sc0 ls6 ws0">                     </div><div class="t m0 x32 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">12      </div></div><div class="c x94 y75c w7f h10"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y75c w97 h10"><div class="t m0 xa4 h6 y65 ff2 fs2 fc0 sc0 ls6 ws0">                        </div><div class="t m0 x95 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">12      </div></div><div class="c xe9 y75c wa5 h10"><div class="t m0 x22 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">5      </span></div></div><div class="c x11e y75c w84 h10"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">7     </span></div></div><div class="c x4 y75d w95 h1a"><div class="t m0 x19 h11 y7e ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e<span class="ff5"> </span></div></div><div class="c x101 y75d w9b h1a"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y75d w7f h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y75d w97 h1a"><div class="t m0 xa4 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y75d wa5 h1a"><div class="t m0 x11f h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y75d w84 h1a"><div class="t m0 x119 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y38f w95 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Rezerwy na zobo<span class="_ _0"></span>wiązania<span class="ff2"> </span></div></div><div class="c x101 y38f w9b h1a"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">381      </span></div></div><div class="c x94 y38f w7f h1a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y38f w97 h1a"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">381      </span></div></div><div class="c xe9 y38f wa5 h1a"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">335      </span></div></div><div class="c x11e y38f w84 h1a"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">46      </span></div></div><div class="c x4 y27d w95 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Wycena bilan<span class="_ _0"></span>sowa zobowiązań </div><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">krótkote<span class="_ _0"></span>rminowych<span class="ff2"> </span></div></div><div class="c x101 y27d w9b h10"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y27d w7f h10"><div class="t m0 x20 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">39      </span></div></div><div class="c x102 y27d w97 h10"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">(39)     </span></div></div><div class="c xe9 y27d wa5 h10"><div class="t m0 x23 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                  <span class="ls0">(24)     </span></div></div><div class="c x11e y27d w84 h10"><div class="t m0 x2d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">(15)     </span></div></div><div class="c x4 y75e w95 h1a"><div class="t m0 x19 h6 y7e ff2 fs2 fc0 sc0 ls0 ws0">Rezerwa na ni<span class="_ _0"></span>ewykorzyst<span class="_ _0"></span>ane urlopy i<span class="_ _0"></span> premie </div></div><div class="c x101 y75e w9b h1a"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 712      </span></div></div><div class="c x94 y75e w7f h1a"><div class="t m0 xa6 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y75e w97 h1a"><div class="t m0 x5d h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 712      </span></div></div><div class="c xe9 y75e wa5 h1a"><div class="t m0 x38 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">        <span class="ls0">1 468      </span></div></div><div class="c x11e y75e w84 h1a"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">244      </span></div></div><div class="c x4 y75f w95 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">Odsetki<span class="_ _0"></span> naliczone </div></div><div class="c x101 y75f w9b h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x94 y75f w7f h13"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y75f w97 h13"><div class="t m0 x5b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xe9 y75f wa5 h13"><div class="t m0 x5a h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x11e y75f w84 h13"><div class="t m0 x28 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y760 w95 h1a"><div class="t m0 x19 h6 y7e ff3 fs2 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasi<span class="_ _0"></span>ngu<span class="ff2"> </span></div></div><div class="c x101 y760 w9b h1a"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">1 286      </span></div></div><div class="c x94 y760 w7f h1a"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y760 w97 h1a"><div class="t m0 x5d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 286      </span></div></div><div class="c xe9 y760 wa5 h1a"><div class="t m0 x20 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">790      </span></div></div><div class="c x11e y760 w84 h1a"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">496      </span></div></div><div class="c x4 y2a4 w95 h6c"><div class="t m0 x19 h6 y572 ff2 fs2 fc0 sc0 ls0 ws0">Rezerwa na gwaranc<span class="_ _0"></span>je </div></div><div class="c x101 y2a4 w9b h6c"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">272      </span></div></div><div class="c x94 y2a4 w7f h6c"><div class="t m0 xa6 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x102 y2a4 w97 h6c"><div class="t m0 xa5 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">272      </span></div></div><div class="c xe9 y2a4 wa5 h6c"><div class="t m0 x50 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                       <span class="ls0">191      </span></div></div><div class="c x11e y2a4 w84 h6c"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                             <span class="ls0">81      </span></div></div><div class="c x4 y761 w95 h46"><div class="t m0 x19 h11 y6a ff2 fs2 fc0 sc0 ls0 ws0"> <span class="ff5">Razem podatek od<span class="_ _0"></span>roczony, w t<span class="_ _0"></span>ym<span class="ff2"> </span></span></div></div><div class="c x101 y761 w9b h46"><div class="t m0 x70 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">6 917      </span></div></div><div class="c x94 y761 w7f h46"><div class="t m0 x1a h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">             <span class="ls0">4 486      </span></div></div><div class="c x102 y761 w97 h46"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">2 431      </span></div></div><div class="c xe9 y761 wa5 h46"><div class="t m0 x5d h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                    <span class="ls0">1 885      </span></div></div><div class="c x11e y761 w84 h46"><div class="t m0 x5e h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">546      </span></div></div><div class="c x4 y762 w95 h16"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">    <span class="ls0">- wykazany w wyniku <span class="_ _0"></span>finansowy<span class="_ _0"></span>m </span></div></div><div class="c x101 y762 w9b h16"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y762 w7f h16"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y762 w97 h16"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y762 wa6 h16"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y762 w84 h16"><div class="t m0 x5e h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                           <span class="ls0">549      </span></div></div><div class="c x4 y763 w95 h13"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">    <span class="ls0">- <span class="ff3">wykazany w kapit<span class="_ _0"></span>ałach własnych (*<span class="_ _0"></span>)<span class="ff2"> </span></span></span></div></div><div class="c x101 y763 w9b h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y763 w7f h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y763 w97 h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y763 wa6 h13"><div class="t m0 x19 h6 y1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y763 w84 h13"><div class="t m0 x12 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">(3)     </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h6 y764 ff2 fs2 fc0 sc0 ls7 ws0">(*) <span class="ff3 fs7 ls0">dotyczy podatku od<span class="_ _1"></span>roczonego o<span class="_ _1"></span>d strat aktuarialnych w<span class="_ _1"></span>ykazanego w innych ca<span class="_ _1"></span>łkowitych doch<span class="_ _1"></span>odach <span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x4 h1e y765 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1d y766 ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y246 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y767 ff3 fs6 fc0 sc0 ls0 ws0">W ramach powyżej wykaza<span class="_ _1"></span>nej wartości aktywa z tytułu podatku odroczon<span class="_ _1"></span>ego, kwot<span class="_ _1"></span><span class="ff2">a minus <span class="ls3">354</span> </span>tys. zł (rezerwa) <span class="ff2">dotyczy<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y248 ff3 fs6 fc0 sc0 ls0 ws0">tytułów, które z<span class="_ _1"></span>godnie z oczekiwaniem <span class="_ _1"></span>spółki<span class="ff2"> <span class="_ _1"></span></span>powinny się zrealizować <span class="_ _1"></span>w okresie dłużs<span class="_ _1"></span>zym niż 12 miesięcy<span class="_ _1"></span><span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y768 ff3 fs6 fc0 sc0 ls0 ws0">Nie występują isto<span class="_ _1"></span>tne różnice przejściowe<span class="_ _1"></span><span class="ff2"> i straty<span class="_ _1"></span> podatkowe<span class="_ _1"></span></span>, w związku z który<span class="_ _1"></span>mi nie utworzono akt<span class="_ _1"></span>ywa<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 hf y538 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y769 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y59f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76d ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76e ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y76f ff2 fs6 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 x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">55<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">31.<span class="ffb ls0"> <span class="ff4">Zysk pr<span class="_ _0"></span>zypadający <span class="_ _0"></span>na jedną akcję<span class="ff5"> </span></span></span></div></div><div class="c x4 y63 w54 h10"><div class="t m0 x19 h6 y770 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x2b y63 wc h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych <span class="ff5"> </span></div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _0"></span> </div></div><div class="c x2f y63 wd h10"><div class="t m0 x53 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">12 miesięcy zakońc<span class="_ _3"></span>z<span class="_ _1"></span>onych </div><div class="t m0 x17 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls5">202</span>4<span class="_ _0"></span> </div></div><div class="c x4 y428 w54 h42"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c x2b y428 wc h42"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">69 532      </span></div></div><div class="c x2f y428 wd h42"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">55 653      </span></div></div><div class="c x4 y19d w54 h43"><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Średnia ważona l<span class="_ _0"></span>iczba wyemito<span class="_ _0"></span>wanych akc<span class="_ _0"></span>ji zwykłych (w t<span class="_ _0"></span>ys. sztuk)<span class="ff2"> </span></div></div><div class="c x2b y19d wc h43"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042      </span></div></div><div class="c x2f y19d wd h43"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042      </span></div></div><div class="c x4 y771 w54 h7b"><div class="t m0 x19 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Podstawowy zy<span class="_ _0"></span>sk netto przypadaj<span class="_ _0"></span>ący na jedną <span class="_ _0"></span>akcję (zł)<span class="ff5"> </span></div></div><div class="c x2b y771 wc h7b"><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> <span class="ls5">0,93</span>  </div></div><div class="c x2f y771 wd h7b"><div class="t m0 x2e h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> 0,74  </div></div><div class="c x4 y2f9 w54 h48"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y2f9 wc h48"><div class="t m0 x3b hf y40 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f y2f9 wd h48"><div class="t m0 x3b hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c x4 y772 w54 h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span> przypadający<span class="_ _0"></span> na zwykłych akcjona<span class="_ _0"></span>riuszy, zastoso<span class="_ _0"></span>wany do obl<span class="_ _0"></span>iczenia </div><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">rozwodnionego zysk<span class="_ _3"></span>u na jedną akcję<span class="ff2"> </span></div></div><div class="c x2b y772 wc h10"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">69 532      </span></div></div><div class="c x2f y772 wd h10"><div class="t m0 x29 h11 y6a ff5 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">55 653      </span></div></div><div class="c x4 y773 w54 h8c"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Średnia ważona l<span class="_ _0"></span>iczba wyemito<span class="_ _0"></span>wanych akc<span class="_ _0"></span>ji zwykłych zasto<span class="_ _0"></span>sowana do obl<span class="_ _0"></span>iczenia </div><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">podstawowego zysk<span class="_ _0"></span>u na jedną <span class="_ _0"></span>akcję w tys. szt.<span class="ff2"> </span></div></div><div class="c x2b y773 wc h8c"><div class="t m0 x29 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042      </span></div></div><div class="c x2f y773 wd h8c"><div class="t m0 xfe h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> 75 042  </div></div><div class="c x4 y774 w54 h66"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2b y774 wc h66"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x2f y774 wd h66"><div class="t m0 x30 h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y775 w54 h43"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Wpływ rozwodnie<span class="_ _0"></span>nia<span class="ff2"> </span></div></div><div class="c x2b y775 wc h43"><div class="t m0 x113 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x2f y775 wd h43"><div class="t m0 x113 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x4 y1a3 w54 h8d"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Skorygowana śr<span class="_ _0"></span>ednia ważona l<span class="_ _0"></span>iczba akcji<span class="_ _0"></span> zwykłych zastoso<span class="_ _0"></span>wana do obl<span class="_ _0"></span>iczenia </div><div class="t m0 x19 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">rozwodnionego zysk<span class="_ _3"></span>u na jedną akcję (w tys. sztuk<span class="_ _0"></span>)<span class="ff2"> </span></div></div><div class="c x2b y1a3 wc h8d"><div class="t m0 x29 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                              <span class="ls0">75 042      </span></div></div><div class="c x2f y1a3 wd h8d"><div class="t m0 xfe h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> 75 042 <span class="ff2"> </span></div></div><div class="c x4 y3d7 w54 h87"><div class="t m0 x19 h11 y421 ff4 fs2 fc0 sc0 ls0 ws0">Rozwodniony zy<span class="_ _0"></span>sk przypadający n<span class="_ _3"></span>a jedną akcję (zł)<span class="ff5"> </span></div></div><div class="c x2b y3d7 wc h87"><div class="t m0 x5f h11 y421 ff5 fs2 fc0 sc0 ls6 ws0">                                   <span class="ls0">0,93      </span></div></div><div class="c x2f y3d7 wd h87"><div class="t m0 x2e h11 y421 ff5 fs2 fc0 sc0 ls0 ws0"> 0,74  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1e y776 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6d4 ff3 fs6 fc0 sc0 ls0 ws0">Podstawowy <span class="_ _10"> </span>zysk <span class="_ _10"> </span>na <span class="_ _16"></span>akcję <span class="_ _10"> </span>został <span class="_ _10"> </span>obliczony <span class="_ _10"></span>jako <span class="_ _16"></span>iloraz <span class="_ _10"> </span>zysku <span class="_ _10"> </span>netto <span class="_ _10"> </span>i <span class="_ _16"></span>średniej <span class="_ _10"> </span>ważonej <span class="_ _10"> </span>liczby <span class="_ _16"></span>ak<span class="_ _1"></span>cji <span class="_ _16"></span>zwykł<span class="_ _1"></span>ych <span class="_ _16"></span>w <span class="_ _10"> </span>danym </div><div class="t m0 x4 hf y777 ff2 fs6 fc0 sc0 ls0 ws0">okresie. </div><div class="t m0 x4 hf y778 ff2 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 202<span class="_ _1"></span>5 r. oraz 2024 <span class="lsd">r. <span class="ls17">w <span class="_ _1"></span></span></span><span class="ff3">Spół</span><span class="ls1f">ce</span> <span class="ff3">nie <span class="_ _1"></span>wystąpiły<span class="_ _1"></span> czynniki rozwadniające<span class="_ _1"></span></span>. </div><div class="t m0 xe h8 y6f9 ff5 fs4 fc1 sc0 lsc ws0">32.<span class="ffb ls0"> <span class="ff5">Udzielon<span class="_ _0"></span>e i otrzym<span class="_ _0"></span>ane gwarancje fina<span class="_ _0"></span>nsowe </span></span></div><div class="t m0 x4 hf y779 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y77a ff2 fs6 fc0 sc0 ls0 ws0">Na  31  grudn<span class="_ _1"></span>ia  2025  <span class="lsd">r.  </span><span class="ff3">Sp<span class="_ _1"></span>ółka  była  stron<span class="_ _1"></span>ą  następujących  umów  gwaran<span class="_ _1"></span>cji  w  związku <span class="_ _25"> </span>z  prowadzon<span class="_ _1"></span>ą  działalnością, </span></div><div class="t m0 x4 hf y2c2 ff3 fs6 fc0 sc0 ls0 ws0">udzielonych przez <span class="_ _1"></span>poniższe podmioty:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y77b ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y77c wa7 h32"><div class="t m0 x5b h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Lp. </div></div><div class="c x25 y77c w68 h32"><div class="t m0 x66 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Gwarant </div></div><div class="c x120 y77c wa8 h32"><div class="t m0 x19 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Przedmiot gwarancji </div></div><div class="c x36 y77c w3f h32"><div class="t m0 x15 h11 y68 ff5 fs2 fc0 sc0 ls0 ws0">Suma gwarancji<span class="_ _0"></span> </div></div><div class="c xfa y77c wa9 h32"><div class="t m0 x6c h11 y68 ff4 fs2 fc0 sc0 ls0 ws0">Ważna do dnia<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x4 y77d wa7 h8e"><div class="t m0 x19 h6 y77e ff2 fs2 fc0 sc0 ls0 ws0">1 </div></div><div class="c x25 y77d w68 h8e"><div class="t m0 x19 h6 y77f ff2 fs2 fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy S.A. </div><div class="t m0 x19 h6 y596 ff2 fs2 fc0 sc0 ls0 ws0">w Warszawie </div></div><div class="c x120 y77d wa8 h8e"><div class="t m0 x19 h6 y780 ff3 fs2 fc0 sc0 ls0 ws0">gwarancja należyt<span class="_ _0"></span>ej reali<span class="_ _0"></span>zacji<span class="ff2">-terminowej </span></div><div class="t m0 x19 h6 y77e ff3 fs2 fc0 sc0 ls0 ws0">zapłaty za najem <span class="_ _3"></span>m<span class="_ _1"></span>agazynów <span class="ff2"> </span></div><div class="t m0 x19 h6 y595 ff2 fs2 fc0 sc0 ls0 ws0">w Nadarzynie pr<span class="_ _0"></span>zez TOYA S.A. </div></div><div class="c x36 y77d w3f h8e"><div class="t m0 xa4 h6 y77e ff2 fs2 fc0 sc0 ls0 ws0">638 698,83EUR </div></div><div class="c xfa y77d wa9 h8e"><div class="t m0 x6b h6 y77e ff2 fs2 fc0 sc0 ls0 ws0">28 lutego 2026 <span class="ls30">r.</span> <span class="_ _0"></span> </div></div><div class="c x4 y781 wa7 h8f"><div class="t m0 x19 h6 y782 ff2 fs2 fc0 sc0 ls0 ws0">2 </div></div><div class="c x25 y781 w68 h8f"><div class="t m0 x19 h6 y783 ff2 fs2 fc0 sc0 ls0 ws0">Sopockie<span class="_ _0"></span> </div><div class="t m0 x19 h6 y784 ff2 fs2 fc0 sc0 ls0 ws0">Towarzystwo </div><div class="t m0 x19 h6 y785 ff3 fs2 fc0 sc0 ls0 ws0">Ubezpieczeń <span class="_ _3d"> </span>ERGO<span class="_ _3"></span> </div><div class="t m0 x19 h6 y786 ff2 fs2 fc0 sc0 ls0 ws0">Hestia S.A. </div></div><div class="c x120 y781 wa8 h8f"><div class="t m0 x19 h6 y783 ff3 fs2 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _0"></span>e <span class="_ _3"></span>kwot <span class="_ _3"></span>z<span class="_ _1"></span> <span class="_ _3"></span>tytułu na<span class="_ _0"></span>leżności <span class="_ _3"></span>celnych, </div><div class="t m0 x19 h6 y784 ff3 fs2 fc0 sc0 ls0 ws0">podatków <span class="_ _d"></span>oraz <span class="_ _16"></span>inny<span class="_ _0"></span>ch <span class="_ _d"></span>opłat, <span class="_ _16"> </span>w <span class="_ _16"></span>odnie<span class="_ _0"></span>sieniu <span class="_ _d"></span>do </div><div class="t m0 x19 h6 y785 ff3 fs2 fc0 sc0 ls0 ws0">towarów objętych dopuszczeni<span class="_ _0"></span>em do obrotu na </div><div class="t m0 x19 h6 y786 ff3 fs2 fc0 sc0 ls0 ws0">podstawie zgłoszenia <span class="_ _0"></span>celnego <span class="ff2">przez <span class="_ _0"></span>TOYA S.A.<span class="_ _0"></span> </span></div></div><div class="c x36 y781 w3f h8f"><div class="t m0 x86 h6 y782 ff2 fs2 fc0 sc0 ls5 ws0">270<span class="ls0"> 000 PLN<span class="_ _0"></span> </span></div></div><div class="c xfa y781 wa9 h8f"><div class="t m0 x95 h6 y782 ff2 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025 <span class="ls30">r.</span> <span class="ls7">(*</span>*) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h11 y787 ff2 fs2 fc0 sc0 ls7 ws0">(*<span class="ls0">*<span class="ff3">) po zakońc<span class="_ _0"></span>zeniu roku gwaranc<span class="_ _0"></span>ja została przedłużona do<span class="_ _0"></span> dnia 31 grudni<span class="_ _3"></span>a 202<span class="_ _1"></span><span class="ff2">6 <span class="ls30">r.</span><span class="ff5"> </span></span></span></span></div><div class="t m0 x4 h11 y5d7 ff5 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y788 ff5 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y789 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>dniu <span class="_ _d"></span>12 <span class="_ _2"></span>czerwca <span class="_ _d"></span>2019 <span class="_ _2"></span>r. <span class="_ _d"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _d"></span>udzieliła <span class="_ _2"></span>gwaran<span class="_ _1"></span>cji <span class="_ _2"></span>z<span class="_ _1"></span>apłaty <span class="_ _d"></span>zobowiązań <span class="_ _d"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>wynaj<span class="_ _1"></span>mu <span class="_ _2"></span>powierzchni <span class="_ _2"></span>b<span class="_ _1"></span>iurowych </div><div class="t m0 x4 hf y4c4 ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">magazynowych <span class="_ _0"></span>przez <span class="_ _3"></span>Toya <span class="_ _0"></span>Romania <span class="_ _0"></span>S.A. <span class="_ _3"></span>na <span class="_ _0"></span>rzecz <span class="_ _3"></span>wynaj<span class="_ _1"></span>mującego <span class="_ _0"></span>do <span class="_ _3"></span>kwoty <span class="_ _0"></span>115 <span class="_ _3"></span>ty<span class="_ _1"></span>s. <span class="_ _3"></span>euro.<span class="_ _1"></span> Umowa <span class="_ _3"></span>najmu została <span class="_ _3"></span>zawarta </span></div><div class="t m0 x4 hf y2cd ff3 fs6 fc0 sc0 ls0 ws0">8 <span class="_ _1"></span>lu<span class="_ _1"></span>tego <span class="_ _1"></span>2019 <span class="_ _2"></span>r. <span class="_ _2"></span>i <span class="_ _2"></span>obejmuj<span class="_ _1"></span>e <span class="_ _1"></span>1<span class="_ _1"></span>0 <span class="_ _2"></span>lat <span class="_ _2"></span>z <span class="_ _2"></span>opcją <span class="_ _2"></span>zmiany <span class="_ _2"></span>tego <span class="_ _2"></span>okresu. <span class="_ _2"></span>Gwarancja <span class="_ _2"></span>wygasa <span class="_ _2"></span>po <span class="_ _2"></span>3 <span class="_ _2"></span>miesiącach <span class="_ _2"></span>od <span class="_ _2"></span>daty <span class="_ _2"></span>zako<span class="_ _1"></span>ńczenia </div><div class="t m0 x4 hf y78a ff2 fs6 fc0 sc0 ls0 ws0">umowy najmu. <span class="_ _1"></span><span class="ff3">Gwarancja zos<span class="_ _1"></span>tała wyceniona wg wartoś<span class="_ _1"></span>ci godziwej.<span class="_ _1"></span></span> </div><div class="t m0 x75 hf y78b ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y78c ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>dniu <span class="_ _16"></span>29 <span class="_ _2"></span>marca <span class="_ _d"></span>2024 <span class="_ _16"></span>r. <span class="_ _2"></span>T<span class="_ _1"></span>OYA <span class="_ _d"></span>S.A. <span class="_ _d"></span>za<span class="_ _1"></span>warła <span class="_ _d"></span>umo<span class="_ _1"></span>wę <span class="_ _d"></span>poręczenia <span class="_ _d"></span>z<span class="_ _2"></span><span class="ff2"> Citibank <span class="_ _d"></span>(Chin<span class="_ _1"></span>a) <span class="_ _d"></span>Compan<span class="_ _1"></span>y <span class="_ _d"></span>Limited<span class="_ _1"></span>-Shanghai <span class="_ _d"></span>Branc<span class="_ _1"></span>h, </span></div><div class="t m0 x4 hf y13f ff2 fs6 fc0 sc0 ls0 ws0">z <span class="ff3">siedzibą <span class="_ _d"></span>w</span> <span class="ff3">Chińskiej <span class="_ _d"></span>Republice <span class="_ _2"></span>Lu<span class="_ _1"></span>dowej <span class="_ _2"></span>w <span class="_ _d"></span>celu <span class="_ _2"></span>zab<span class="_ _1"></span>ezpieczenia <span class="_ _d"></span>spłaty<span class="_ _1"></span> <span class="_ _2"></span>wierzytelności <span class="_ _d"></span>przysługu<span class="_ _1"></span>jących <span class="_ _2"></span>bankowi <span class="_ _d"></span>z<span class="_ _2"></span></span> <span class="ff3">tytułu </span></div><div class="t m0 x4 hf y78d ff2 fs6 fc0 sc0 ls0 ws0">zawarcia przez YATO TOOLS<span class="_ _1"></span> (Shanghai) Co., Ltd, umowy o<span class="_ _1"></span> <span class="ff3">Kredyt krótkoterminowy obroto<span class="_ _1"></span>wy, w</span> kwoc<span class="_ _1"></span>ie 60 000 tys. CNY. </div><div class="t m0 x4 hf y78e ff3 fs6 fc0 sc0 ls0 ws0">Umowa <span class="_ _2"></span>zakł<span class="_ _1"></span>ada <span class="_ _2"></span>po<span class="_ _1"></span>ręczenie <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _2"></span>za <span class="_ _d"></span>zobowiązania <span class="_ _d"></span>spółki <span class="_ _2"></span>zależnej <span class="_ _d"></span>do<span class="_ _1"></span><span class="ff2"> kwoty<span class="_ _1"></span> <span class="_ _2"></span>72 </span>000 <span class="_ _2"></span>tys. <span class="_ _d"></span>CNY. <span class="_ _2"></span>Poręczenia <span class="_ _2"></span>u<span class="_ _1"></span>dzielono </div><div class="t m0 x4 hf y78f ff2 fs6 fc0 sc0 ls0 ws0">do dnia 31 s<span class="_ _1"></span>ierpnia 2025 r.  </div><div class="t m0 x75 hf y790 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y791 ff2 fs6 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 x3 y3b w4 hb" alt="" 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ES1Zp4NqzgNzVZCoxWoGqEBBDKM6EEEk0N1vmeiQgnEMAyCB3o1qhpLu+NRYxSxJmPb9H4BAVFUI4wBFWMAREiNjYAYVBG5MTxar+mZLPToQlNtOiGqMQqUpc+yjAwJgtMKqszKAOqecQXEANaxCwBZU2JI1jrblgjLDgqtQRbGDnv9/Sd17Fs2rn7zZeeUgrsf+M7HPnPnY9t2DbLFR/qDKG2MLwO3UEUgZfQkSZIkSZKU0f/pjGVQJInWkWMqp/csboHCYP1Zp/7Uj73zorMWEFAAvTIYNmMZATmQq4EAEQij1ivHqsPj0ZoWCCSCAM4xv+fQ/HpPAjHY1AFDgVhQjjzHLAxZA6ACoNCgmSMDGKZmX1GQ80ECgYBKEQTOYKgQD0toOUck3FSvEDfLYYXm28fkeWAAsE15jwZYQAWsgEgZkBsFVwoviCbzGlsAKp3I5mvaGUQ81hkH/GzVL4qxFuOGy8957eXn/PlnH/yLT9/pApXd1tCV5fQs2hOpIj1JkiRJkiRl9O+H+jJjGESqe0smsosuWn/VxavXrl5+7ikndY1q8IVVILRyc6Q33NVTcZ2oJjZNUbTJ5kKkTSMYJdL5lo1BmEFMFGPMcrOiJQRlijSf0gXwDmXEzv1z23bvne0PDpaWtS6MLpsaXzI1sWrxxBKXq6jTaFk0+mntOMf9Mhw82LdFS9ioCCTmhimG3PJ4OyuIAKiSECIQFQeOVFGizTKvzQJWE73t5vmijEyMbERVuOUOzFWz5YwUnUhWxbGasQLwg3arUw19qwAAEVuFVpZ1vTX7ZkoGxtt5Zuinb9747jds3Pr8nq9+8zv3fPu5p2YP+NIdNqmvS5IkSZIkScro/3SZYS1nreOb33j9e9/26lMWYBzIgUylQE22RtUvY0nZ+N/87Rduu/OBA2VR2SlB1tS3ZDLItAKRNxkAISPg5kEUNcZ471V1zZo1t//u+3G0DIUgIABf/9bmW//2rm9957leIJvlLwzHOoXNtW5p2bGycip/+w1XXXfFxasWjiHWRAKLAHzlwe/8tw99WGzRH5TM3Mozq/Xc9OHLNlzw27/5K1lGMn8PIMADDz/xoY/cumvPPpe3vICMre3EgV68buMFv/aBt62cMBYGEXP9+g///NavPfCId51eFcYwYajsZMOxfPCf/t2vrl290ou33C4Du7z15DMzf/SXn5wzFIdzCwv95fe/e+3KkzoOS89cvn7Nsl9+7/WPbN71P//i43+zKw3XJEmSJEmS/80yunIXKlDP6g2CFR9DbZwLaoQYtohewIdRdFATkMN1EEESW1o53++E/poVJ1376snXXnDWaaeetmjBQkIwypYYABFDC6BANl6EAwM7uenQgkf6p825VZA2pAb61kZQKRIZjiSDRvGlcRZkPYwKA4Yz6HBW4uLWgMUe1IxqLN49h/u37v3Ml+996MmnZuvVpb/STvpQ7UFnRaWVkarIbQR/Zxp3fXL75N+98PNvXP9zN65fwv3J0FOxl2047+P3brh7054Bunk+HodDhLo9nj39ZLns2d6/XTfM4mIoou0fMbO3fnPz53aeE4ubJB5C6wDq2WyQLcp6119z2tpxyWtWRmX16enZWx+YPti/QByiO1DTaW0cyGf2hXzVh7499muruyv9jKHegBf88V8/OLt/18VXbjRj7XZeOM3/6u/uvXrDOVdevM4AnZxY9fpzl173ux/ceri6/5HNX334qad3HnjuYBk7S+a8VVuQzbQOiNFw5VAyu1qgUZWtNBdfo0EkCKk4USOaxn2SJEmSJMmJkdEhwybPMQRAICM2J5P7qIgAEbKc4zIZStHtWsv93hGt+k57MnjxuivX/8y7bjnzlPEFBgUQNEQf8izn43uh0HyTRFMMvBpr2kXWU9HCGkAGveArNixkRAyUAM6LTvB1lADL0IAYnDVqwOIlwNushvXA5+/b9R//+KM8gcNliLGmfDKUM6gGaNVGa8vSH/QgBiaj8cmDR178oz/95GDvCx989+tWjxdkbZfwf//aLZt/6ff2lxCNmnXqqGVkIv3vf/Spn/6dt050kOfwMNsPhK/d+7THWpg+MLSGQqCC4tlrll9z8XmIgSwDqEDffGzLoV6Pi0mxBhgDoKBe6YtO/vFbP/Xea35lUcYdl219ZvfeXS/8xgff9Tv/+a/s5IrJ8e7mRx7449//4K0f+7vLLl43am5DBBAxL180/o6bLn3TTZdWwBfu3/17f/JxCrFfc4QFTKvTAZlhaaGGsoILIwKEAI0KiAqj+W2kHo5JkiRJkiSvdMd23rRaWa0MAiAKCFkxRQ0LzpHlcBnYtMwEeRtm+uWLe4rBwWVZeeGq9p/9p1/5g9+45dLTx5cYz7HvfcWKIisYFEP47pcUyp2zzBxDpcNpHN4dD+7KqDYQ8RGcQRhkbd6JZCMIzAQBeYqVDGel6iFWcKCsK+hun8Fn73rwSLBDHhPTRd4iqeEHi5YtyePAhl4LAVUPJG58MvZKFJO8eM3Hbrv7wae3g2yvVxaMpV1c8qrTclSGJSiBsjpE6/L9L+5+4pkX54BpGZawH//UfQM/RsYAc5CeEYXoWKYf+MkfbTEV1gA+ii8FTz13pJiYooyHdQ3ugkUVrtURModePPTNx3a7ooCx27dvf/c73t4xmJmdffNbrvmpd18cRasa3vumaY0enfImMgIHcABKvP7SFZ/443/z3psuXZGVnfrAiq5m5cHh7GHAoqy18hFmVD4PBpGQjWSkWfOaJEmSJEmSvLLZ4zJ6DXAkFhghVhhYBx/ACiaEEhKs9ia5Hi947aqp6zZetnZVd/26UxZ1kGGYwRNCJBeNVYWKgDDqIP7SlwyUCSDVwFUzCxzXQtZE1BLIDk07wiJzYArBoy7z3JHWsZwpjLJ6hBoSxqj0BpXanf3w//y3v3lk2wG75JS+n9OsQB2tznVtlffnzjl97Xgn37FjRybc19gf9FBMQmQuBlss/y+fuP/StWcsnCpIMKF4340XPfDQ44ejFc3QWYBq1ofZVmY/9rnnzt5w5hD05NY9n/rCljI7TV0NHrIJcViZcnjj9Rs2npk5D6VIpgwmHwY89OjuimzFFdj42IHOefFjY4tmy5gvWPzRW2+7+fz3L+3mrL5thABnzG23ffXxbz/8+qsvzDOMjxXQpnfNsetWGJWoU5bGWaJgvG3+w09e+dNvvOi5nbvvffipRx7f8sy0HmaGa4koDfswRq2BNB1koEqRDBBSpUuSJEmSJMkJk9GFjAICE9kABiCoEAWnAVXtKExNdDG7ZeOGC97xxhsuO3fRBGEwWy7qgOoaQsi6UGZI04kcgEJVRx1aRghopu4jzly5+Or1p8+WMfhgDcgUtWk/tqe3f9ajVWDYh+OslcdyZsXC8TPPWd6SgdXSWRNjnJicDISBx0c+eefdDz4m3TPrmsBthHK8bfjIvp986zU3XHvJ2mXIgV37yz/+yzvu3/zczkFdkoBM1FY0U9/ZO/zo7fd84P3XdySMGX/p6Yvf+4bLP/z5x/rMwg5F1w8PZ6xf3bz7oT3Dc5a3PnPvpj6WDcnCzsIaDuzqeNrJC99940XcH3ZaLVICxVrxhXv27j5Mc7ZGrigmtSxycyACPa9iMmOzZ3bueOSZ3ReevmpqYuyZzY+esfySPDM33XDNZNvt27M7B6oyMINHZSmjfwypYYVGA4+6bhU54CaXts9YuvbKC9fuOfymLz787G33Pv7Cjp3T/aEpWt5zUFZbgBgwIIAYsZcGfZIkSZIkyQmT0QM5BfRoO3IE1FVupK21xLmJgk9ZMPkTv/DjG845c3ErzyAF0Bm3qGuYDAxEgACm4D0zG2MkChHhu4orDEAhvPNNl938psvIoG0QI2CwbRr//k/v/vL9W2AdQsUuV1+ZOLzi4st+5ScvGCfYiFaGMsLXcA5VH3fcdU+ru3DGB7QtlKH17MFd15y17MffcsmyMThAgTOWFL/4YzcXn77zw1/4FmgccHAZzNhwOH3PNx+/9rprLlgNaNXNirffeM2n7/72XJDBsI/CkrWqmFV8+ov3jP/E65/YeuTIANk4wB4SdVh0wGefuviMNeYkzqUHajHAldR3fu0bVEzA9CEzUM+GuqauycyV0XQ7g3J2cXfBlp2Hrr7o9JWrT/7L3/nd666+JLemcHjXOy//D7/1nw/PQWJgBRGYjt3vRMBQ08xGkRuoh0ZDmVXbMXzKIrz39adfuuH0h775zO1fuGvrC3taNo+uMxANlAnTqNE8CSjNpCdJkiRJkpwgGV1MjhgIalhVvJNhgf7KifaFZ6w55/QVl60/Y+3Jk45goA7eaTCIEMBmmN9+KBIsKGPXpErD5nu+JGkYz0yLRvsTWQiMlmpOnYQpp03LqlRkxcSKpBxzor39KywmAMcRQDSmbgHAlqe2DfpSZdG4GCiijgwZN+W7X3/+qha6CkiJUMMW65Zkv/Cu19337a1bpvtiOhCgjrD5c/sPfP6rD573E5flEij21p606Pd+++d/8Xc+OxCCesOmrJVc/NzXvrN/ptj8bGnHxmo9jKxCzxVirzr/rN/++esW0DRkQLYLkId7Zt9w03N7hnEJiOGcCdWYqX/5vW/67//f7T3XFVEGD9Xev3nPe96Ck1cs/rF33vw//uRDV268uGtqKvltN1758T//2NvfdL2l5m8ZzSVjQIWYoEwMMFSgClIizbm53phSWThFF9649kevOPXRp3dt3rrj/se2bt1z5HBVD2MmlAW2hlQlbYaUJEmSJElygmR0GEblrUOmdRhMrxjP3vmGa2664pxXrepawCgcQQUMYjiAoREkIEQSD66bmfTvnqLVlxRVK0DimTSnJsp7oIJqizoenGvp1AcwIxIpqRgKmVZtoKUVZAAylnNC7qHPbttWFFMv9kqZ8ihnYCeKWjo03HDWqkkr8ARTQoYg6cCumeLz167Y9s2dQzEgApRUpyt97Onnp8srOpkjE7qQK9dN3LTxjE9+5fGZ6QGmxiMXsKGKU3ff8SRlk1NLWoeHuxDFcbZiIv/tX3rdaRNwqOBBRsDcl9ZDT2ze3w/adejXUMl1eM2la37mjad8+nOt/Xs9sSk6nV5v5rFtL74wjYnxeMNVl1166aW3femBv/iTPx30Zm+67uoP/vz7Whb22AarDDTbokJABENEQFMKQ82GrAw4wCBYeAR0WtnyC0++7sKTf/bdVzy4ZfChv/r0I0+94GHrYIzVwtk07pMkSZIkSU6QjD6cNoacVGNcveq8U/7Nz775/JPHnIJrEGJmwUSQUV6EGrABBSVVjLozcpMqlUbHfK+4ftzDpsxaoAKAVIiYVElBpKMtR5kUrARu0rx6kAIOQA06PFcpt9gSWAEgBoh0W27BZAfBQxwMwAwRYmHw4gUTFi+QBpUIUihM3t57aGYQUVOR0ZCkyrh1/YXLb7vja7HdHgyHaHWgpeEOfCwm2l6HiNqy7dCrLrxg5ZolcOodObgM0fd9Thme3jYTjREKMJkjZOHwZRec0gFWLBzbMlv7ynsf2LpDff+Nx3aff+VSCcOWa73lpsveeONlGcMBEpDxsZKjo3h0vbhpOE9QBQEkYAIMwBBIgIBIHRFgq4DLz2qf/e9+7I4Hdt33jW89umnLvl4lsU7jPkmSJEmS5MTI6Gct66w99eRrN6y+9LzTlnfRFrRDzQQ2yswxiggzzc/pUvPZKiIQLdRCFGrUQd2xp6f5QP6SvGkAI80EMBmCARBhIiCwAhPIghTEIPXwAVaadIrRzLEHhsCsb00PyeRjGkoU4yiJ2S1evIgZVeVzlwsydgZAEFXG+JhlUhJVUgCkpKD9R2bnAuYon9LAUhWga85d9c7Xrv/rr3xzmC2EBwyXZbATY1HmhocO2s5Ufbi/aNze8vZ1LdS2rgVtzkhMiJwfKfHwE7uQOfEzZLMsyuLCXLF+oi164dmr7972FGc2+gFMFsn99Wc/f8uGWyY6plRQRIeUlRAlI6GoxM2lHs2UK2BRKVjBAhOPu8AMMAI19zyUwRJApOJQj+DEUyQAACAASURBVBMJnLW45eqVb79i5TPbNn5u6+4FdWqRniRJkiRJcoJk9BUtf8HJU69bf9ryDjKgQAmt46AfhXh8Idksghh9BQEmwjQ/yzAGBtK08pZjDddfnsuPn0TPlBBGh1hHANSDAhDYCVmlHKRgCzU1as95AECm+QjIa6AGam55tD2pUgURkAuxsi4LRK7dRUBFRUZioAJXA84ZYgsBQExWKUaVSGbIKIEqcotBMpxg+rcfuHHz8y986yBmQ07Mlg27qJjNWg5hzJjsPT9y+VmnZgWOgMbVt9RVkb0SvnD3zh17+lWLwWIkR41XnXXy6nHYWK4/9zT/N4+SzQgSq1qy1q4XD+3a9eKiFd25WHQmxlpEMdTVcJh32/MXE1BuqlwUgHoiImQRpOBmjW5T8s+I0ODhlDMiWKDZVTRjQEMcDF3ennBmfPWCvZ0l01ufSeM+SZIkSZLkxMjojz4//cjWz9/6uXs2rj/z3NNXbTh35dplptWZcLBWJOqAEIQsABBIFYg0CpCiIB3Ncqs5WpNOxyXz4+vUOQKG9WiLRguKcRTwvZNSjIuUgTOIQNVq7aBQo9QBLClyDRnb8U5FZsZlE6V0EQs46wflvunBMNphDAVTJCMQqGcAcIM6KrOwgapaIom5teMZpizGAIJRZCS1oboj9Ae/+dPv/fcffno2xlrVaCXRcWFZ7fDQz/zItT95/dpFNAS8qoAHotpTu9vj43d9uXJdVMbldoKir/afddbqiIEnu271snMWxh2HDnNnarYiBWpqf/4bz5/9vsvblGmMwiBji25XJFIzgQ40tUCkCqAkS0pMTQ9FsAoQm9KgJtAzakEkJVEr4AgK0EA4Ylpbnpp++ulnH3z4W3duK2957bm4em0a+kmSJEmSJCdARj9kl5Hj2SpuufsZ3PHEkqn8qgvW/tTbLt9wSrsKMGW/280iOsOBt0RFYSB16Je2cAoKSmQMsTs65/tyetysOgVStkeDO4mMamdAqA1q1jqiKXdRJ3VLBjkAGKVCCUbRllixXTymuZ3uD4XzFZJNoBxyNzs8W+/cfejktScBXgXM0SD6iDq6F3Ye7PmILIcptO6xBVXl2aesXWQxhqZux5LLEPsT1q9b3HnTlRdsv/3BAfKgNazzasnPXrhm7P9497mLHHJkgBUXidQQey0+f//T39m3t0fLQAu0V3GrNzGGU05Z5tGeYSyYwoZ1Kw/cv+nQXA+2q0ZKcV9/8sVfoKwDtIw5etXYHO2HI82EOpESEKng+blzAwUiNOLoXkdiKFYuJ8CWkXrCJsPhGnc8uO8Tt9/91PZ9w1phi9p1Axdp3CdJkiRJkpwYGR1+qKpkTdbpILi5anjnPQ9vfvRb73rDVTddc9napQsOBUiYGW93DHRYzRbG2k4bSgRrPURhDF661JGPPflL6l74pecggOpoGakRMgqFVhCGeKPRaGgmkgFEgAlEDGDp4iUZGQnetCEaIFEQg6/27z8ga08a1h6mUEFvUBbdxbnFrn2HohA4gzIGpeSI1fCCC86xBmhmo4mhCuI4rNDunLxqKkZxWnsxIEBhEBdMjrUdAEgEG2Y2KrHql9Jpffnueypfg2q4MnIomVqtqYefmR7a57XPre7UodiWYoGGLB9bMJzrEeTF3TsPHsDUYpj50iA9dlODZn/Qpis6gBzAaHMpgcZRMYyoRIWxbHOxxUzl54ZlZzxXi/ueOPCJ2+9+6IlnD/ajaS/itotqgJgGfZIkSZIkyQmT0TMbokQVipKRsaqFnRh7vnfkDz5135/d/sDZp6/ecNGZl51m1p566kQ7z/NODdIomRqW+cLoABCQHXv2lybO0edmx8vRFyKgQAyQi4DnvKS2UWSh9GAS78QbUUJTYT0KmI5ZBa8+e+1kO+urmQ0VBoeR5SQxRP7iV7993tpT1yxpx4ih5tRa8MyB/h3f2Lpl1yzMAgQDRNfpZNJffVL3tRvPtqoSSzKOiIbDulVYMhQVRAYRDhXIBFJSGPUSKwWiwDEr1CtRtMZ1n3/+8OObnjetRbCAHEHL9fqDsjQfv30T3b45miHURJMH7caA4VDYOCjP9Wbu/MIdZ/z464MP1jJARARARp0Wocd1wGlJedzlJBALjAeRM8LwEXOqu3v83Pb9X3/43oe+teXgzFw/OE8t7bSHan1NnGWkwzTokyRJkiRJTpiMHnzPuhwmE0CNE9eaG5TIFpeQmeFw96ZDD+3Y9Ddx8ymrVr3+2qtff8WrFxVQGLZwCqnVmCZ2a9NLEWCQjLomzufK+cjOx00aR2g8uhlpJBs5syqEmhWqpDT6gJIcXZRK6iIWdbMbLr/kE1+4byBztRmH1kYJxdSXvrGl1b7jstdc9PrLVjPw/L74hx/5wlce2XIIC9CZhFdoJC11MH3L+25cu9S2IAaiEAGKdgeh5KwwBMdGo8DMl+EQALWGCLAMVgSJAkNkkeP+R7cHWiB2CuKBgZJqBqGikvGWXdiXbRDh1pgMPKJAiLLWYHamF/lzX7n/ddddtW5569hlIrBCXxrTAUDLURMXIpBTymrAWwSgF/D8Hn/bPY984f5HZ2bmhKxwNpSJQSSFI+tcZ8KB67JKrdGTJEmSJElOpIyeFTmTLataKkEmyArAAgbW8ngHMcwemYtxaufhI1u2ffEb39757rdc9+p1Re0x5WCzCIpAgDTb6QAQKIMEQJPUafTdl3V8abam1/kmjQRiBYvmkRwRi2YCK6Pvj36QELrWQnDdZRue2/ni3Zt2RaMeqALg2sgXfv6hrV97dNttX1ycF+2ntu3YfnAQ8gVCY3AtVD3LdT29f+3KBVdfdkHTAgWE5vkBSFRmpqYlZIjBtgM5ZacaI3EEKVDVsCYaAhGCxQD4zrb9lXbq0AYqWA8MXeHI1wh1r3eExgNZylhKR8hayNsx1OC84vGdc9Of+/rjp7zzkpemZyE02xiRgORo6QsYZEBOyNbArEII0x5fvn/Hpz77d0/vm5uRvBxGEMEaYwtu5dbmyqYeDiEK49KIT5IkSZIkOZEyelmDrCLLkRkip4qmhx+qoSjIMOV5TedC/d44vO2B57/++IcWjZsrLjz9mktOP//0VVMtwyCrWsAAEBVmgjbxUogUUIgaVTVO6eiOpNxMFDPBABRrS+IjUzYOsUqxF+xQrQccmEbtwBXqSagl5uJ1E/Ku1z+/9+NbDk6rFqY9WflY0+I+VAb+wDOzQWZ9LGoz5opJlAJfGqpaMjvZ8T/79stXT8EICDUQQSqACqxzgGoExZBTmOMuOAcMyEcdChEBziqTSPDEtmTsifaRrc97mgh1B1mHDFN5eOF4yNkzqJgkcF+Uy9ivi+7ew4cpjKtpozVeitlT8V/du+VHbr7k1AzN1k2kUTUQARqZlIlVhIyptcXGCHEAZgP2zsR7Hnnyvse2P7dj7/Z9h8ugmo3V5HhsjNmEOkYolGJdj/4IYBhIuxclSZIkSZKcUBkdrtAmMQMqsfmHpDYcScGiBJSGAQPNYSb2+sGBQ8Mddz36qS/ec/qqhW983VVXbLz4jCnwaP96o0D0Sogx1JZgCwsSEAijBo4AoE3XcxX1hlyH/Zip56KN1EIduJMXrpN3xo8ebgCHCPVQsoQu241nL/rALW/8P//LR8fH2ofqIVxXYSNnyIuZfc9hbBKtHEo+CGXo2LLQgZvd+4vvufFHr3u1A3KGUcWorgZCcFEhfjgQrcpch3PSbJuqkBglQAMDjklDIF9TywpwxwPf3HngRR86yAyqoEcOn7TQ/eFvfnDt6nZXIILY93nb5C1++JneB37rD3qifQloL4gDM6CxLQf8o9vKFeuKssREG/XQ5wUj1IgeAKwlZkD71nlgtsbBGXz2zoc+/tkvxmLyQN/DtcUuFMtgAxVRSNDRbqTanL2wpqGeJEmSJElyImb05vEozAlUWSNDrGizIQ6RwMwCAgVUvNqgLRHrkD32XG/fXz/45Qd2vO2ai95w6cndNuoaGjFeWEfWudwghKrHpJy5+RLrJsszYEHRghiwviez+1r5lIcrNUp/2CsPVL1FIiBuqsIxf5IEQCrJcr7qolN/9pa3fOTWz2mf7PiyECz8AJgoFi8qK4/eHAhwxsRajhycPrTzF951w8+86/IsNrUjR1tAkgI+IlNhw1MTramOXdBxR4KPzS6f5AvyFj4qmIRUYG0zrX/nnXdmJpqq184m6mG5dOniCdp92oL2FKFjtMgoL1wdIgFnLW2vmbTbD88EIrITJXnbzkN/9vntO/Wste02IuBjsN6SEuftpvpcwVXtdysOTusddz98x1fufWr7vsWr1x6YHoRswuRt8RHCAM0vBtCmEw6N0rnQ0Zp2mDTokyRJkiRJTpyM3tSEj3a4VFJhKKkIyXw4ZtBBKDdxGnCKrOYWWSdUP3/Y75w5svnp2z5yK05bs/rqy8/e8OozYwFTo3DgyLnrGhaJNZvQ7G8v1MRuJzFaozaGFV2sKoYmNyWX5URXjZsI9tSFWRYqWBjO5lvIZCAnIWYZlT4u75gPvP2CGy496477Hr/r/sd27J/uCWhwOPph12Vgw9BMdflktvHSdZdfcPM1F56RBckQBBkDUAYgSpFgLcgLNABAXeXaO7M1XXEeyCrFlvilXZKyohaBCLZQ2F279vd3vLiiM7VovBr6F9yYMYOZ15y78oxJZIDRmqSWSG1jReOaMffmS8787F1fnzQcYEOXclN5qrZteqi67tSWM0G06HZDFGauCZWgFDyzffqBbzz+9Z3DTU8+dWi2b/IOLzh5d08pn4ByDAoBmOajeZPOdXQvRArVNI2eJEmSJElyAqGj+Y3f+REAgNCo1582gX3UgoUAwEmlRBFOYUEWYFiHEJujNHqqy8luq5PbIwd2TmTynrfe8PYbL162EGOAAyyUoAUG0CKSjfPT6RpqkcplrblgZ2uMt+EFRzyigxlgEfuFeQmQcDsQG8CIV3ZolntCAB1UwyzvevCRGnsPVo88/tSzz22f6fV7Veh0x88+Z926U1evO7ndYUw4UKgzS4NyaIrxDKBYgRA4HwJ1jQW2IumB8yOxu8tjKVAaVIzAYKAoq1UdQ/BaeeTjHlDFYIhphetg3wDjbbQA19cJSxmBeUDkg5nw1aCVZ3WIYvNDAxHHQ4UzCEPkBrkOp9qtZjsiLwRGDQTg3k1H/ugjt296ZmdncskRX9c+qMkFpOSQ5fARqjDEhsXXJNJ0jj+ekhz/pRG8/7p1H/q5K9PQT5IkSZIkOQEyunvHnx2/RWgkKBGaDzRz5zTW90IUmANTZAIrECA1TIBTgkLGtSwgdZZpFufyMLO4HU9dvvCqi8+8fP0ZZ65ZmTkzpnNAK5ANQAQMwBIZlYiw7QwD5Zh1TDV3hsoFodAh/Cw4EzPuyTBgRftKlmAQjdaEIXFEiADDtkWcwIBNDVJCaO5AFBkk05I0ghGiCDmYtlOQeACB3ZDAQFtKqo/AuIGZmGG3rB4o57UxFQFADnGhxwSFC6bVD8gDWhFlCyV7j1qADK6QrIggQdTaOExzZlQKplgNrMujQsDKbBFZgqUYRci6yntjW4d61cObn/3yg089s/vI4ztmZjExRFuCMXaGrAtRAYLN4T0Mg0DiWSNrFBilZv/W42uCXrJ9lJWQMnqSJEmSJMkJk9Hn59H/mY5Ow89/XdewNsuyGONFF130jnesf+9SjBdoAQSPOMTcYXTHwTko70frLVqKTEQE5FiACIjAMVib8nGBRvB8G0GCvrSbI+nLtjX94Wou3/G7dxqANED96ANSy+LMAeSBAZopcmVQy8ccJlfgMDADeOATd+75i1s/t296oK6tza2RCmkkqB6/O9T3y6B6/3Vnf+hnr0pDP0mSJEmS5BXrh76nTdZue+9jjCLyjfvv37Rp03fOwltufN3G85ea2nWgxcRJ8BUkgNC2FGEIShohKrUly5ahjGar0eZuogn/owcKOn7+/1/hLkdAsKBm9np0g0IGAMhCLaBm/rZFo5IxKqqUKVrRuBoIEQeG+Mw9z33py197cvvufGJp3uqUQfFdhStJkiRJkiRJyug/ACKiIYgxWZ4HZu/9xx4ZfnrTZ845eclZa5Zce8GqK887ZWFW5IgINcehJRWvyFqGCRpVZbTlJjOa3XwIIDYSgQiMwnvTbV0J0NFup3h5lccPT4QEgJpacAOjZAJIySqg5BQoqIZyCAFUqNoyoiYeRt15uPfIpq2bt+x5ZNPWvdNzXijA9ef6AU5tC2hWBIzWgKZ1n0mSJEmSJCmj/2CEENg5Y0xVVSjLaC0WrJ2dPfLgzvDE/j233/v4eDj8cz960/veePFUZnU4bDlVQ1GiAYGUWOc7lFiQEXAEBDDNhPVoJ6TR7kZNlcu/dJYlCzLzuzUBEFJlsgEQoPlcWA4h1pqxMzUwS9h5sPqvH7vzKw892osGWZE7C273q8qTMVmLTRbnp94JyhBKQzVJkiRJkiRl9B8UZpYYVaQoCtPpxBjLsgdSVL5fxiGMZlP/47Nfvfehb1+14dXvvPGSxRYxoGjOy9emWZaq0kyPM2WK4wre9SXLI+fLYEYH/Mt0AvegCGLiDIA2mVxYJSMbwdwkdbLRWQBH/n/27vbXsqsu4Phvrb33OefeeWhnWqBYCxQaKGIpCKWmSCtiiU8xaYjRGJW3vvPf0KAvSSQ+JSDhUZMaQKQIpbTQtFSQ0tKZaafAdIrMME937px7z9l7r+WLMw8lGjXYqb3y+by5J7n35uy7zn7xPeuus9YiHj28+O73T73/Qx8/cmprXH9pnu3a3N4+t3F6Nmt3X3XN1rLM54s0m1w85Mk9CgCg0Z/vRq81tW2udbG9HSmllCbDM810bTnWsUZtZicXw5nUPfvk1lePPPQ393zzlpt/5pdvvf6W1167f0/M2m6tljY1OS8jasSYom+iSbHabaaej9j03M9tnj9S8wVr22XEdpz/OGeX2lQWUfuIiDQ2qW1SWyMdi/jes2e/8sjBBx95+psHv3/szPay3TXP+8owKRuLaJq096plv9je7FPTNut7x1LcmgAAGv1yKSlFrWNEyucnufeVk+P2pM3TPk8XtYlu15jSWGO7jqdO9QfvffzvPv+VV+3v3vbmm/7gPbffdM2ki5hGO0tD6ftU+zSJ2g+1W1udch9RoqwmrC9l+mX9i8ZxjIimaYZhqLXmtp2k1K2m7csQEcN230zXa54OKU7P+wNPHf3TTz307W8fPnW6L82eZVmLyRWL1Iw51SjR1dXmOrWZrd5tjGX1J8h0AACN/kKpqR1TrtGUyP+hp1NEjsneJ4+fOfyPDzx+8OnfeMebb7/ljTe/clJqO+vaFGXo+7ZplxH9cuxSTLo2mhpjuZDpl11KKaUUEW3bRkRXS9Sx395qui6aNtIkdk3nESeXcfjo1t9/5vOf+qd/PnvF9WfOlNxdEXm9H7qmnQxl9QZjjDJGlEgpfmRrxYv/DFDqAAAa/fI73VxVoxlzUyPX1EQdo9QcfaqlrcuuDn2d9tOr21Qee3br0Ic/96G77735hmtvf8sNd7z1xldcvadtpqmUeR/TrkkpSild5JzrhcUvJV3YBvGyvMGoNaVUay2lrLaWb8bNlPuu64Yx9aU9G+lrTx7/wiNPfelfDj5zYvP45qJZu7HfSnW63nbr43KsUcecIoYUQ659U/sUdUztmJ9b5+W5+7jUC6t5AADQ6JfFsr3y0iLyOkYdmzo20Te15DqkKLVGLamv0dfZPE2XQ3vqidNffvSL7/uLu9/99re85zd/5WdfuzZrYxExX8asyU0TdRjbNj03ZS9TpI/j2Lbtah59GIZSSuRJ20xLmp6O/PVDJ/74Ax/5+ndOzLt9sb5/Me6NPI5re2JrHsMw9EOkiGlE08ewvHA4UeSayqVN31fDUiPqxdOgasqX6h0AAI3+/CtjRE21RJRUz+8qOEY3pBR5LSLlOk6ijKkpzaSm7txY53VW09qV3d5P3n/w01954nWvvvaON13z9re9/g2vvq42MdSYtpOIIc6XbMnRXKY1Im3bllJWS9Lbtm3b9umT41cPHr3ngW89+Ph3frCxnMda6V4+NNNYDDEOKZXpoh9LV3LUpkRTy7iMxRBtWyPVSLV0pUZN6fxi+rpa31JT/ZE93usLtts7AAA/gY3e1kVESVEuHDyUx2hKmkRuIqaR2nY8O63nhqbZHmukJpppbZrotzanu9dnu09vnvzG4eNHDz3wyU/UN9zwinfd/vN3vfsdedZNm7zK3BRRo+TL88nRUkpEdF1XSjl06NB99933wfsPf+3U7jLds+z21X4Rsz0xncVyHvNT3TTtbYaNU8fT9JW5KcPQ16Y2a22adcOij2hqbWs0EblenEFfndhUV+c2Ra2rA5rSZfvHAAAALzqpXlj3PPmtP99B192N213bpHFZ+vktN73m9+9691tuvPqVu2NPORPjyUjz2J5v77qllJg0MSz6nGrXTUqKGrE6oXRZ4sq8mm0vscrh1ETkMWJrjJIicpSIK/sj0c4idWNdX6TJuYjtiGOL+MjdT3ziHz53ZmNr6NaXudsp4zYp/XvvvOn9f/iLbn0AgBetS/Po4wt05s/zY+heMl9u5dkVeVrvPXDy4fd98OX7199247V33vq622667qW7ctpdJmPtcsp1bCc1ao0ybyJFSjlyV2OW0lZ0EdFEbiJyKqmWsV82bV4vNZq21lQiLZqr+yGapj1X84HvHX/gG08++OgzTzx99NmTW7XbXaZ7l3UnDd2YSjElDwCwUxq95HYnXfh0PdKkpFRqjXZtY9ZsHP3B4Y1jdz/yzL5p3PXrd/7CbTf86tWRU2wvxrVJihijDjEuo8k5IkqJiH5y9YWTkCJFSqnWfiuaWc4Ri80yjN36rmeatZTjsacXf/W3H3340UNnFmm7zPJ0z7D2smVpS8oR9cJS+B2gjGNJ2X0PALAzGj12VrptHIvJJJppDGMMY5Rm7aev3zrxb/122ji7/MDHPvvRT+/5o3e85Hd/+9f2TSebY7S1naY2RcQwRpujyVHrNCLi/CbtKSKiadf3jMu+lNrNrsgRY6n3H55/7OP3PHbg4KmNxaKsD+3akNf6ZYnUpdmeGEoMW9HsmKGrKap5dACAHdPoOyrdrlpbzBeby2XK7aR2s7EM/cljaRhTN2tj2vfLE6e3/uxTj/7lFw+99Y03vuuWV9/4mlddu7/bN+3aiFxKl2qKmJbTERHRROpqTPqUNxY5Tdt5je8+s/3lh7/14EP/ev8P4uzmVo211OyNtilpMpScprlGV/saqY22izrumEaPahNHAIAd0+ipLHfQdZ84u7Fr7761dtIPpY+Uu8mwvcyztah1OfQpT3KkH072/7Afnnro6Me/9Ni+9faXbr359+664/WviFnOs4iIeOmwGZEiTyO1Q8qbEYtZfPie7/31Jz975NjGONkVeboYSh0n7XRaIo0lcomUU9tNxmEo2/OIiKakvGMavYvtZueszAEA+Elv9Fls76DrXu592VakMqZIbUSOkmIyLWONiJSaFFFTiZqjpog2T3edG/p77vvqNx556M2vv+G9v3Pnm67fnSOiz9FNxmWOtbVjm+M9X3vyE5+591tHTh9ftDG7Ylna0qdJ7qONGLcjolmdvDRGjPO2xvlPiqbh/NbmO+L1HrYmaXTfAwDsjEa/qp7eQde90eyPqBdX56Rac5QUNdeaYkxRU42tci5ibOrYxrKNYdos89nNxx868iePPfCa666547afe+dtt7Zl8tR3jnzhgc8/8tjh7x47U5ppHdKV7aSUU0PJTTfJ4yIi8vmDP2uKmurqeVcbmUeNKDvo9W7m63XuvgcAeDG7tD/6wyd21IXXiBR5dRbn6kOfNVLUHCVqSalExDxPz3+3Ro5oU3S173J00S83T5d+uf1Tr8o5Uo5zW7G1FZNJRIkuR5uijBFjdG3M68WR+pFnXMk1xhQl7aDXO162K65bc+cDAOyERt9Zk6uzMj6n1mtKFx+vajoiYqyrxSm5pFQvfLOW6HJEKVHHE7VJbS412hQ5xXIxrk2bpkZTaptqTpFq2f7PtqRMl55sh6kRbcTUjQ8A8GJudEMAAAAvmItT5P9Vo/9PfggAAHjBOHISAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0Ob8+SKAAAFbRJREFUAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAA8N9pLz5KKRkOAAB4vtRa/7eNfuDAAeMIAAD/56x1AQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQDg/7dUaz3/KCXDAQAAz5eLpf3jNzoAAPBiYK0LAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAALAztasvKSVjAQAAz6Na64/3i+nH/k0AAOBysNYFAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6APDv7dahAQAwDAJBU/ZfGJEVYlJ1p1GoBzQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAMA/b7lrm8RfAABwbQAKteVbiOUChgAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">56<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe h8 y62 ff5 fs4 fc1 sc0 lsc ws0">33.<span class="ffb ls0"> <span class="ff5">T<span class="ff4">ransak<span class="_ _0"></span>cje z jednostk<span class="_ _0"></span>ami powiązanym<span class="_ _3"></span>i<span class="_ _1"></span><span class="ff5"> </span></span></span></span></div><div class="t m0 x4 hf y4ce ff2 fs6 fc0 sc0 ls0 ws0">W roku 2025 i 2024 <span class="ff3">Spó<span class="_ _1"></span>łka dokon<span class="_ _1"></span>ywała transakcji z n<span class="_ _1"></span>astępującymi jednostkami p<span class="_ _1"></span>owiązanymi:<span class="_ _1"></span></span> </div><div class="t m0 x75 hf y70d ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Toyota<span class="_ _1"></span> Katowice Sp. z o.o<span class="_ _1"></span>. <span class="ff3">–</span> <span class="ff3">jedno<span class="_ _1"></span>stka powiązan<span class="_ _1"></span>a przez kluczowe kierownict<span class="_ _1"></span>wo,</span> </span></span></div><div class="t m0 x75 hf y792 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Unicas<span class="_ _1"></span>e Sp. z o.o. <span class="_ _1"></span><span class="ff3">–</span> <span class="ff3">jednostka powiązana <span class="_ _1"></span>przez kluczowe kierownictwo<span class="_ _1"></span></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y19e ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Grzegorz Pin<span class="_ _1"></span>kosz <span class="ff3">–</span> <span class="ff3">Prezes Zar<span class="_ _1"></span>ządu Sp<span class="_ _1"></span>ółki <span class="_ _1"></span>–</span> kluczowy personel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y10 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Maciej Lu<span class="_ _1"></span>bnauer <span class="ff3">–</span> <span class="ff3">Wic<span class="_ _1"></span>eprezes Zarzą<span class="_ _1"></span>du Spółki <span class="_ _1"></span>–</span> kluczowy personel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y793 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Rob<span class="_ _1"></span>ert Borys <span class="ff3">–</span> <span class="ff3">Wiceprez<span class="_ _1"></span>es Zarządu Sp<span class="_ _1"></span>ółki <span class="_ _1"></span>–</span> kluczowy personel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y711 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">J<span class="_ _1"></span>an Jakub Szmidt <span class="_ _1"></span><span class="ff3">–</span> <span class="ff3">Wiceprezes Zarzą<span class="_ _1"></span>du Spółki <span class="_ _1"></span>–</span> kluczowy personel kierowniczy (od 26.<span class="_ _1"></span>06.2024),<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y794 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Piotr <span class="_ _1"></span>Mondalski <span class="_ _1"></span><span class="ff3">–</span> <span class="ff3">Przewodniczący Ra<span class="_ _1"></span>dy Nadzo<span class="_ _1"></span>rczej –</span> kluczowy perso<span class="_ _1"></span>nel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y477 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">J<span class="_ _1"></span>an Szmidt <span class="ff3">–</span> <span class="ff3">Wiceprze<span class="_ _1"></span>wodniczący Ra<span class="_ _1"></span>dy Nadzo<span class="_ _1"></span>rczej –</span> kluczowy perso<span class="_ _1"></span>nel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y795 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff3">Grzegorz Mac<span class="_ _1"></span>iąg –<span class="ff2"> </span>członek Ra<span class="_ _1"></span>dy N<span class="_ _1"></span>adzorczej <span class="_ _1"></span>–<span class="ff2"> kluczowy personel kierowniczy<span class="_ _1"></span>, </span></span></span></div><div class="t m0 x75 hf y796 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff3">Dariu<span class="_ _1"></span>sz Górka –<span class="ff2"> </span>czło<span class="_ _1"></span>nek Rady Nadzorczej <span class="_ _1"></span>–<span class="ff2"> kluczowy pers<span class="_ _1"></span>onel kierowniczy,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x75 hf y797 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff3">Michał<span class="_ _1"></span> Kobus <span class="_ _1"></span><span class="ff2">- </span>członek Rady Nadzo<span class="_ _1"></span>rczej –<span class="ff2"> kluczowy p<span class="_ _1"></span>ersonel kierowniczy<span class="_ _1"></span> (do 26.06.2024<span class="_ _1"></span>), </span></span></span></div><div class="t m0 x75 hf y362 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff3">Wojciech Ba<span class="_ _1"></span>rtłomiej Papierak <span class="_ _1"></span>–<span class="ff2"> klu<span class="_ _1"></span>czowy personel kiero<span class="_ _1"></span>wniczy, </span></span></span></div><div class="t m0 x75 hf y798 ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Beata Szmidt <span class="_ _1"></span><span class="ff3">–</span> <span class="ff3">członek Rady<span class="_ _1"></span> Nadzorczej <span class="_ _1"></span>–</span> kluczowy perso<span class="_ _1"></span>nel kierowniczy,<span class="_ _1"></span> </span></span></div><div class="t m0 x75 hf y5ec ffc fs6 fc0 sc0 ls0 ws0">•<span class="ffd"> <span class="_ _3c"> </span><span class="ff2">Zeno<span class="_ _1"></span>n Beker <span class="ff3">–</span> <span class="ff3">członek Rady N<span class="_ _1"></span>adzorczej <span class="_ _1"></span>–</span> kluczowy person<span class="_ _1"></span>el kierowniczy (od 26.06.<span class="_ _1"></span>2024),<span class="_ _1"></span> </span></span></div><div class="t m0 x4 hf y5ed ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5ee ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>latach <span class="_ _2"></span>zakończon<span class="_ _1"></span>ych <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>20<span class="_ _1"></span><span class="ff2">25 <span class="_ _2"></span>r. <span class="_ _2"></span>i <span class="_ _2"></span>31 <span class="_ _d"></span>grudnia <span class="_ _2"></span>20<span class="_ _1"></span>24 <span class="_ _1"></span><span class="lsd">r. <span class="_ _2"></span></span></span>n<span class="_ _1"></span>ie <span class="_ _2"></span>stwierdzono <span class="_ _2"></span>przes<span class="_ _1"></span>łanek <span class="_ _2"></span>utraty <span class="_ _2"></span>wartoś<span class="_ _1"></span>ci <span class="_ _1"></span>i <span class="_ _d"></span>w <span class="_ _1"></span>związ<span class="_ _1"></span>ku </div><div class="t m0 x4 hf y799 ff2 fs6 fc0 sc0 ls0 ws0">z tym <span class="ff3">nie zos<span class="_ _1"></span>tały spisane w koszty<span class="_ _1"></span> należności od jedn<span class="_ _1"></span>ostek powiązanych.<span class="_ _2"></span></span> </div><div class="t m0 x4 hf y79a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y79b ff3 fs6 fc0 sc0 ls0 ws0">Salda występują<span class="_ _1"></span>ce w związku z tra<span class="_ _1"></span>nsakcjami z jedn<span class="_ _1"></span>ostkami powiązanymi nie są <span class="_ _1"></span>ubezpieczone.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 h1e y79c ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y79d ff4 fs6 fc0 sc0 ls0 ws0">Informacje <span class="_ _10"> </span>o <span class="_ _16"></span>wynagr<span class="_ _1"></span>odzeniach <span class="_ _10"></span>i <span class="_ _16"></span>świadczeniach <span class="_ _10"> </span>dla <span class="_ _10"></span>kluczowego <span class="_ _10"> </span>personelu <span class="_ _10"> </span>kierowniczego, <span class="_ _10"> </span>a <span class="_ _16"></span>także <span class="_ _10"> </span>zawar<span class="_ _1"></span>tych <span class="_ _10"></span>z <span class="_ _16"></span>nim </div><div class="t m0 x4 h1e y261 ff5 fs6 fc0 sc0 ls0 ws0">transakcjach<span class="_ _1"></span> </div><div class="t m0 x4 h4 y4b6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y79e ff3 fs6 fc0 sc0 ls0 ws0">Zarząd Spółki <span class="_ _1"></span>i Rada Nadzorcza są <span class="_ _1"></span>kluczowym personelem kierowniczy<span class="_ _1"></span>m Spółki.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y79f ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7a0 ff3 fs6 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _13"> </span>i <span class="_ _13"> </span>świadczenia <span class="_ _13"> </span>wypłacone <span class="_ _13"> </span>lub <span class="_ _13"> </span>należne <span class="_ _13"> </span>osobom <span class="_ _13"> </span>z <span class="_ _17"> </span>klu<span class="_ _1"></span>czowego <span class="_ _13"> </span>personelu <span class="_ _13"> </span>kierowniczego <span class="_ _13"> </span>Spółki </div><div class="t m0 x4 hf y7a1 ff3 fs6 fc0 sc0 ls0 ws0">przedstawiają s<span class="_ _1"></span>ię następująco: <span class="ff2"> </span></div><div class="t m0 x4 hf y7a2 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7a3 waa h12"><div class="t m0 x19 hf y64 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y7a3 wab h12"><div class="t m0 xd2 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">5 </span></div></div><div class="c xe3 y7a3 wac h12"><div class="t m0 xd2 h11 y68 ff5 fs2 fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y7a4 waa h22"><div class="t m0 x19 h6 y689 ff3 fs2 fc0 sc0 ls0 ws0">Wynagrodzenia i ś<span class="_ _0"></span>wiadczenia z ty<span class="_ _0"></span>tułu u<span class="_ _0"></span>mów o pracę i<span class="_ _0"></span> umów powołania <span class="ff2">- </span>Zar<span class="_ _0"></span>ząd<span class="ff2"> </span></div></div><div class="c xb9 y7a4 wab h22"><div class="t m0 x70 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">4 329      </span></div></div><div class="c xe3 y7a4 wac h22"><div class="t m0 x60 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">              <span class="ls0">3 602      </span></div></div><div class="c x4 y7a5 waa h63"><div class="t m0 x19 h6 y6b3 ff3 fs2 fc0 sc0 ls0 ws0">Koszty z tytułu pr<span class="_ _0"></span>ogramów okre<span class="_ _0"></span>ślonych <span class="_ _0"></span>składek (k<span class="_ _0"></span>oszty ZUS ponoszone<span class="_ _0"></span> przez Spółkę) <span class="ff2">- </span>Zarząd<span class="ff2"> </span></div></div><div class="c xb9 y7a5 wab h63"><div class="t m0 x4b h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">           <span class="ls0">29      </span></div></div><div class="c xe3 y7a5 wac h63"><div class="t m0 x1f h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">21      </span></div></div><div class="c x4 y55d waa h63"><div class="t m0 x19 h6 y6b3 ff3 fs2 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _0"></span>z tytułu pełni<span class="_ _0"></span>onych funk<span class="_ _0"></span>cji <span class="ff2">- Rada Nadzorcza </span></div></div><div class="c xb9 y55d wab h63"><div class="t m0 x70 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">1 152      </span></div></div><div class="c xe3 y55d wac h63"><div class="t m0 x5e h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">          <span class="ls0">985      </span></div></div><div class="c x4 y7a6 waa h47"><div class="t m0 x19 h6 y127 ff3 fs2 fc0 sc0 ls0 ws0">Koszty z tytułu pr<span class="_ _0"></span>ogramów okre<span class="_ _0"></span>ślonych <span class="_ _0"></span>składek (k<span class="_ _0"></span>oszty ZUS ponoszone<span class="_ _0"></span> przez Spółkę) <span class="ff2">- Rada Nadzorcza<span class="_ _0"></span> </span></div></div><div class="c xb9 y7a6 wab h47"><div class="t m0 x26 h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">                <span class="ls0">179      </span></div></div><div class="c xe3 y7a6 wac h47"><div class="t m0 x4b h6 y66 ff2 fs2 fc0 sc0 ls6 ws0">         <span class="ls0">176      </span></div></div><div class="c x4 y7a7 waa h32"><div class="t m0 x19 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">PPK finansowane p<span class="_ _0"></span>rzez Spółkę<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xb9 y7a7 wab h32"><div class="t m0 x2d h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">               <span class="ls0">8      </span></div></div><div class="c xe3 y7a7 wac h32"><div class="t m0 x19 h6 y6a ff2 fs2 fc0 sc0 ls6 ws0">                        <span class="ls0">8      </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y678 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7a8 ff2 fs6 fc0 sc0 ls0 ws0">W 2025 r. oraz w 20<span class="_ _1"></span>24 <span class="ff3">r. nie zo<span class="_ _1"></span>stała wypłacona <span class="_ _1"></span>d</span>y<span class="_ _1"></span>widenda osobom z kluczo<span class="_ _1"></span>wego kierownictwa.<span class="_ _1"></span> </div><div class="t m0 x4 hf y7a9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y8d ff3 fs6 fc0 sc0 ls0 ws0">Poza <span class="_ _1"></span>transak<span class="_ _1"></span>cjami <span class="_ _1"></span>wymienionymi p<span class="_ _1"></span>owyżej, <span class="_ _1"></span>Spółka <span class="_ _2"></span>za<span class="_ _1"></span>warła<span class="ff2"> <span class="_ _1"></span>transakc<span class="ls35">je</span> <span class="_ _1"></span>z <span class="_ _1"></span>kluczo<span class="_ _1"></span>wym p<span class="_ _1"></span>ersonelem ki<span class="_ _1"></span>erowniczym <span class="_ _2"></span>wskazane<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y7aa ff3 fs6 fc0 sc0 ls0 ws0">w tabeli poniżej<span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 hf y7ab ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7ac ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7ad ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7ae ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y35 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7af ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7b0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7b1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h1e y7b2 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w11 h23" ><div class="pc pc39 w11 h23"><img class="bi x3f y5 w12 h90" alt="" 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class="c x0 y1 w13 h23"><div class="t m0 xe h4 ye0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h4 ye1 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x41 h4 ye2 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="ff2"> </span></div><div class="t m0 x42 h6 y4ef ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x43 h7 y4f0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h4 y4f1 ff2 fs0 fc0 sc0 ls10 ws0">57<span class="ls0"> </span></div><div class="t m0 xe h1e y7b3 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y7b4 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h1e y7b5 ff4 fs6 fc0 sc0 ls0 ws0">Zestawienie transakcji i s<span class="_ _1"></span>ald z jedno<span class="_ _1"></span>stkami powiązanymi<span class="_ _1"></span><span class="ff5"> </span></div><div class="t m0 xe h1e y7b6 ff5 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y7b7 wad h91"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y7b7 wae h91"><div class="t m0 x4e h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Należności z tyt. </div><div class="t m0 x14 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff5"> </span></div></div><div class="c x5 y7b7 w4a h91"><div class="t m0 x23 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"></span>. </div><div class="t m0 x14 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">dostaw i usług<span class="ff5"> </span></div></div><div class="c x8c y7b7 waf h91"><div class="t m0 x2c h11 y7b8 ff5 fs2 fc0 sc0 ls0 ws0">Przychody ze </div><div class="t m0 xa6 h11 y99 ff4 fs2 fc0 sc0 ls0 ws0">sprzedaży towarów i<span class="_ _0"></span> </div><div class="t m0 x1a h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">usług oraz pozostał<span class="_ _3"></span>e<span class="_ _1"></span> </div><div class="t m0 x95 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">przychody </div></div><div class="c x122 y7b7 w4a h91"><div class="t m0 x29 h11 y65 ff4 fs2 fc0 sc0 ls0 ws0">Zakupy towarów i </div><div class="t m0 x18 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">usług <span class="ff5"> </span></div></div><div class="c x123 y7b7 wae h91"><div class="t m0 xa5 h11 y65 ff5 fs2 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we - </div><div class="t m0 x6f h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">odsetki </div></div><div class="c x124 y7b7 wb0 h91"><div class="t m0 x22 h11 y6a ff4 fs2 fc0 sc0 ls0 ws0">Pożyczki<span class="ff5"> udzielone<span class="_ _0"></span> </span></div></div><div class="c x125 y7b7 wae h91"><div class="t m0 xa5 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Dywidendy otr<span class="_ _0"></span>zymane </div></div><div class="c x25 y7b9 wad h7c"><div class="t m0 x84 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y7b9 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y7b9 w4a h7c"><div class="t m0 x19 h61 y6a ff5 fs2 fc0 sc0 ls0 ws0">31.12.2025<span class="ff2 fs8"> </span></div></div><div class="c x8c y7b9 waf h7c"><div class="t m0 x19 h61 y6a ff5 fs2 fc0 sc0 ls0 ws0">1.01.2025 - 31.12<span class="_ _0"></span>.2025<span class="ff2 fs8"> </span></div></div><div class="c x122 y7b9 w4a h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y7b9 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y7b9 wb0 h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y7b9 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y7ba wad h92"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y7ba wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x5 y7ba w4a h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y7ba waf h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y7ba w4a h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y7ba wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y7ba wb0 h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y7ba wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y7bb wad h48"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostki zal<span class="_ _0"></span>eżne <span class="ff2"> </span></div></div><div class="c x121 y7bb wae h48"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">873<span class="ls0"> </span></div></div><div class="c x5 y7bb w4a h48"><div class="t m0 xf h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">15 268 </div></div><div class="c x8c y7bb waf h48"><div class="t m0 x11f h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">4 091 </div></div><div class="c x122 y7bb w4a h48"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">362 718 </div></div><div class="c x123 y7bb wae h48"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">329<span class="ls0"> </span></div></div><div class="c x124 y7bb wb0 h48"><div class="t m0 xf h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">16 749 </div></div><div class="c x125 y7bb wae h48"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">512<span class="ls0"> </span></div></div><div class="c x25 yf4 wb1 h93"><div class="t m0 x104 h6 y6a ff7 fs2 fc0 sc0 ls0 ws0">TOYA Romani<span class="_ _0"></span>a S.A.<span class="ff2"> </span></div></div><div class="c x121 yf4 wb2 h93"><div class="t m0 x24 h27 y6a ff7 fs2 fc0 sc0 ls5 ws0">873<span class="ls0"> </span></div></div><div class="c x5 yf4 w4a h93"><div class="t m0 x25 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x8c yf4 waf h93"><div class="t m0 x11f h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">4 082 </div></div><div class="c x122 yf4 w4a h93"><div class="t m0 x25 h27 y103 ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x123 yf4 wae h93"><div class="t m0 x58 h27 y6a ff7 fs2 fc0 sc0 ls5 ws0">329<span class="ls0"> </span></div></div><div class="c x124 yf4 wb0 h93"><div class="t m0 xf h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">16 749 </div></div><div class="c x125 yf4 wb2 h93"><div class="t m0 x25 h6 y103 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff7"> </span></div></div><div class="c x25 y7bc wb1 h93"><div class="t m0 x22 h6 y6a ff7 fs2 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Shanghai)<span class="_ _0"></span> Co. Ltd.<span class="ff2"> </span></div></div><div class="c x121 y7bc wb2 h93"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y7bc w4a h93"><div class="t m0 x58 h6 y6a ff2 fs2 fc0 sc0 ls5 ws0">101<span class="ff7 ls0"> </span></div></div><div class="c x8c y7bc waf h93"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y7bc w4a h93"><div class="t m0 xf h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">21 271 </div></div><div class="c x123 y7bc wae h93"><div class="t m0 x25 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x124 y7bc wb0 h93"><div class="t m0 x25 h11 y103 ff5 fs2 fc0 sc0 ls0 ws0">- <span class="ff7"> </span></div></div><div class="c x125 y7bc wb2 h93"><div class="t m0 x25 h6 y103 ff2 fs2 fc0 sc0 ls0 ws0">- <span class="ff7"> </span></div></div><div class="c x25 y7bd wb1 h93"><div class="t m0 x1f h6 y6a ff7 fs2 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Jiaxing) Co. Lt<span class="_ _0"></span>d.<span class="ff2"> </span></div></div><div class="c x121 y7bd wb2 h93"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y7bd w4a h93"><div class="t m0 xf h6 y6a ff2 fs2 fc0 sc0 ls0 ws0">15 168<span class="ff7"> </span></div></div><div class="c x8c y7bd waf h93"><div class="t m0 x25 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">9 </div></div><div class="c x122 y7bd w4a h93"><div class="t m0 xa4 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">341 447 </div></div><div class="c x123 y7bd wae h93"><div class="t m0 x25 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x124 y7bd wb0 h93"><div class="t m0 x25 h11 y103 ff5 fs2 fc0 sc0 ls0 ws0">- <span class="ff7"> </span></div></div><div class="c x125 y7bd wb2 h93"><div class="t m0 x58 h6 y103 ff2 fs2 fc0 sc0 ls5 ws0">512<span class="ff7 ls0"> </span></div></div><div class="c x25 y7be wad h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Jednostki p<span class="_ _0"></span>owiązane popr<span class="_ _0"></span>zez </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">kluczowe k<span class="_ _0"></span>ierownictwo </div></div><div class="c x121 y7be wae h10"><div class="t m0 x25 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">1 </div></div><div class="c x5 y7be w4a h10"><div class="t m0 x25 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8c y7be waf h10"><div class="t m0 x24 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">189<span class="ls0"> </span></div></div><div class="c x122 y7be w4a h10"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x123 y7be wae h10"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7be wb0 h10"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7be wae h10"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7bf wad h5f"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem  </div></div><div class="c x121 y7bf wae h5f"><div class="t m0 x58 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">874<span class="ls0"> </span></div></div><div class="c x5 y7bf w4a h5f"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">15 269 </div></div><div class="c x8c y7bf waf h5f"><div class="t m0 x11f h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">4 280 </div></div><div class="c x122 y7bf w4a h5f"><div class="t m0 xa4 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">362 718 </div></div><div class="c x123 y7bf wae h5f"><div class="t m0 x58 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">329<span class="ls0"> </span></div></div><div class="c x124 y7bf wb0 h5f"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">16 749 </div></div><div class="c x125 y7bf wae h5f"><div class="t m0 x58 h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">512<span class="ls0"> </span></div></div><div class="c x25 y7c0 wad h6c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y7c0 wae h6c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x5 y7c0 w4a h6c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y7c0 waf h6c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y7c0 w4a h6c"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y7c0 wae h6c"><div class="t m0 x19 h6 y1c4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y7c0 wb0 h6c"><div class="t m0 x19 h6 y1c4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y7c0 wae h6c"><div class="t m0 x19 h6 y1c4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y7c1 wad h7c"><div class="t m0 x84 h11 y66 ff5 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y7c1 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x5 y7c1 w4a h7c"><div class="t m0 x19 h61 y66 ff5 fs2 fc0 sc0 ls0 ws0">31.12.2024<span class="ff2 fs8"> </span></div></div><div class="c x8c y7c1 waf h7c"><div class="t m0 x19 h61 y66 ff5 fs2 fc0 sc0 ls0 ws0">1.01.2024 - 31.12<span class="_ _0"></span>.2024<span class="ff2 fs8"> </span></div></div><div class="c x122 y7c1 w4a h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y7c1 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y7c1 wb0 h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y7c1 wae h7c"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y6c6 wad h92"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 y6c6 wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x5 y6c6 w4a h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y6c6 waf h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y6c6 w4a h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> <span class="fs2"> </span></div></div><div class="c x123 y6c6 wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y6c6 wb0 h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y6c6 wae h92"><div class="t m0 x19 h61 yeb ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y6c7 wad hd"><div class="t m0 x19 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Jednostki zal<span class="_ _0"></span>eżne<span class="ff2"> </span></div></div><div class="c x121 y6c7 wae hd"><div class="t m0 x18 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">7 320 </div></div><div class="c x5 y6c7 w4a hd"><div class="t m0 xf h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">44 280 </div></div><div class="c x8c y6c7 waf hd"><div class="t m0 xdd h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">16 543 </div></div><div class="c x122 y6c7 w4a hd"><div class="t m0 xa4 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">390 206 </div></div><div class="c x123 y6c7 wae hd"><div class="t m0 xaa h6 y3bd ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y6c7 wb0 hd"><div class="t m0 xaa h6 y3bd ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y6c7 wae hd"><div class="t m0 xaa h6 y3bd ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c2 wb1 h94"><div class="t m0 x104 h6 y6a ff7 fs2 fc0 sc0 ls0 ws0">TOYA Romani<span class="_ _0"></span>a S.A.<span class="ff2"> </span></div></div><div class="c x121 y7c2 wb2 h94"><div class="t m0 x11f h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">7 320 </div></div><div class="c x5 y7c2 w4a h94"><div class="t m0 x25 h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x8c y7c2 waf h94"><div class="t m0 xdd h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">16 495 </div></div><div class="c x122 y7c2 w4a h94"><div class="t m0 x25 h27 y3c2 ff7 fs2 fc0 sc0 ls0 ws0">-  </div></div><div class="c x123 y7c2 wae h94"><div class="t m0 xaa h27 y73 ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7c2 wb0 h94"><div class="t m0 xaa h27 y73 ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7c2 wb2 h94"><div class="t m0 xaa h27 y73 ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c3 wb1 hd"><div class="t m0 x22 h6 y6a ff7 fs2 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Shanghai)<span class="_ _0"></span> Co. Ltd.<span class="ff2"> </span></div></div><div class="c x121 y7c3 wb2 hd"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y7c3 w4a hd"><div class="t m0 xfe h27 y6a ff7 fs2 fc0 sc0 ls5 ws0">80<span class="ls0"> </span></div></div><div class="c x8c y7c3 waf hd"><div class="t m0 x10e h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y7c3 w4a hd"><div class="t m0 xf h27 y6a ff7 fs2 fc0 sc0 ls0 ws0">37 183 </div></div><div class="c x123 y7c3 wae hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7c3 wb0 hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7c3 wb2 hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c4 wb1 hd"><div class="t m0 x1f h6 y66 ff7 fs2 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Jiaxing) Co. Lt<span class="_ _0"></span>d.<span class="ff2"> </span></div></div><div class="c x121 y7c4 wb2 hd"><div class="t m0 x10e h27 y66 ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y7c4 w4a hd"><div class="t m0 xf h27 y66 ff7 fs2 fc0 sc0 ls0 ws0">44 200 </div></div><div class="c x8c y7c4 waf hd"><div class="t m0 xfe h27 y66 ff7 fs2 fc0 sc0 ls5 ws0">48<span class="ls0"> </span></div></div><div class="c x122 y7c4 w4a hd"><div class="t m0 xa4 h27 y66 ff7 fs2 fc0 sc0 ls0 ws0">353 023 </div></div><div class="c x123 y7c4 wae hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7c4 wb0 hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7c4 wb2 hd"><div class="t m0 xaa h27 y3bd ff7 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c5 wad h10"><div class="t m0 x19 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Jednostki p<span class="_ _0"></span>owiązane popr<span class="_ _0"></span>zez </div><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">kluczowe k<span class="_ _0"></span>ierownictwo </div></div><div class="c x121 y7c5 wae h10"><div class="t m0 x25 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">2 </div></div><div class="c x5 y7c5 w4a h10"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x8c y7c5 waf h10"><div class="t m0 xfe h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">87<span class="ls0"> </span></div></div><div class="c x122 y7c5 w4a h10"><div class="t m0 xfe h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">24<span class="ls0"> </span></div></div><div class="c x123 y7c5 wae h10"><div class="t m0 xaa h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7c5 wb0 h10"><div class="t m0 xaa h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7c5 wae h10"><div class="t m0 xaa h6 y65 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c6 wad h40"><div class="t m0 x19 h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">Kluczowe kie<span class="_ _0"></span>rownict<span class="_ _0"></span>wo </div></div><div class="c x121 y7c6 wae h40"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x5 y7c6 w4a h40"><div class="t m0 xaa h6 y66 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x8c y7c6 wb3 h40"><div class="t m0 x58 h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">142<span class="ls0"> </span></div></div><div class="c x122 y7c6 w4a h40"><div class="t m0 xfe h6 y66 ff2 fs2 fc0 sc0 ls5 ws0">15<span class="ls0"> </span></div></div><div class="c x123 y7c6 wae h40"><div class="t m0 xaa h6 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x124 y7c6 wb0 h40"><div class="t m0 xaa h6 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x125 y7c6 wae h40"><div class="t m0 xaa h6 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y7c7 wad h14"><div class="t m0 x19 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">Razem  </div></div><div class="c x121 y7c7 wae h14"><div class="t m0 x18 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">7 <span class="ls5">322</span> </div></div><div class="c x5 y7c7 w4a h14"><div class="t m0 xf h11 y6a ff5 fs2 fc0 sc0 ls5 ws0">44<span class="ls0"> </span>280<span class="ls0"> </span></div></div><div class="c x8c y7c7 waf h14"><div class="t m0 xdd h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">16 772 </div></div><div class="c x122 y7c7 w4a h14"><div class="t m0 xa4 h11 y6a ff5 fs2 fc0 sc0 ls0 ws0">390 245 </div></div><div class="c x123 y7c7 wae h14"><div class="t m0 xaa h11 y6a ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x124 y7c7 wb0 h14"><div class="t m0 xaa h11 y6a ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x125 y7c7 wae h14"><div class="t m0 xaa h11 y6a ff2 fs2 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x0 y1 w13 h23"><div class="t m0 xe h1e y7c8 ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hf y7c9 ff3 fs6 fc0 sc0 ls0 ws0">Transakcje z jednos<span class="_ _1"></span>tkami powiązanymi s<span class="_ _1"></span>ą zawierane w nor<span class="_ _2"></span>malnym trybie działaln<span class="_ _1"></span>ości Spółki<span class="_ _1"></span><span class="ff2"> </span>i są dokon<span class="_ _1"></span>ywane na warunkach ry<span class="_ _1"></span>nkowych.<span class="ff2"> </span></div><div class="t m0 xe hf y290 ff2 fs6 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 x3 y5 w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y4ef ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2"> </span></div><div class="t m0 x1 h7 y4f0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 h4 y4f1 ff2 fs0 fc0 sc0 ls10 ws0">58<span class="ls0"> </span></div><div class="t m0 x4 hf y7ca ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7cb ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>dniu <span class="_ _2"></span>22 <span class="_ _1"></span>kwietnia <span class="_ _2"></span>2025 <span class="_ _2"></span>r. <span class="_ _1"></span>TOYA <span class="_ _1"></span>S.<span class="_ _1"></span>A. <span class="_ _1"></span>za<span class="_ _1"></span>warła <span class="_ _1"></span>umowę <span class="_ _2"></span>pożyczki <span class="_ _2"></span>z <span class="_ _1"></span>TOYA <span class="_ _2"></span>Romania <span class="_ _2"></span>S.A. <span class="_ _1"></span>Po<span class="_ _1"></span>życzka <span class="_ _1"></span>zo<span class="_ _1"></span>stała <span class="_ _1"></span>ud<span class="_ _1"></span>zielona <span class="_ _1"></span>w <span class="_ _2"></span>celu </div><div class="t m0 x4 hf y7cc ff3 fs6 fc0 sc0 ls0 ws0">finansowania bieżącej d<span class="_ _1"></span>ziałalności o<span class="_ _1"></span>peracyjnej spół<span class="_ _1"></span>ki zależnej, na poniżs<span class="_ _1"></span>zych warunkach:<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y7cd ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y7ce wb4 h95"><div class="t m0 x19 h11 y7cf ff4 fs2 fc0 sc0 ls0 ws0">Nazwa pożyczkobiorc<span class="_ _3"></span>y<span class="ff5"> </span></div></div><div class="c x77 y7ce wb5 h95"><div class="t m0 x1f h11 y7cf ff5 fs2 fc0 sc0 ls0 ws0">Waluta </div></div><div class="c xf2 y7ce wb6 h95"><div class="t m0 x2d h11 y7d0 ff5 fs2 fc0 sc0 ls0 ws0">Kwota nominalna w </div><div class="t m0 x61 h11 y7cf ff5 fs2 fc0 sc0 ls0 ws0">walucie umowy <span class="_ _0"></span> </div><div class="t m0 x4 h11 y7e ff5 fs2 fc0 sc0 ls0 ws0">(tys. USD) </div></div><div class="c x126 y7ce wb7 h95"><div class="t m0 x5f h11 y7cf ff5 fs2 fc0 sc0 ls0 ws0">Oprocentowanie<span class="_ _0"></span> </div></div><div class="c xbf y7ce w38 h95"><div class="t m0 x3e h11 y7d1 ff5 fs2 fc0 sc0 ls0 ws0">Termin </div><div class="t m0 x22 h11 y7d2 ff4 fs2 fc0 sc0 ls0 ws0">zapadalności<span class="ff5"> </span></div></div><div class="c xf y7d3 wb4 h10"><div class="t m0 x19 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x77 y7d3 wb5 h10"><div class="t m0 x2c h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">USD </div></div><div class="c xf2 y7d3 wb6 h10"><div class="t m0 x6c h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">4 500 </div></div><div class="c x126 y7d3 wb7 h10"><div class="t m0 x19 h6 y65 ff2 fs2 fc0 sc0 ls5 ws0">90<span class="ls0">-day Average SO<span class="_ _0"></span>FR </span></div><div class="t m0 x4e h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">+ marża<span class="ff2"> </span></div></div><div class="c xbf y7d3 w38 h10"><div class="t m0 x21 h6 y64 ff2 fs2 fc0 sc0 ls0 ws0">31.03.2026 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y7d4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7d5 ff3 fs6 fc0 sc0 ls0 ws0">Pożyczki klasy<span class="_ _1"></span>fikowane są jako aktywa finan<span class="_ _1"></span>sowe wyceniane wg zamort<span class="_ _1"></span>yzowanego ko<span class="_ _1"></span>sztu zgod<span class="_ _1"></span>nie z MSSF 9. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y1a1 ff3 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 2025 r. <span class="_ _1"></span>udzielona poży<span class="_ _1"></span>czka została w całości spłaco<span class="_ _1"></span>na<span class="_ _1"></span><span class="ff2"> </span>wraz <span class="_ _1"></span>z należnymi odsetkami<span class="ff2 ls4">. <span class="ls0"> </span></span></div><div class="t m0 x4 hf y7d6 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7d7 ff3 fs6 fc0 sc0 ls0 ws0">We <span class="_ _24"> </span>wrześniu<span class="_ _1"></span> <span class="_ _24"> </span>2025 <span class="_ _21"> </span>roku <span class="_ _21"> </span>Spółka <span class="_ _21"> </span>otrzymała <span class="_ _21"> </span>dywidendę <span class="_ _24"> </span>od <span class="_ _21"> </span>spółki <span class="_ _21"> </span>Yato <span class="_ _24"> </span>J<span class="_ _1"></span>iaxing <span class="_ _21"> </span>Co. <span class="_ _24"> </span>Ltd. <span class="_ _24"> </span> <span class="_ _21"> </span>w <span class="_ _24"> </span>wys<span class="_ _1"></span>okości <span class="_ _21"> </span>512 <span class="_ _24"> </span>tys. <span class="_ _24"> </span>zł </div><div class="t m0 x4 hf y13 ff3 fs6 fc0 sc0 ls0 ws0">(równowartość 1<span class="ff2"> </span>000 ty<span class="_ _1"></span>s. CNY), kt<span class="_ _1"></span>óra została ujęta j<span class="_ _1"></span>ako przychód finanso<span class="_ _1"></span>wy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xe h8 y6d3 ff5 fs4 fc1 sc0 lsc ws0">34.<span class="ffb ls0"> <span class="ff4">Znacząc<span class="_ _0"></span>e zdarzenia p<span class="_ _0"></span>o dniu kończącym <span class="_ _0"></span>okres sprawo<span class="_ _3"></span>z<span class="_ _1"></span>dawczy<span class="ff5"> </span></span></span></div><div class="t m0 xe h35 y7d8 ff5 fs1 fc1 sc0 ls11 ws0">34.1<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Wpływ konfliktu na Bliskim Wschodzie<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y7d9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7da ff3 fs6 fc0 sc0 ls0 ws0">Konflikt <span class="_ _2"></span>na <span class="_ _2"></span>Bliskim <span class="_ _2"></span>Wschodzie, <span class="_ _2"></span>który<span class="_ _1"></span> <span class="_ _1"></span>wybuchł<span class="_ _1"></span> <span class="_ _1"></span>28 <span class="_ _2"></span>lutego <span class="_ _2"></span>2026 <span class="_ _2"></span>roku,<span class="_ _1"></span> <span class="_ _1"></span>n<span class="_ _1"></span>ie <span class="_ _1"></span>będzie <span class="_ _2"></span>miał <span class="_ _2"></span>znaczącego <span class="_ _2"></span>wpływu <span class="_ _2"></span>na <span class="_ _2"></span>Spó<span class="_ _1"></span>łkę, <span class="_ _2"></span>o <span class="_ _1"></span>ile </div><div class="t m0 x4 hf y7db ff3 fs6 fc0 sc0 ls0 ws0">pozostanie <span class="_ _11"> </span>on <span class="_ _10"> </span>wydarzeniem <span class="_ _10"> </span>regionaln<span class="_ _1"></span>ym. <span class="_ _10"> </span>Spółka<span class="_ _1"></span> <span class="_ _10"> </span>nie <span class="_ _10"> </span>p<span class="_ _1"></span>rowadzi <span class="_ _10"> </span>żad<span class="_ _1"></span>nej <span class="_ _10"> </span>dział<span class="_ _1"></span>alności <span class="_ _10"> </span>w <span class="_ _10"> </span>tamtym <span class="_ _11"> </span>rejonie. <span class="_ _10"> </span>Należy <span class="_ _10"> </span>jedn<span class="_ _1"></span>ak </div><div class="t m0 x4 hf y260 ff3 fs6 fc0 sc0 ls0 ws0">wskazać, <span class="_ _1"></span>że <span class="_ _1"></span>przez <span class="_ _1"></span>Morze <span class="_ _1"></span>Czer<span class="_ _1"></span>wone <span class="_ _1"></span>prowadzi <span class="_ _1"></span>kan<span class="_ _1"></span>ał <span class="_ _1"></span>żeglugowy <span class="_ _1"></span>pomiędzy <span class="_ _1"></span>Azją <span class="_ _1"></span>i <span class="_ _1"></span>E<span class="_ _1"></span>uropą, <span class="_ _1"></span>który <span class="_ _1"></span>jest <span class="_ _1"></span>wykorzy<span class="_ _1"></span>stywany <span class="_ _1"></span>przez </div><div class="t m0 x4 hf y7dc ff3 fs6 fc0 sc0 ls0 ws0">przewoźników, <span class="_ _28"> </span>z <span class="_ _22"> </span>który<span class="_ _1"></span>ch <span class="_ _28"> </span>usług <span class="_ _28"> </span>korzysta <span class="_ _28"> </span>Spółka. <span class="_ _28"> </span>Z <span class="_ _22"> </span>p<span class="_ _1"></span>ozyskanych <span class="_ _28"> </span>informacji <span class="_ _28"> </span>wynika <span class="_ _22"> </span>jednak<span class="_ _1"></span>, <span class="_ _28"> </span>że <span class="_ _22"> </span>konflikt <span class="_ _28"> </span>wojen<span class="_ _1"></span>ny </div><div class="t m0 x4 hf y6bb ff3 fs6 fc0 sc0 ls0 ws0">spowodował, <span class="_ _1"></span>że <span class="_ _1"></span>przewoźn<span class="_ _1"></span>icy <span class="_ _1"></span>wykorzystu<span class="_ _1"></span>ją <span class="_ _1"></span>inne <span class="_ _1"></span>trasy <span class="_ _1"></span>żeglugowe, c<span class="_ _2"></span>o <span class="_ _1"></span>spowoduje <span class="_ _1"></span>przedł<span class="_ _1"></span>użenie <span class="_ _1"></span>czasu <span class="_ _1"></span>dos<span class="_ _1"></span>tawy <span class="_ _1"></span>towarów <span class="_ _1"></span>o </div><div class="t m0 x4 hf y7dd ff3 fs6 fc0 sc0 ls0 ws0">około 2 tygod<span class="_ _1"></span>nie. <span class="ff2"> </span></div><div class="t m0 x4 hf y7de ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf yf1 ff3 fs6 fc0 sc0 ls0 ws0">Wspomniany <span class="_ _10"></span>konflikt <span class="_ _16"></span>może <span class="_ _16"></span>mieć <span class="_ _10"></span>jednak <span class="_ _16"></span>pośredn<span class="_ _1"></span>ie <span class="_ _16"></span>znaczenie <span class="_ _16"></span>dla <span class="_ _16"></span>Spół<span class="_ _1"></span>ki <span class="_ _16"></span>w <span class="_ _16"></span>szcz<span class="_ _1"></span>ególności, <span class="_ _10"></span>jeśli <span class="_ _16"></span>będzie <span class="_ _16"></span>on <span class="_ _16"></span>dł<span class="_ _1"></span>ugotrwały<span class="_ _1"></span>. </div><div class="t m0 x4 hf y7df ff3 fs6 fc0 sc0 ls0 ws0">Wzrost cen nośnikó<span class="_ _1"></span>w energii może spowodować obniżenie wzros<span class="_ _1"></span>tu gospodarczego, a n<span class="_ _1"></span>awet recesję w wielu państwach, </div><div class="t m0 x4 hf y674 ff3 fs6 fc0 sc0 ls0 ws0">w <span class="_ _25"> </span>któ<span class="_ _1"></span>rych <span class="_ _24"> </span>Spółka <span class="_ _24"> </span>ma <span class="_ _25"> </span>klien<span class="_ _1"></span>tów. <span class="_ _24"> </span>Zarząd <span class="_ _24"> </span>ocenia, <span class="_ _24"> </span>że <span class="_ _24"> </span>wielkość <span class="_ _24"> </span>tego <span class="_ _24"> </span>wpływu, <span class="_ _24"> </span>na <span class="_ _24"> </span>chwilę <span class="_ _25"> </span>ob<span class="_ _1"></span>ecną, <span class="_ _24"> </span>jest <span class="_ _25"> </span>niemożliwa <span class="_ _24"> </span>do<span class="_ _1"></span> </div><div class="t m0 x4 hf y7e0 ff2 fs6 fc0 sc0 ls0 ws0">oszacowania. <span class="_ _1"></span> </div><div class="t m0 xe h35 y1b5 ff5 fs1 fc1 sc0 ls11 ws0">34.2<span class="ffb ls0"> <span class="_ _28"> </span><span class="ff4">Aneks do umowy o kredyt w rachunku bieżącym<span class="ff5"> </span></span></span></div><div class="t m0 x4 hf y7e1 ff3 fs6 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>dniu <span class="_ _16"></span>20 <span class="_ _2"></span>marca <span class="_ _d"></span>2026 <span class="_ _16"></span>r. <span class="_ _2"></span>TO<span class="_ _1"></span>YA <span class="_ _d"></span>S.A. <span class="_ _d"></span>zawarła <span class="_ _16"></span>aneks <span class="_ _d"></span>nr <span class="_ _d"></span>8 <span class="_ _d"></span>do <span class="_ _16"></span>Umowy <span class="_ _2"></span>o <span class="_ _d"></span>Kredy<span class="_ _1"></span>t <span class="_ _d"></span>w <span class="_ _d"></span>Rachunku<span class="_ _1"></span> <span class="_ _d"></span>Bieżącym <span class="_ _d"></span>nr <span class="_ _16"></span>09/030/19/Z/ <span class="_ _d"></span>z </div><div class="t m0 x4 hf y3c3 ff3 fs6 fc0 sc0 ls0 ws0">mBankiem <span class="_ _0"></span>S.A. <span class="_ _3"></span>z siedzibą <span class="_ _0"></span>w <span class="_ _3"></span>W<span class="_ _1"></span>arszawie. O <span class="_ _3"></span>zawarciu <span class="_ _0"></span>Umowy TOYA <span class="_ _3"></span>S.A. inf<span class="_ _0"></span>ormowała w <span class="_ _3"></span>Raporcie Bieżącym <span class="_ _3"></span>nr 3/2019 <span class="_ _3"></span>z dnia </div><div class="t m0 x4 hf y7e2 ff2 fs6 fc0 sc0 ls0 ws0">4 marca 2019 r.<span class="_ _1"></span> </div><div class="t m0 x4 hf y2ea ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7e3 ff3 fs6 fc0 sc0 ls0 ws0">Na mocy aneksu<span class="_ _1"></span> data ostatecznej s<span class="_ _1"></span>płaty kredytu z<span class="_ _1"></span>ostała ustalona na 26 marca 2027 r. <span class="_ _d"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y7e4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7e5 ff3 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _d"></span>mocy <span class="_ _d"></span>an<span class="_ _1"></span>eksu <span class="_ _d"></span>zabezp<span class="_ _1"></span>ieczenie <span class="_ _d"></span>kredytu <span class="_ _d"></span>sta<span class="_ _1"></span>nowi <span class="_ _d"></span>weksel <span class="_ _d"></span>in <span class="_ _d"></span>blan<span class="_ _1"></span>co <span class="_ _d"></span>wystawiony<span class="_ _1"></span> <span class="_ _d"></span>przez <span class="_ _d"></span>Spółkę <span class="_ _d"></span>za<span class="_ _1"></span>opatrzony <span class="_ _d"></span>w<span class="_ _2"></span><span class="ff2"> <span class="_ _1"></span></span>deklarację </div><div class="t m0 x4 hf y7e6 ff3 fs6 fc0 sc0 ls0 ws0">wekslową.<span class="ff2"> </span></div><div class="t m0 x4 hf y7e7 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y376 ff3 fs6 fc0 sc0 ls0 ws0">Pozostałe warun<span class="_ _1"></span>ki Umowy nie odb<span class="_ _1"></span>iegają od warunków p<span class="_ _1"></span>owszechnie stoso<span class="_ _1"></span>wanych dla tego typu u<span class="_ _1"></span>mów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y377 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y378 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7e8 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7e9 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5df ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7ea ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7eb ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y5e2 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x3 y3b w4 hb" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h4 y6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h4 y7 ff2 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe TOYA S.A. <span class="ff3">za rok zakończony 31 grudnia 20</span>25 <span class="ls1">r.</span> </div><div class="t m0 x6 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">(Kwoty wyrażone są w tysiącach złotych, o ile nie podano in<span class="_ _0"></span>aczej)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y3c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y51a ff3 fs2 fc0 sc0 ls0 ws0">Informacje obja<span class="_ _0"></span>śniające s<span class="_ _0"></span>tanowią integralną<span class="_ _0"></span> część nini<span class="_ _0"></span>ejszego sprawozdania <span class="_ _0"></span>finansowe<span class="_ _0"></span>go<span class="ff2">. </span></div><div class="t m0 x4 hc y51b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x74 ha y4f1 ff2 fs0 fc0 sc0 ls10 ws0">59<span class="fs1 ls0"> </span></div></div><div class="c xd y3f w5 hd"><div class="t m0 x0 he y40 ff7 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y41 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y170 ff3 fs6 fc0 sc0 ls0 ws0">Zarząd Toya S.A.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y7ec ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3ff wb8 hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Data </div></div><div class="c x127 y3ff wb9 hd"><div class="t m0 xa5 h1e y40 ff4 fs6 fc0 sc0 ls0 ws0">Imię i Nazwisko<span class="ff5"> </span></div></div><div class="c xf7 y3ff wba hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Funkcja </div></div><div class="c x128 y3ff wbb hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Podpis </div></div><div class="c x4 y7ed wb8 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">26.03.2026 </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y7ed wb9 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">Grzegorz Pinkosz<span class="_ _1"></span> </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y7ed wba h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff3 fs6 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x128 y7ed wbb h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2d6 wb8 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">26.03.2026 </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y2d6 wb9 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">Maciej Lubnauer<span class="_ _1"></span> </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y2d6 wba h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff3 fs6 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _1"></span>u<span class="ff2"> </span></div></div><div class="c x128 y2d6 wbb h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7f0 wb8 h96"><div class="t m0 xa5 hf y7f1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7f2 ff2 fs6 fc0 sc0 ls0 ws0">26.03.2026 </div><div class="t m0 xa5 hf y57c ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y7f0 wb9 h96"><div class="t m0 xa5 hf y7f1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7f2 ff2 fs6 fc0 sc0 ls0 ws0">Robert Borys </div><div class="t m0 xa5 hf y57c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y7f0 wba h96"><div class="t m0 xa5 hf y7f1 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7f2 ff3 fs6 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _1"></span>u<span class="ff2"> </span></div></div><div class="c x128 y7f0 wbb h96"><div class="t m0 xa5 hf y7f1 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7f3 wb8 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y575 ff2 fs6 fc0 sc0 ls0 ws0">26.03.2026 </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y7f3 wb9 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y575 ff2 fs6 fc0 sc0 ls0 ws0">Jan Jakub Szmidt<span class="_ _1"></span> </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y7f3 wba h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y575 ff3 fs6 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _1"></span>u<span class="ff2"> </span></div></div><div class="c x128 y7f3 wbb h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hf y367 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y7f4 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x75 hf y7f5 ff3 fs6 fc0 sc0 ls0 ws0">Osoba odp<span class="_ _1"></span>owiedzialna za prowadzenie ksiąg <span class="_ _1"></span>rachunkowych<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7f6 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7f7 wb8 hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Data </div></div><div class="c x127 y7f7 wb9 hd"><div class="t m0 xa5 h1e y40 ff4 fs6 fc0 sc0 ls0 ws0">Imię i Nazwisko<span class="ff5"> </span></div></div><div class="c xf7 y7f7 wba hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Funkcja </div></div><div class="c x128 y7f7 wbb hd"><div class="t m0 xa5 h1e y40 ff5 fs6 fc0 sc0 ls0 ws0">Podpis </div></div><div class="c x4 y7f8 wb8 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">26.03.2026 </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y7f8 wb9 h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff2 fs6 fc0 sc0 ls0 ws0">Iwona Banik </div><div class="t m0 xa5 hf y594 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y40 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y7f8 wba h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa5 hf y7ef ff3 fs6 fc0 sc0 ls0 ws0">Główna Księgowa<span class="ff2"> </span></div></div><div class="c x128 y7f8 wbb h25"><div class="t m0 xa5 hf y7ee ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha y7f9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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