<?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" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.2.0--><head><title>toya_Grupa_spr_dzial_2023-12-31_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 */
#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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c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c8XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XH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')format("woff");}.ffc{font-family:ffc;line-height:1.030273;font-style:normal;font-weight:normal;visibility:visible;}
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+CX6D+NcwN70RuAH7maHfF905HT/HSK/ZAVEHYRxDcgq/cH0NSTgU46zwsI8Z3AUw56TnOvyMY/deJSZ42T6fRgj89ixROtoILdlOCA0GKU8mRjzmzlHXaHAyxgothoothoAnxHN2bTjuybMMY+IDCmsIn7h08+C09xnrN/+ITmhQdOq0JRVaGPFR6eKTfa+4f/h2ob2n/SnGGHPAHoGoxHgo54MBgKdqjBL+g9QBcEGVBUSR0dHYWAWbEAL+AALi0LGBimYo9XrYlhle/8pY31OXVPq+51e1jT1o9wvyrzwWz86z+Qgc5tl47+difbGJ5z0ctDGrd5yLc4vqSO/NnwlWnDn9O8glyAb09orbyCkRkrLO+zSGiixb2x3aIAtxZLrgO7SS6X29POeWTNLDXJstVh7Wl3KAVyGFKgJf+0BEJFRd2YsRpa+ceulHaOa16qHlwoZ3WZJOgzsXAfMmFTqCMY/EKliSZoCK+qoY5MugmmEdzIQ2BtFJw5g2ojGuADYHhlDFYCRUK0Ri2wy9iG3S7ISjVR0tXLzn/rvqdwK1bf3tdz72/wvN5vOq+b377iwYf6t67G+aEg5m58bJZ+y4Yi5YK558/c3pWOv+HP2TbuGKB/HnpACyIRKzxxY7fs7mmXPUKOOaen3aywSKLSSlRaiUordfnA6NSwPmpgyWg/0bLhkc+XzzMOOtxBhzvocEc3oT5ih07CQCfB0ElC+UbZYKggEjmljpEslrqCP4AKSgJu8AA7TWgOtwL5mKRFry6F1IYnsb297PIvfnPk5OE3Fmy7qefxLWvu2rFhA3csOeu3+uBn+rD+BjPhrpue+fMb2wdehRiZBX4wG/zAjW7Vpk8l2CxnyYwFubFE3G4n4+xpZzwWi9UEJjcpqEDCLQhZqBEtDLC+0IIttM9ypr93cS7o4OhALgAdXEYmcHSwcyg4UlWkGhCsKjyjA3eUgHVRtBpBhnBTgQzhYmTWkq3v61/jov9ZM7fzll+8/uKDq5eEzsN5nySxGnlsytG9u99qT9kR5GGVtB3v12plHuyYazg1k8PlUC/GbpvbAla1KDKyW88M8W7Mpbz3RNp7v9JGG96b76Mi+qiIPiqir8tEI8Rkow5N7W063Yyn+/SIGY2mKhykZkw7MpMSFexJUgZMGZNVetnO47/+DKN33p4FFu29ceOT226/bfuOA9g5qOPIo8yKbz+5d+WTHww8c/BARm7yIdjRgbLQ08/KgPE83z+8XxtjsTXxPGazcE97VhYrm1nwY4/sAa9WIBMIHmBfoCYUBNQFALZ/N9UVEG/tgk5ov6LO7aT4OAqEdDpzsjBVGaYqw1RluEuiipAUGhN5NCZGfDmlheAXEWg60hWx3YHiEN3ppioMusCFfjBjzD2iD4e7rBKDMgTyYXIM27f5qXVrPjp8Asuvv/7BY3jNsuu2OvG725/r3Dwbe5Nf4jH60GfRO7c8uppivlEXg/3taKM2ilEw/CksdpvdEiuzVGgRfR+w0iF8mtVPaH7D6k7JREeb6GgTHW3qNlN4M0OlTIfSlpb+5pDztBj+gRBORy+ieK5QO9vTUVxgJyd6jy8DG7NL3sPTmElY27cu+QIE7FUD+kzDtneDYFdwh416epIWQPyc6cgmW82ziVUis4fDZ2JStzXNnTXNndVqV1I4SlNOECtHEUTegeD3K/CTFQ0NFWMSiUBvL8fWV1aefXZlRcPJIZbyYewhKB8S8qH5WjXDgGqtzjnTraftJzyzQcMKMMV/T803iVhMMyamGRPF7KwUYx2UswMp1jLQQBk0IO/0bcfpe6hTW5Apab5P24rgEf5P9wsJUEFZIeGlFrycwTeI+EaMJRrlZgm1YMWCWhC9K4I7MyNy2M25RZlHosWCF8I0LiqJZgEUlGhI5FLFm1gqKUslZamkUMexFPz6h4f3GNBnM1wjhe5BKivkOYoKCZrc4iAjzfbgGjS94UDKMWB/RU78Ra+ncI53vKuX4GO6izs2lMDv6I6UPHwbxHs++nDPBAlPYLEfGNoL/MuFmORC/GoVIAPjwRLLuT05rNUHEJ7nU5yyiB0/FAJ62vWPabnU9W2iQxzrstOBdjrQTgfaux1Q7WhVNJ/ZaD7LMdMBZjrATAeYu0WRCi9qVtwCK0mkoFDsDqcwLxhUjJLHl3bECJj7qxQJ/qiqiYQKlveqRjKAb3QEU+VPaTpeRuImtZ3z0uDh23rnrZx3T+8XC9aCpq7+/bwH8jo/xq3MxCc27V+d7Gdm4cpn1yX7WbT1uZ/OPEQDKu0LBlZSjLCfwghRzqDEDynonz+CEa5/GyNcP4IRaYj4QYxIb10pSFz/MIh43QeP7WSacOO+O6hUTwwcPjiS96aATPS84jYtkKVZmBbk6GlHHl7qaeeVM+3U5U5Duzvl/HxLgTvsZuDuIyPhud1ZMsV5WaQHHPQrchehOE9oTidZRt2S9d2E1zEiT+roAwc5yOUKADpyuxDJJDdIdEzrJ/rfcfZXn2Ks/+3DLf3PPfDg9u0+nD+IGVyk/+Xk/+qHyaPvvrjnD7/71f63UvWZXs5Sf/9OfZaTqc9YmU9XaP9ZfeZg6HCGDmfocOY/rM9Oy+un6rMRq/2L+uzARycPv7pwpD5L9nDv7v7B+gx8lXmBdYDc7fuQBJBTRvOz4DbJCImMTaGghBwiT+XgqRw8lYPvht3d15qNbu9YmuE5i7HRS8tgj9M6+yDs0qnPBXHpKWdrgEzsZV4IXjDvDmA0cHe7VkSmFR7Ynvwni95esNxG4+dKqDVksEUleljLEkox8WBilrDZjGUEkRRUKIsO6ldRSom19MqNkv2sa4w3y5XV0+5SYCAuwMRCMBlDetrHeLzeUf4uWUajugA4/6R5gOECLswxHBdG1O8QRSUEIlDmg0fpKQ/8G76mHAC9pwg73TuBSMZmoWNmR0eMpo1odSVTVgkVVgOTrittjNvlZ7x+MI4NbHTl6of/WJK4sGrc3PGBsdfccf6t8xbdU9kczcurnaKOWzCx/NyF66dsKembc3d5vCLgzImNn3pW07Xnl1Y+2uwujRaMqhld5MqOjZ/WMHFhc3HqrCo4/FfmZi4E+6uV2lnEKEBdLgfjoPW0KAo23iIIfE+7AGa0aoDaVjCgxSRTM8r8SMh1s+ltI0ujVTLa47tojhkpLyNqJBSCijrljDR1jBTVoAcopwuycCCqRmP2Qneh3aimmZvrZupf9/X1YkbXGy9oGCMW4ApmxtqTUf33a5MvzZ1alJLhbrDzx5D67WDnmgk8hj9iNYwrEyzxsDGUOImW1IpskvH3872MZcgWlH1oh9InpUMGvMiyU6TjRTpepOPFbkGk7ko7BMZwV+eZ9XSHITHNnKmIG0kUKF1Pg6yqXaHRBgX1x73sFf+tr3/kxLL7e7c+h3czlyX36C88cxczCWTzIcT1gWw56A+aZ1kOXurCSyR8vYivw7jWjGMSzqHAYTFqX522YvqeoRnQB4SLcinREtiAVKMYNkEFvQvM6TJQFQinDy4SBRV6Z6YFRg71bws9bJAK6JWnyTpAKW+YXmXjyvCy15mDBNEiQ8maZwnlgTbsYOdQ+nwgVTdQGAqmCVpFGB8zDpDSsgDUzwGsOo3DAmem5fr0g0+8LbEscXzaq//Xk4dE1kTkYxsPiZyJkd9i0RBiPhwdLY4nC4HWA/GKCEFDQyWxsihhU35h0/3kHaBdUEuJVhdGVswz2EXFqjCOVQyxmAKQ1UitSJZkxRBKATwdOXm29A//Q6NVBJbohbcQyUW7aI3lQoafIeSx0odWyfB/RPcWUCPA/jESNLQQyuwjoXwIJjIOYSjCjDNVYwLjzJEJeUcvv/HPWjBasbKhVV+4B+o7hedkHGDRt5foA9Z7HBsGiD50TE74qokHZC2EWmEhyGpG2zSbyGMeA3D50mZLHR7xhnWNPREFYSoCzaeYJkrjTsvIGEXjEUOQEwUQqeOaOUbicrkKjngJh1kWdmisG5kEkwB7bZkIAuYJC0tbWHpmZpy8ovT+KdUYmyf4jJh/BpUawjyKC6OFZGFyKzN1aC8zI/k+8ZDfDz2/ViXnrAWZ1rADkNxEBJzsXQYAzKBVTCibHjHSIydwHicj6SdvOsKLej9uStkc8pDx/oCgKs1DZOT+wRKSvjzAmGMzLw/o/qcqXEiPrJohnaDUXAvYAVzF3Qq1imOveT9B/K+nI0B27Asd/e6O5M1RZ9WVl8fj7EB89KjaWHl5nfH9Bn0hbgXKhoo1h2yhHsbzzIBkZj9uN9scKGHM9feB0AFDQ4VQd6S3lzB1DLduHOfP9ldPvOQXd7Q2WudbpzSuWGXUGPBhWVZFAkhXpjncJrcJcYjE3W5O5qOYA+RRE/S4ahCHwCRgDyobKTSijFSSsoCNCGCyXYv0s6/ahXf0ztjEgDVBwbwgkPU4W/8LqyYX482cNy/XIuXl+QR9Pmi0D9T6MKzrRn5Uhuq1QqXYWuvx8Kg2P6c4xiuBulBOIofJyeGz64RocR0PjAwmBulB6mAchwYjIUoP2ulWgqazQnthxA8JjhfcfkKqS4PYDpDozBDk4bPm3tmqr8NzJ668OLTg0rPnjCv5bFFn16LFt9TfdXfXQ9evwdHxnReMYdXAOdNj01f7CT963HS8b1Kd/vI0fcGsC/X72ww7TB0eJM+z46Eiy9GsnlrIZfa4VJMTZ6oN/nBIDQ1WhemJTiXzvdxLT3We7/rNDa+tbW67/4/dj1+7YuOcLVfX1VyxYcZTN1QkWtYeWL7q0Ka2ii3a2Qu3zO7YeFW8idoIdAV1oIpEqHNzNRuqtThivD0uRB3xtFpAIaHBU5ooQASyvyF5A8O2dTz+5Xr9ExzE9fjs7fVLdnR2rbim7/qxTNkNb9w9mVX1b/V/zl1/yeihwfBlm6iM1DZlsJ4F7FLEizFsYk0s9JvjMo9DfIIf5gnPYy7ORMU4PmWYRSM+ogxGqsLl2Ei/xj8pS97GTNcn4B59Pn6bVW/X99+u70itxcaNtco0p4mNcWYEiBU3mTjxTPcbBNVGjMgqNPaLhXaVjW9L7u/tZbRt+GvdCqKcj59NxRvMi6nOCFL2wIxMlPKZwFRLRmi2QWiqMM4+PIg/BcqOPJqIYrKggEycYUwQJqPTFKY2MJBi8adqR9fkxoqKplBjyNeLb7580+UR5+a8nLPnNDG7MmuTYzCnA6maT7HbkcMixExQs7ocvMViUsxRbMoIZldVO1ap1xhVtkrZw5W4LL0lbsAxuis+9lt9ljmLp3U0lyXidf26ij+0FIjJ4yCzYPJb8GvJocza3GxYuxAVaLJXccXcBTwHCvBE3WkFqKqxmKGH6ppYwIbpOTtd0o9TJ+1+7E0tzM3ewvCs6LLrv5iqb3K4zYSQ+97D4905UHH77bjxXeZXwUsbiutKh4YIW1pbWjB7QvJciPeG0c3evJZi5qUMT+wK4MmHsjUJo5hHMsdEy4hFIJRPiZ0+7PcTr1qJQd3sih3J3+aXmzj+vn1M1JFlBx5Y9j7mm9HnOAOLkvmwGJsV8Cmcd1KceTV1HgoxyvZAjNKcY8SLK7dW9MblmsK0ZVPxEq5K2TYTqH5GqD4tVGvYntZ1ry9dduDOSeff9datK17+2YTte/devHZ2ddXMn13cv58pW33onpbJd7+2fOVb91544T0HVr32Qf0198+Ysfnq+vdQOm7JepDbBnELqI1qZRf4AV/ncpmcdeYo9QEjcAZTSkj5WtB4S5RiJo1d6xOLH5mzuheff+mmK2u2r16zesltG5jjLbfMqNYXs2pF2/LW+dP0y+eNrHkE1sxCxahS83rMyF6bnQ/69pjq8vNFfx3oXTScz1g5BaXJA464AeuVZGR5ukkQ3B5vBksbGHJk/6+cxeWhvEt78dUX/fzS6tLG2fX1idylSx59KNauBfB5BcEsUT+fVcua551bN2di1EqyL8cPXzxRv9Mfm5iKyysBP01gmxgq1ZyVMTG/DMXc7jFceby4RsmYBzAEh5KvhF4ZiT/Yy0T9xAjBH9/XEFPt3A0dBZMmnuPIbmyZXBz/SU2WK9rRfN4VY/PjV9zxk4eaZ94TmVybZwtd1DT52sYCnDNu4eSgxe6RnnQXZ9s8o2qL8iPhmpJA48SpUe3KCaNKt411l6r+vFBVTVHpeRPbgP8s0O8CI1/6NRsTIwSyJSAhHyWGNSMGAhq2pCBFS5IF+uO9+mPkJ+SxoanksdthjgfAP0uN3Ac5BMWc5hjvEqK2ODGkV0fA3EjegAKGOxrgw5YOfnz4421FTde2NM8fX7AN7/rkk/ffY9YlV12wdFJJccuSC5iulJ45hPjLYI1SJD+bLWZHs1LBBtkbO9Px7VQxtXgZTeA0m9OYo93k5iN52SzhcgsOPaOvfeSIoCgyyyt2RXjvEX1t37uKx2ZmCJud9xEE34xpi7y5i2YzPd8eZHrdsYaG3PxztbgrOReeza9qqSu3eRdNY7YaPLlAd78EnmSUp1lFqjwoQxGXUh0ORUIq9ciqsJn6IGUojUPkl3rXI/odu7/mZRPDwXZiGCafpi/GP2ce10ukQre10IXfT8ldDmvsgjXM4F8OQUCY5QlCQtwU5TDNM4nBeIJ6PT2OBEPRxUaKx13JxczKoTXM7cmnSCvLDN12e4wsuj312xOkL6R1kqNU+jL9m5TtRv9DsOjl3CPQ/w1sGnn0abUfibuxzGEO2TuixhgD//hRMGYo/buVLSg1KhtnG6NS77HXGe+SveBZMiGMs89svMMm7NO20NFDxqvq5IHMa+ozkAv2cp2u3Xb/KK+33G93QOsZ5Xdwm7/9P1Y4OUBp4xm0Dn85xYmdbIx5gc833l3nv4A4fCviEca3PsvwDCNAaUp/zpDxxMx76wseZMQH+Xzdhz+n/1TfK4Y/x9eijyB/W3eZCU+/iGlNffqL6n+o552nqk1NvqaIOmGCGmmC9Y3vsUuNszv3XrdZJg4JOIBECKuqByM//iOizGxquiW3NkUijY2RSNPQnJEFEPp/DTmgpgAAAHicY2BkYGBgnbdDbuYznnh+m68M8hwMIPBIy9IERv+3+ifHVsT2GsjlYGACiQIAU0YLhgB4nGNgZGBge/1PjoGBXf+/FZBdxAAUQQYCHwFrIQT4AHic7duxSwJhGMfxn/e+2lYkDTVGUzZIa0NDRH+DFIFLYRDiXFNDuDqHRBDcEA2HiEsutdT/0FBDDYFBY7TU+54gVBQJh9fw/cCL3O957nzuwdWgp1U5wZk7i1Kmq5rNa93WFWZe3pcyRy4ra8PMqWovtZ0tKPT9unb9a2q7/FRD8M8fpj8pY0V1k3xevKO2QtNS2XbcKao8qMW7U8Pvz7z195V7UOhzG7nedj8Lbtz9W6oEHS24WsNn2RtN+09zp3FzrNkkZ05DsKJ62jP8Z+53En7Lmtr9dL2v5dFNBAAAAAAAAAAAAAAAAAAAAAAAkmStZHqK7IRK9lyRqSka1J4UBdadA036Hp/l8oqyBdf/rJK572fm1d23qYo51Iy9UjPu21E2rl1oytxqPo13+4l/5yS5HZ38Vvf7SvYbgdHy/9NLewYAAAAAf2Oqan3NMo/a8yeNeQAAwGh8AKYMRal4nO3CLUsDYQDA8We33d2zl3vuhSVZGmIYC/sUJj+AQQyHmMfyxcM4ZFwaC0uLJlm4sDQMJoNBTOblIWLy4RwXxHDgBnL8+f2EEP2doYhEIh6190rPuDJuMmtj87uq+oNZMbXj2tyUZmzJzMha2m07siN5JGO5rQ+1tHHWuGt2tLSZtgat6cHd/zOvuc9vzgkAAAAAAAAAACi10Fk5H2qgrjMTtVBPrtLO3Vv32VPapbfy3vxAu9DGfronDwW9/LDBYQVdAEApnebCIAEAAGX1BeEJCSEAAAAAAQAAFOMAgAAQAC8AAwACABAALwCGAAAFDgEjAAIAAXictVhNjBtJFa7EziZkkyjaH7QkWSgh2EygsbNZ9i8REj2e9rh3Pfao3TOzwyKt2t1lu5N2V6t/YlnixJ0LEhcu3BArcUHiAhJCcOAIEovEESEhIe6IM++9qm63PT+EFWRi+9WrV+/ne69edRdj7P7FLrvA6N+FaxdvafoCu9J4V9MX2eWGo+kGu9n4jqabIPMjTV9i1xq/1fRzIP8XTV9m7zY/1PQV9nLzN5p+nn31UlvT1y9fe7HQ9A325Vu/BysXmg2we+3WP4m+BPTN2xeJfg75t18i+jLxv0j0FaK/TvRnwOlXyFukL4DPdzV9kd1obGu6wXjjW5pugsz3NH2JvdL4iaafA/k/aPoySxt/1/QV9pXmDzT9PDts/lnT12+8culDTd9g7936LtFXyecu0c+Tny7R14g/IfoG0TnRN9HP22rti0C/cPv7RL9EMj8m+mXS83OiP0v83xH9OVr7J6Jvk8zfiH6VZP5F9BeQvtMk+ksof+cFor9GNOF5hXy+84Bo0n/nm0hfU/wB0eT/nW+zjxlnD9h99jp7B6g9FjKfpUyyDD4TlgOvA1TKEvr2gBMCFbMWzJgsgj/OHOBN2QzmMhoJ+BUg/RS+A5K8zq7SpwecMcwItgDuELQK0OWyJVGc9cHCEvQXZDkCakoecfhIkFnC2tIWr3y/z94A6rVq9DYzyA8PNCQgy8GuB3ZQh8+eaNn3YDQDLs4W4GdWxeUCP6RYojP9mRAenG3DeAwzyPUIjfUYlR6pI+VkpYBZn+ItUV7A2pQ4BUgFhB4H/ox4e8wGnxCdkNbFhO8jWi9IQrA52ES0A/rm2qNSlhM/o9yG4EuZxVUcOJ+DFyGszAAF9jF/cP/1d/he6Kcyk5Ocd2SayNTLQxm3uBlF3AmnszzjjshE+lQELX796vWrPTFOxYIPExG7y0TwvreURc4jOQ197stkmeIqjtrvv8Ffw5+3De54UTLjPS/2pf8EuO/JWcx7RZChLXcWZjyq65nIlG+H4yj0vYhriyAjwSjPZJH6gqPLCy8VvIgDkfJ8Jvie7fJ+6Is4E494JgQX87EIAhHwSHF5IDI/DRMMkWwEIvfCKAM0RgDPFKBCKA8gHWwkplLwA6AcmiqoVlIYimkReenJJXxTslTBz1xSs3JINZFVeXsTcvQW1Ds7FGmG/r7ZeutBXcNqPS6va1Yl6VGB4ZYOqHzQpSdUqpO10jvZEKY0LqCMSmncWHMY4yYLqdBape+QFo/nqReIuZc+4XKiUlFV1TSVRYJsX84TLw4Fov3sbYidWp+MGkQO0hl7yNrwF9DWR7/mJ3S3tP9toJdkYUo2sHUsgevB1lItgM3yPMkettuB9LPWvDTdAt/b+TKR09RLZsu2N4ZSPT2KjHBLaHuqjTqhOHJqPMdkh1M2ltQM1ObNq4ZUSiNPEvLYNhAPQU0vILlENy6D8hyTnYS2vlrray1Cjz3SnVCJIT45zeGqMflRVsNmU8n1CtXi0hOcSRWD8UyVldA4gDU+jA3d4PAgUXaNys5mBCFtigXh5FPLPw2zhY40pMMgorZfHlGb2OOaiKgtkL+31mRP1658+LTY1ls4apoCL6W9lFPm/KrmT4ugtH7Sr0e1GsBIVCw52St3U0ptf0n1IwGlmI4678xIVe15a1Wljiypv1VUii5oJ6ojFL0ts1nqQcmIusnZNaoeN2KdmZX2coeEGuWUDnU8kkONc6t6+HA10hhHRBEuKqTXK9ug7HhEB7oWTh7Hm7thq+o6qucIepxAG0/o0BWUWQ94iNIUJMq5ttb50cYRf0/v4FXHyCrUSm/+m4eoZ3xo4Xc2dPRLHfzVqqIfA0/lqqwcQQ98kX7YWVX4eQ9iZWWe/TBWZm+/2kFZ7RhUeVfVILQ91b1jnX+D4k71g1J5Xs2o6qc612U9q/pK9FGrLEjQqh6M4qpaPLZ6IN3sa/+HfFQoeRQ7Yhfqnh/oPeuD9rneK6vTES3gzlZ1s1X6eHZ+gR6tP5JCxu/VMArotInW+s3JGM/RR104pHWl9OldztjociX2m6sRNdVX63GXfq1eF1Y7Z3UilTk0qO9LsjKpxqJWIdi/VIYy0LY6aZXXY/JF6BOrqHJZ7ycqh22d8Yx2SlT5UO7t9Vp6dlTrJ72Ksn7irNf0CokF4Tj/lHksTwV8nYk1MqLmQUDfaHOFy2OQ8GtnSH5OT1YnQEARlCffwxPdXD2dPSX6tJfEmM6L8sRZYVSeaiuc6n1lfVVG/ULla6xjP/389c7IalohkFGlxqRd7SR1CtdP909bBfWzrscskhiyLoyO4PR0iGMDj0M3dWDmEEY7wN0Bzl2QGOn5u5SxIzqTeiB3QOed0uHA9wDGx9TruozTGEfvg/wAdOFai31ANizQNiJJh3TvAbcPv5aWwxUd4BzAGOld6obK3gBWqddeW5+PylMX+LyKcN0rmyyWnu3ByAH9PT1rgm6b9KH/aL9L9KDys6s9NQkj1Iw6O+BRn0bIPYDffZAbkX2TYlbeDiiGLsyrWCzyAC23dKxKDvE51DOYI/SvD3+rqEzCoEferPDrwO8+eI76d2HWpZNiCCt3KNIRoWdpzDDaPo1WUalMdSgaRBUx2AF6Dz67FXYOfStfnJq2deyOaH4lpeIz9XeHkBvSSGWjQyOXcoWzhs6lQ3FsWj2iSrRIyqSIR1WFdKl6lfdldSobw5onyh7mtu5LWdX8nD2itJTzBzrTJ3FB1E3CBP0aVZbP0qz2Z+2dNSuSJApFwCcyzlv8WBZ87i15kQl4TYZXZ2TzXHI/FV4uDB6EWRJ5S4N7ccCTNIRZH0QE/HoZT0Q6D/Mc1I2X9Jpd3mvkMJFxmZbEBC0YJ1/Gk1QGhZ8bHG90YK2Ba0oDYcwXs9Cf1TxbgNEw9qMiwOuf0nsZR0u+Fd5T9ys1cdBwnrfqOiaMpzwVWZ6GPr7Krwzg8krXI0JgKwQruZjje38agtVALuJIesE6ep6CSqQYjgRT8F3kSZHzQGCYKDMTUbKOaIub8VKLY0JAIeAzC8ch+NzCuy4XnJ7IKJILdFqDbfCxl4G3Mq4unco0bOH1wcN2W8StRfgkTEQQei2ZTts4aoPkR/p66h4kmAojQ9dQzen3aafdg/1RS/RR4hME+rGEqBAc8VREMlGAr9+4IZhrd24Y3j4mKKPLJYgdYBCwbpp6gE5g8EkqBN3bzLx0ClEjzoAXZBUUcDnOvTBGWDy69Str7dnjQJe8LJN+6GGNBNIv5pAVT13OhRFgs4Ua1+LlI33t98k98igQoDBUmThVji/CfIbsWskZuuTQ+3I6CqFWlW3UlaqrT7BAGwkjNPhcBuEEfwUBkhQQUDajTQuqxwVu4AyZuk4gwjYEnokoQg2YbY3Sqa6qTQ8m1cbRSJMTi5mcnxMjboUijcEZQQoCyTNJvjwWfl6W2KqSYQMEIW2+h2WZe2P5VNTub2OZ48Yhj3CrJata0VPZzIO4xmJt/3q1UFN0IMuhnEJIEmxhtd3Pg0Dtup7FR8Oue2Q6FrdHfN8ZHto71g6/a45gfNfgR7bbGx64HCQcc+Ae82GXm4Nj/r492DG49cG+Y41GfOhwe2+/b1vAswed/sGOPdjl27BuMHR534b9CErdIUeDWpVtjVDZnuV0ejA0t+2+7R4bvGu7A9TZBaUm3zcd1+4c9E2H7x84+8ORBeZ3QO3AHnQdsGLtWQO3BVaBx61DGPBRz+z3yZR5AN475F9nuH/s2Ls9l/eG/R0LmNsWeGZu9y1lCoLq9E17z+A75p65a9GqIWhxSEx7d9SziAX2TPjfce3hAMPoDAeuA0MDonTcaumRPbIMbjr2CAHpOkNQj3DCiiEpgXUDS2lBqPlaRkAExwcja+XLjmX2QdcIF9eFIZ//y6vaZ7ueZXBES3rkx8dvRi/4ywvX4fH5MTx+/wM48dr8SD+wB/SQHTDW+GHjZ41fNX4Nn180ftn4KdvUuBp59CJ41vxfN6TxRX3dnrZ4pv6Iriw25pufb77efL+52/wGfL+7YS8mG2frw5EHr1N4+Yc4MHh0SeGv0FcL/2ntmaN/AzNafPIAAHicbNpVoFZl1O59ZnfPaYJIKSogz5itYCGhAjYWiJSApEpIGdjSGAh2IiG2CIpiK3aA3d3d9e3v3e+4npO9DljzaFzr5Hdz8m8htvifn3+Htpja4v/xE3/0f/4RWogtpBatBFGQBFlQBFXQBF0wBFOwBFtwBFfwBF8IhFCIhFhIhK2ErYVthG2F7YTthZZCK2EHobWwo9BGaCu0E9oLHYSdhJ2FjsIuwq7CbkInobPQRdhd6Co0BBJSIRNyoRBKoRJqYQ9hT6Gb0F3YS9hb2EfYV9hP6CHsL/QUegm9hT7CAcKBwkFCX6Gf0F84WDhEOFQ4TDhcOEI4UhggHCUcLRwjHCscJwwUBgnHC4OFE4QhwlBhmDBcGCGcKIwURgmjhZOEMcJYYZwwXpggTBROFk4RThUmCZOFKcJU4TRhmjBdmCHMFGYJpwtnCGcKZwmzhbOFc4RzhfOE84ULhAuFi4Q5wlxhnjBfWCAsFBYJi4WLhUuES4XLhCXC5cJSYZlwhXClcJVwtXCNcK1wnXC9cINwo3CTcLOwXLhFWCGsFFYJq4VbhTXCbcLtwh3CncJdwt3CPcK9wlrhPmGdsF64X3hA2CA8KDwkbBQeFh4RHhUeEx4XnhCeFJ4SnhY2Cc8IzwrPCc8LLwgvCi8JLwuvCK8Km4UtwmvC68IbwpvCW8LbwjvCu8J7wvvCB8KHwkfCx8InwqfCZ8LnwhfCl8JXwtfCN8K3wnfC98IPwo/CT8LPwi/Cr8Jvwu/CH8Kfwl/C38I/wr/Cf2ILURBFURJlURFVURN10RBN0RJt0RFd0RN9MRBDMRJjMRG3ErcWtxG3FbcTtxdbiq3EHcTW4o5iG7Gt2E5sL3YQdxJ3FjuKu4i7iruJncTOYhdxd7Gr2BBJTMVMzMVCLMVKrMU9xD3FbmJ3cS9xb3EfcV9xP7GHuL/YU+wl9hb7iAeIB4oHiX3FfmJ/8WDxEPFQ8TDxcPEI8UhxgHiUeLR4jHiseJw4UBwkHi8OFk8Qh4hDxWHicHGEeKI4UhwljhZPEseIY8Vx4nhxgjhRPFk8RTxVnCROFqeIU8XTxGnidHGGOFOcJZ4uniGeKZ4lzhbPFs8RzxXPE88XLxAvFC8S54hzxXnifHGBuFBcJC4WLxYvES8VLxOXiJeLS8Vl4hXileJV4tXiNeK14nXi9eIN4o3iTeLN4nLxFnGFuFJcJa4WbxXXiLeJt4t3iHeKd4l3i/eI94prxfvEdeJ68X7xAXGD+KD4kLhRfFh8RHxUfEx8XHxCfFJ8Snxa3CQ+Iz4rPic+L74gvii+JL4sviK+Km4Wt4ivia+Lb4hvim+Jb4vviO+K74nvix+IH4ofiR+Ln4ifip+Jn4tfiF+KX4lfi9+I34rfid+LP4g/ij+JP4u/iL+Kv4m/i3+If4p/iX+L/4j/iv9JLSRBEiVJkiVFUiVN0iVDMiVLsiVHciVP8qVACqVIiqVE2kraWtpG2lbaTtpeaim1knaQWks7Sm2ktlI7qb3UQdpJ2lnqKO0i7SrtJnWSOktdpN2lrlJDIimVMimXCqmUKqmW9pD2lLpJ3aW9pL2lfaR9pf2kHtL+Uk+pl9Rb6iMdIB0oHST1lfpJ/aWDpUOkQ6XDpMOlI6QjpQHSUdLR0jHSsdJx0kBpkHS8NFg6QRoiDZWGScOlEdKJ0khplDRaOkkaI42VxknjpQnSROlk6RTpVGmSNFmaIk2VTpOmSdOlGdJMaZZ0unSGdKZ0ljRbOls6RzpXOk86X7pAulC6SJojzZXmSfOlBdJCaZG0WLpYukS6VLpMWiJdLi2VlklXSFdKV0lXS9dI10rXSddLN0g3SjdJN0vLpVukFdJKaZW0WrpVWiPdJt0u3SHdKd0l3S3dI90rrZXuk9ZJ66X7pQekDdKD0kPSRulh6RHpUekx6XHpCelJ6SnpaWmT9Iz0rPSc9Lz0gvSi9JL0svSK9Kq0WdoivSa9Lr0hvSm9Jb0tvSO9K70nvS99IH0ofSR9LH0ifSp9Jn0ufSF9KX0lfS19I30rfSd9L/0g/Sj9JP0s/SL9Kv0m/S79If0p/SX9Lf0j/Sv9J7eQBVmUJVmWFVmVNVmXDdmULdmWHdmVPdmXAzmUIzmWE3kreWt5G3lbeTt5e7ml3EreQW4t7yi3kdvK7eT2cgd5J3lnuaO8i7yrvJvcSe4sd5F3l7vKDZnkVM7kXC7kUq7kWt5D3lPuJneX95L3lveR95X3k3vI+8s95V5yb7mPfIB8oHyQ3FfuJ/eXD5YPkQ+VD5MPl4+Qj5QHyEfJR8vHyMfKx8kD5UHy8fJg+QR5iDxUHiYPl0fIJ8oj5VHyaPkkeYw8Vh4nj5cnyBPlk+VT5FPlSfJkeYo8VT5NniZPl2fIM+VZ8unyGfKZ8lnybPls+Rz5XPk8+Xz5AvlC+SJ5jjxXnifPlxfIC+VF8mL5YvkS+VL5MnmJfLm8VF4mXyFfKV8lXy1fI18rXydfL98g3yjfJN8sL5dvkVfIK+VV8mr5VnmNfJt8u3yHfKd8l3y3fI98r7xWvk9eJ6+X75cfkDfID8oPyRvlh+VH5Eflx+TH5SfkJ+Wn5KflTfIz8rPyc/Lz8gvyi/JL8svyK/Kr8mZ5i/ya/Lr8hvym/Jb8tvyO/K78nvy+/IH8ofyR/LH8ifyp/Jn8ufyF/KX8lfy1/I38rfyd/L38g/yj/JP8s/yL/Kv8m/y7/If8p/yX/Lf8j/yv/J/SQhEUUZEUWVEUVdEUXTEUU7EUW3EUV/EUXwmUUImUWEmUrZStlW2UbZXtlO2VlkorZQeltbKj0kZpq7RT2isdlJ2UnZWOyi7KrspuSiels9JF2V3pqjQUUlIlU3KlUEqlUmplD2VPpZvSXdlL2VvZR9lX2U/poeyv9FR6Kb2VPsoByoHKQUpfpZ/SXzlYOUQ5VDlMOVw5QjlSGaAcpRytHKMcqxynDFQGKccrg5UTlCHKUGWYMlwZoZyojFRGKaOVk5QxylhlnDJemaBMVE5WTlFOVSYpk5UpylTlNGWaMl2ZocxUZimnK2coZypnKbOVs5VzlHOV85TzlQuUC5WLlDnKXGWeMl9ZoCxUFimLlYuVS5RLlcuUJcrlylJlmXKFcqVylXK1co1yrXKdcr1yg3KjcpNys7JcuUVZoaxUVimrlVuVNcptyu3KHcqdyl3K3co9yr3KWuU+ZZ2yXrlfeUDZoDyoPKRsVB5WHlEeVR5THleeUJ5UnlKeVjYpzyjPKs8pzysvKC8qLykvK68oryqblS3Ka8rryhvKm8pbytvKO8q7ynvK+8oHyofKR8rHyifKp8pnyufKF8qXylfK18o3yrfKd8r3yg/Kj8pPys/KL8qvym/K78ofyp/KX8rfyj/Kv8p/agtVUEVVUmVVUVVVU3XVUE3VUm3VUV3VU301UEM1UmM1UbdSt1a3UbdVt1O3V1uqrdQd1Nbqjmobta3aTm2vdlB3UndWO6q7qLuqu6md1M5qF3V3tavaUElN1UzN1UIt1Uqt1T3UPdVuand1L3VvdR91X3U/tYe6v9pT7aX2VvuoB6gHqgepfdV+an/1YPUQ9VD1MPVw9Qj1SHWAepR6tHqMeqx6nDpQHaQerw5WT1CHqEPVYepwdYR6ojpSHaWOVk9Sx6hj1XHqeHWCOlE9WT1FPVWdpE5Wp6hT1dPUaep0dYY6U52lnq6eoZ6pnqXOVs9Wz1HPVc9Tz1cvUC9UL1LnqHPVeep8dYG6UF2kLlYvVi9RL1UvU5eol6tL1WXqFeqV6lXq1eo16rXqder16g3qjepN6s3qcvUWdYW6Ul2lrlZvVdeot6m3q3eod6p3qXer96j3qmvV+9R16nr1fvUBdYP6oPqQulF9WH1EfVR9TH1cfUJ9Un1KfVrdpD6jPqs+pz6vvqC+qL6kvqy+or6qbla3qK+pr6tvqG+qb6lvq++o76rvqe+rH6gfqh+pH6ufqJ+qn6mfq1+oX6pfqV+r36jfqt+p36s/qD+qP6k/q7+ov6q/qb+rf6h/qn+pf6v/qP+q/2ktNEETNUmTNUVTNU3TNUMzNUuzNUdzNU/ztUALtUiLtUTbStta20bbVttO215rqbXSdtBaaztqbbS2WjutvdZB20nbWeuo7aLtqu2mddI6a1203bWuWkMjLdUyLdcKrdQqrdb20PbUumndtb20vbV9tH21/bQe2v5aT62X1lvrox2gHagdpPXV+mn9tYO1Q7RDtcO0w7UjtCO1AdpR2tHaMdqx2nHaQG2Qdrw2WDtBG6IN1YZpw7UR2onaSG2UNlo7SRujjdXGaeO1CdpE7WTtFO1UbZI2WZuiTdVO06Zp07UZ2kxtlna6doZ2pnaWNls7WztHO1c7Tztfu0C7ULtIm6PN1eZp87UF2kJtkbZYu1i7RLtUu0xbol2uLdWWaVdoV2pXaVdr12jXatdp12s3aDdqN2k3a8u1W7QV2kptlbZau1Vbo92m3a7dod2p3aXdrd2j3aut1e7T1mnrtfu1B7QN2oPaQ9pG7WHtEe1R7THtce0J7UntKe1pbZP2jPas9pz2vPaC9qL2kvay9or2qrZZ26K9pr2uvaG9qb2lva29o72rvae9r32gfah9pH2sfaJ9qn2mfa59oX2pfaV9rX2jfat9p32v/aD9qP2k/az9ov2q/ab9rv2h/an9pf2t/aP9q/2nt9AFXdQlXdYVXdU1XdcN3dQt3dYd3dU93dcDPdQjPdYTfSt9a30bfVt9O317vaXeSt9Bb63vqLfR2+rt9PZ6B30nfWe9o76Lvqu+m95J76x30XfXu+oNnfRUz/RcL/RSr/Ra30PfU++md9f30vfW99H31ffTe+j76z31XnpvvY9+gH6gfpDeV++n99cP1g/RD9UP0w/Xj9CP1AfoR+lH68fox+rH6QP1Qfrx+mD9BH2IPlQfpg/XR+gn6iP1Ufpo/SR9jD5WH6eP1yfoE/WT9VP0U/VJ+mR9ij5VP02fpk/XZ+gz9Vn66foZ+pn6Wfps/Wz9HP1c/Tz9fP0C/UL9In2OPlefp8/XF+gL9UX6Yv1i/RL9Uv0yfYl+ub5UX6ZfoV+pX6VfrV+jX6tfp1+v36DfqN+k36wv12/RV+gr9VX6av1WfY1+m367fod+p36Xfrd+j36vvla/T1+nr9fv1x/QN+gP6g/pG/WH9Uf0R/XH9Mf1J/Qn9af0p/VN+jP6s/pz+vP6C/qL+kv6y/or+qv6Zn2L/pr+uv6G/qb+lv62/o7+rv6e/r7+gf6h/pH+sf6J/qn+mf65/oX+pf6V/rX+jf6t/p3+vf6D/qP+k/6z/ov+q/6b/rv+h/6n/pf+t/6P/q/+n9HCEAzRkAzZUAzV0AzdMAzTsAzbcAzX8AzfCIzQiIzYSIytjK2NbYxtje2M7Y2WRitjB6O1saPRxmhrtDPaGx2MnYydjY7GLsauxm5GJ6Oz0cXY3ehqNAwyUiMzcqMwSqMyamMPY0+jm9Hd2MvY29jH2NfYz+hh7G/0NHoZvY0+xgHGgcZBRl+jn9HfONg4xDjUOMw43DjCONIYYBxlHG0cYxxrHGcMNAYZxxuDjROMIcZQY5gx3BhhnGiMNEYZo42TjDHGWGOcMd6YYEw0TjZOMU41JhmTjSnGVOM0Y5ox3ZhhzDRmGacbZxhnGmcZs42zjXOMc43zjPONC4wLjYuMOcZcY54x31hgLDQWGYuNi41LjEuNy4wlxuXGUmOZcYVxpXGVcbVxjXGtcZ1xvXGDcaNxk3Gzsdy4xVhhrDRWGauNW401xm3G7cYdxp3GXcbdxj3GvcZa4z5jnbHeuN94wNhgPGg8ZGw0HjYeMR41HjMeN54wnjSeMp42NhnPGM8azxnPGy8YLxovGS8brxivGpuNLcZrxuvGG8abxlvG28Y7xrvGe8b7xgfGh8ZHxsfGJ8anxmfG58YXxpfGV8bXxjfGt8Z3xvfGD8aPxk/Gz8Yvxq/Gb8bvxh/Gn8Zfxt/GP8a/xn9mC1MwRVMyZVMxVVMzddMwTdMybdMxXdMzfTMwQzMyYzMxtzK3NrcxtzW3M7c3W5qtzB3M1uaOZhuzrdnObG92MHcydzY7mruYu5q7mZ3MzmYXc3ezq9kwyUzNzMzNwizNyqzNPcw9zW5md3Mvc29zH3Nfcz+zh7m/2dPsZfY2+5gHmAeaB5l9zX5mf/Ng8xDzUPMw83DzCPNIc4B5lHm0eYx5rHmcOdAcZB5vDjZPMIeYQ81h5nBzhHmiOdIcZY42TzLHmGPNceZ4c4I50TzZPMU81ZxkTjanmFPN08xp5nRzhjnTnGWebp5hnmmeZc42zzbPMc81zzPPNy8wLzQvMueYc8155nxzgbnQXGQuNi82LzEvNS8zl5iXm0vNZeYV5pXmVebV5jXmteZ15vXmDeaN5k3mzeZy8xZzhbnSXGWuNm8115i3mbebd5h3mneZd5v3mPeaa837zHXmevN+8wFzg/mg+ZC50XzYfMR81HzMfNx8wnzSfMp82txkPmM+az5nPm++YL5ovmS+bL5ivmpuNreYr5mvm2+Yb5pvmW+b75jvmu+Z75sfmB+aH5kfm5+Yn5qfmZ+bX5hfml+ZX5vfmN+a35nfmz+YP5o/mT+bv5i/mr+Zv5t/mH+af5l/m/+Y/5r/WS0swRItyZItxVItzdItwzIty7Itx3Itz/KtwAqtyIqtxNrK2traxtrW2s7a3mpptbJ2sFpbO1ptrLZWO6u91cHaydrZ6mjtYu1q7WZ1sjpbXazdra5WwyIrtTIrtwqrtCqrtvaw9rS6Wd2tvay9rX2sfa39rB7W/lZPq5fV2+pjHWAdaB1k9bX6Wf2tg61DrEOtw6zDrSOsI60B1lHW0dYx1rHWcdZAa5B1vDXYOsEaYg21hlnDrRHWidZIa5Q12jrJGmONtcZZ460J1kTrZOsU61RrkjXZmmJNtU6zplnTrRnWTGuWdbp1hnWmdZY12zrbOsc61zrPOt+6wLrQusiaY8215lnzrQXWQmuRtdi62LrEutS6zFpiXW4ttZZZV1hXWldZV1vXWNda11nXWzdYN1o3WTdby61brBXWSmuVtdq61Vpj3Wbdbt1h3WndZd1t3WPda6217rPWWeut+60HrA3Wg9ZD1kbrYesR61HrMetx6wnrSesp62lrk/WM9az1nPW89YL1ovWS9bL1ivWqtdnaYr1mvW69Yb1pvWW9bb1jvWu9Z71vfWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW/9YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/We3sAVbtCVbthVbtTVbtw3btC3bth3btT3btwM7tCM7thN7K3trext7W3s7e3u7pd3K3sFube9ot7Hb2u3s9nYHeyd7Z7ujvYu9q72b3cnubHexd7e72g2b7NTO7Nwu7NKu7Nrew97T7mZ3t/ey97b3sfe197N72PvbPe1edm+7j32AfaB9kN3X7mf3tw+2D7EPtQ+zD7ePsI+0B9hH2Ufbx9jH2sfZA+1B9vH2YPsEe4g91B5mD7dH2CfaI+1R9mj7JHuMPdYeZ4+3J9gT7ZPtU+xT7Un2ZHuKPdU+zZ5mT7dn2DPtWfbp9hn2mfZZ9mz7bPsc+1z7PPt8+wL7Qvsie449155nz7cX2AvtRfZi+2L7EvtS+zJ7iX25vdReZl9hX2lfZV9tX2Nfa19nX2/fYN9o32TfbC+3b7FX2CvtVfZq+1Z7jX2bfbt9h32nfZd9t32Pfa+91r7PXmevt++3H7A32A/aD9kb7YftR+xH7cfsx+0n7Cftp+yn7U32M/az9nP28/YL9ov2S/bL9iv2q/Zme4v9mv26/Yb9pv2W/bb9jv2u/Z79vv2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf29/YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9r/2f08IRHNGRHNlRHNXRHN0xHNOxHNtxHNfxHN8JnNCJnNhJnK2crZ1tnG2d7ZztnZZOK2cHp7Wzo9PGaeu0c9o7HZydnJ2djs4uzq7Obk4np7PTxdnd6eo0HHJSJ3Nyp3BKp3JqZw9nT6eb093Zy9nb2cfZ19nP6eHs7/R0ejm9nT7OAc6BzkFOX6ef09852DnEOdQ5zDncOcI50hngHOUc7RzjHOsc5wx0BjnHO4OdE5whzlBnmDPcGeGc6Ix0RjmjnZOcMc5YZ5wz3pngTHROdk5xTnUmOZOdKc5U5zRnmjPdmeHMdGY5pztnOGc6ZzmznbOdc5xznfOc850LnAudi5w5zlxnnjPfWeAsdBY5i52LnUucS53LnCXO5c5SZ5lzhXOlc5VztXONc61znXO9c4Nzo3OTc7Oz3LnFWeGsdFY5q51bnTXObc7tzh3Onc5dzt3OPc69zlrnPmeds96533nA2eA86DzkbHQedh5xHnUecx53nnCedJ5ynnY2Oc84zzrPOc87LzgvOi85LzuvOK86m50tzmvO684bzpvOW87bzjvOu857zvvOB86HzkfOx84nzqfOZ87nzhfOl85XztfON863znfO984Pzo/OT87Pzi/Or85vzu/OH86fzl/O384/zr/Of24LV3BFV3JlV3FVV3N113BN13Jt13Fd13N9N3BDN3JjN3G3crd2t3G3dbdzt3dbuq3cHdzW7o5uG7et285t73Zwd3J3dju6u7i7uru5ndzObhd3d7er23DJTd3Mzd3CLd3Krd093D3dbm53dy93b3cfd193P7eHu7/b0+3l9nb7uAe4B7oHuX3dfm5/92D3EPdQ9zD3cPcI90h3gHuUe7R7jHuse5w70B3kHu8Odk9wh7hD3WHucHeEe6I70h3ljnZPcse4Y91x7nh3gjvRPdk9xT3VneROdqe4U93T3GnudHeGO9Od5Z7unuGe6Z7lznbPds9xz3XPc893L3AvdC9y57hz3XnufHeBu9Bd5C52L3YvcS91L3OXuJe7S91l7hXule5V7tXuNe617nXu9e4N7o3uTe7N7nL3FneFu9Jd5a52b3XXuLe5t7t3uHe6d7l3u/e497pr3fvcde569373AXeD+6D7kLvRfdh9xH3Ufcx93H3CfdJ9yn3a3eQ+4z7rPuc+777gvui+5L7svuK+6m52t7ivua+7b7hvum+5b7vvuO+677nvux+4H7ofuR+7n7ifup+5n7tfuF+6X7lfu9+437rfud+7P7g/uj+5P7u/uL+6v7m/u3+4f7p/uX+7/7j/uv95LTzBEz3Jkz3FUz3N0z3DMz3Lsz3Hcz3P873AC73Ii73E28rb2tvG29bbztvea+m18nbwWns7em28tl47r73XwdvJ29nr6O3i7ert5nXyOntdvN29rl7DIy/1Mi/3Cq/0Kq/29vD29Lp53b29vL29fbx9vf28Ht7+Xk+vl9fb6+Md4B3oHeT19fp5/b2DvUO8Q73DvMO9I7wjvQHeUd7R3jHesd5x3kBvkHe8N9g7wRviDfWGecO9Ed6J3khvlDfaO8kb4431xnnjvQneRO9k7xTvVG+SN9mb4k31TvOmedO9Gd5Mb5Z3uneGd6Z3ljfbO9s7xzvXO88737vAu9C7yJvjzfXmefO9Bd5Cb5G32LvYu8S71LvMW+Jd7i31lnlXeFd6V3lXe9d413rXedd7N3g3ejd5N3vLvVu8Fd5Kb5W32rvVW+Pd5t3u3eHd6d3l3e3d493rrfXu89Z56737vQe8Dd6D3kPeRu9h7xHvUe8x73HvCe9J7ynvaW+T94z3rPec97z3gvei95L3sveK96q32dvivea97r3hvem95b3tveO9673nve994H3ofeR97H3ifep95n3ufeF96X3lfe19433rfed97/3g/ej95P3s/eL96v3m/e794f3p/eX97f3j/ev957fwBV/0JV/2FV/1NV/3Dd/0Ld/2Hd/1Pd/3Az/0Iz/2E38rf2t/G39bfzt/e7+l38rfwW/t7+i38dv67fz2fgd/J39nv6O/i7+rv5vfye/sd/F397v6DZ/81M/83C/80q/82t/D39Pv5nf39/L39vfx9/X383v4+/s9/V5+b7+Pf4B/oH+Q39fv5/f3D/YP8Q/1D/MP94/wj/QH+Ef5R/vH+Mf6x/kD/UH+8f5g/wR/iD/UH+YP90f4J/oj/VH+aP8kf4w/1h/nj/cn+BP9k/1T/FP9Sf5kf4o/1T/Nn+ZP92f4M/1Z/un+Gf6Z/ln+bP9s/xz/XP88/3z/Av9C/yJ/jj/Xn+fP9xf4C/1F/mL/Yv8S/1L/Mn+Jf7m/1F/mX+Ff6V/lX+1f41/rX+df79/g3+jf5N/sL/dv8Vf4K/1V/mr/Vn+Nf5t/u3+Hf6d/l3+3f49/r7/Wv89f56/37/cf8Df4D/oP+Rv9h/1H/Ef9x/zH/Sf8J/2n/Kf9Tf4z/rP+c/7z/gv+i/5L/sv+K/6r/mZ/i/+a/7r/hv+m/5b/tv+O/67/nv++/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/73/g/+j/5P/s/+L/6v/m/+7/4f/p/+X/7f/j/+v/1/QIhACMZACOVACNdACPTACM7ACO3ACN/ACPwiCMIiCOEiCrYKtg22CbYPtgu2DlkGrYIegdbBj0CZoG7QL2gcdgp2CnYOOwS7BrsFuQaegc9Al2D3oGjQCCtIgC/KgCMqgCupgj2DPoFvQPdgr2DvYJ9g32C/oEewf9Ax6Bb2DPsEBwYHBQUHfoF/QPzg4OCQ4NDgsODw4IjgyGBAcFRwdHBMcGxwXDAwGBccHg4MTgiHB0GBYMDwYEZwYjAxGBaODk4IxwdhgXDA+mBBMDE4OTglODSYFk4MpwdTgtGBaMD2YEcwMZgWnB2cEZwZnBbODs4NzgnOD84LzgwuCC4OLgjnB3GBeMD9YECwMFgWLg4uDS4JLg8uCJcHlwdJgWXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc7A8uCVYEawMVgWrg1uDNcFtwe3BHcGdwV3B3cE9wb3B2uC+YF2wPrg/eCDYEDwYPBRsDB4OHgkeDR4LHg+eCJ4MngqeDjYFzwTPBs8FzwcvBC8GLwUvB68Erwabgy3Ba8HrwRvBm8FbwdvBO8G7wXvB+8EHwYfBR8HHwSfBp8FnwefBF8GXwVfB18E3wbfBd8H3wQ/Bj8FPwc/BL8GvwW/B78EfwZ/BX8HfwT/Bv8F/YYtQCMVQCuVQCdVQC/XQCM3QCu3QCd3QC/0wCMMwCuMwCbcKtw63CbcNtwu3D1uGrcIdwtbhjmGbsG3YLmwfdgh3CncOO4a7hLuGu4Wdws5hl3D3sGvYCClMwyzMwyIswyqswz3CPcNuYfdwr3DvcJ9w33C/sEe4f9gz7BX2DvuEB4QHhgeFfcN+Yf/w4PCQ8NDwsPDw8IjwyHBAeFR4dHhMeGx4XDgwHBQeHw4OTwiHhEPDYeHwcER4YjgyHBWODk8Kx4Rjw3Hh+HBCODE8OTwlPDWcFE4Op4RTw9PCaeH0cEY4M5wVnh6eEZ4ZnhXODs8OzwnPDc8Lzw8vCC8MLwrnhHPDeeH8cEG4MFwULg4vDi8JLw0vC5eEl4dLw2XhFeGV4VXh1eE14bXhdeH14Q3hjeFN4c3h8vCWcEW4MlwVrg5vDdeEt4W3h3eEd4Z3hXeH94T3hmvD+8J14frw/vCBcEP4YPhQuDF8OHwkfDR8LHw8fCJ8MnwqfDrcFD4TPhs+Fz4fvhC+GL4Uvhy+Er4abg63hK+Fr4dvhG+Gb4Vvh++E74bvhe+HH4Qfhh+FH4efhJ+Gn4Wfh1+EX4ZfhV+H34Tfht+F34c/hD+GP4U/h7+Ev4a/hb+Hf4R/hn+Ff4f/hP+G/0UtIiESIymSIyVSIy3SIyMyIyuyIydyIy/yoyAKoyiKoyTaKto62ibaNtou2j5qGbWKdohaRztGbaK2UbuofdQh2inaOeoY7RLtGu0WdYo6R12i3aOuUSOiKI2yKI+KqIyqqI72iPaMukXdo72ivaN9on2j/aIe0f5Rz6hX1DvqEx0QHRgdFPWN+kX9o4OjQ6JDo8Oiw6MjoiOjAdFR0dHRMdGx0XHRwGhQdHw0ODohGhINjYZFw6MR0YnRyGhUNDo6KRoTjY3GReOjCdHE6OTolOjUaFI0OZoSTY1Oi6ZF06MZ0cxoVnR6dEZ0ZnRWNDs6OzonOjc6Lzo/uiC6MLoomhPNjeZF86MF0cJoUbQ4uji6JLo0uixaEl0eLY2WRVdEV0ZXRVdH10TXRtdF10c3RDdGN0U3R8ujW6IV0cpoVbQ6ujVaE90W3R7dEd0Z3RXdHd0T3Rutje6L1kXro/ujB6IN0YPRQ9HG6OHokejR6LHo8eiJ6MnoqejpaFP0TPRs9Fz0fPRC9GL0UvRy9Er0arQ52hK9Fr0evRG9Gb0VvR29E70bvRe9H30QfRh9FH0cfRJ9Gn0WfR59EX0ZfRV9HX0TfRt9F30f/RD9GP0U/Rz9Ev0a/Rb9Hv0R/Rn9Ff0d/RP9G/0Xt4iFWIylWI6VWI21WI+N2Iyt2I6d2I292I+DOIyjOI6TeKt463ibeNt4u3j7uGXcKt4hbh3vGLeJ28bt4vZxh3ineOe4Y7xLvGu8W9wp7hx3iXePu8aNmOI0zuI8LuIyruI63iPeM+4Wd4/3iveO94n3jfeLe8T7xz3jXnHvuE98QHxgfFDcN+4X948Pjg+JD40Piw+Pj4iPjAfER8VHx8fEx8bHxQPjQfHx8eD4hHhIPDQeFg+PR8QnxiPjUfHo+KR4TDw2HhePjyfEE+OT41PiU+NJ8eR4Sjw1Pi2eFk+PZ8Qz41nx6fEZ8ZnxWfHs+Oz4nPjc+Lz4/PiC+ML4onhOPDeeF8+PF8QL40Xx4vji+JL40viyeEl8ebw0XhZfEV8ZXxVfHV8TXxtfF18f3xDfGN8U3xwvj2+JV8Qr41Xx6vjWeE18W3x7fEd8Z3xXfHd8T3xvvDa+L14Xr4/vjx+IN8QPxg/FG+OH40fiR+PH4sfjJ+In46fip+NN8TPxs/Fz8fPxC/GL8Uvxy/Er8avx5nhL/Fr8evxG/Gb8Vvx2/E78bvxe/H78Qfxh/FH8cfxJ/Gn8Wfx5/EX8ZfxV/HX8Tfxt/F38ffxD/GP8U/xz/Ev8a/xb/Hv8R/xn/Ff8d/xP/G/8X9IiERIxkRI5URI10RI9MRIzsRI7cRI38RI/CZIwiZI4SZKtkq2TbZJtk+2S7ZOWSatkh6R1smPSJmmbtEvaJx2SnZKdk47JLsmuyW5Jp6Rz0iXZPemaNBJK0iRL8qRIyqRK6mSPZM+kW9I92SvZO9kn2TfZL+mR7J/0THolvZM+yQHJgclBSd+kX9I/OTg5JDk0OSw5PDkiOTIZkByVHJ0ckxybHJcMTAYlxyeDkxOSIcnQZFgyPBmRnJiMTEYlo5OTkjHJ2GRcMj6ZkExMTk5OSU5NJiWTkynJ1OS0ZFoyPZmRzExmJacnZyRnJmcls5Ozk3OSc5PzkvOTC5ILk4uSOcncZF4yP1mQLEwWJYuTi5NLkkuTy5IlyeXJ0mRZckVyZXJVcnVyTXJtcl1yfXJDcmNyU3Jzsjy5JVmRrExWJauTW5M1yW3J7ckdyZ3JXcndyT3Jvcna5L5kXbI+uT95INmQPJg8lGxMHk4eSR5NHkseT55InkyeSp5ONiXPJM8mzyXPJy8kLyYvJS8nrySvJpuTLclryevJG8mbyVvJ28k7ybvJe9qQCSMnjB8xRh0/ZNjkSSO0yeNHd6W0/P9/U9eu9f/9XTb+93ev//md9+ih9x8ybkS/EV268keDP4g/Mv7I+aPgj5I/Kv6oDb7TFV8NfBG+Unxl+MrxVeCrxFeFL2wQNggbhA3CBmGDsEHYIGwQNlJcTnE5xeUUl1NcTnE5xeUUl9PmZfz1GTYybGTYyLCRYSPDRoaNDBsZNjJs5NjIsZFjI8dGjo0cGzk2cmzk2MixUWCjwEaBjQIbBTYKbBTYKLBRYKPARomNEhslNkpslNgosVFio8RGiY0SGxU2KmxU2KiwUWGjwkaFjQobFTYqbNTYqLFRY6PGRo2NGhs1Nmps1NioaxPyujY/G81Pan6mzc+s+Zk3P4vmZ9n8rJqfzbVGc63RXGs01xrNtUZzrdFcazTXGs21RnOt0Vyj5ho116i5Rs01aq5Rc42aa9Rco+YaNdfS5lraXEuba2lzLW2upc21tLmWNtfS5lraXMuaa1lzLWuuZc21rLmWNdey5lrWXMuaa1lzLW+u5c21vLmWN9fy5lreXMuba3lzLW+u5c21orlWNNeK5lrRXCuaa0VzrWiuFc21orlWNNfK5lrZXCuba2VzrWyulc21srlWNtfK5lrZXKuaa1VzrWquVc21qrlWNdeq5lrVXKuaa1VzrW6u1c21urlWN9fq5lrdXKuba3VzrW6uNd8Sar4l1HxLqPmWUPMtoeZbQs23hJpvCTXfEmq+JdR8S6j5llDzLaHmW0LNt4Sabwk13xJqviXUfEuo+ZZQ8y2h5ltCzbeEmm8JNd8Sar4l1HxLqPmWUPMtoeZbQs23hJpvCTXfEmq+JdR8S6j5llDzLaHmW0LNt4Sabwk13xJqviXUfEuo+ZZQ8y2h5ltCzbeEmm8JNd8Sar4l1HxLqPmWUPMtoeZbQs23hJpvCeW5PnLstImjKC/4o+SPij/q//0ouvJHgz9S/sj4gw8WfLDggwUfLPhgyQdLPlgSf/Dlki+XfLnkyyUfLPlgxQcrPljxwYoPVnyw4oMVH6z4T634csWXa75c8+WaL9d8uebLNV+u+XLNl2u+XP/v5bRrV/5o8AfxR8ofGX/k/FHwR8kfFX/w5QZfbvDBBh9s8MEGH2zwwQYfbPDBBh8kPkj8pxJfJr5MfJn4MvFl4svEl4kvp3w55cspX075csqXU76c8uWUL6d8OeXLGV/O+HLGlzO+nPHljC9nfDnjyxlfzvhyzpdzvpzz5Zwv53yZoaUMLWVoKUNLGVrK0FKGlhZ8mcWlLC5lcSmLS1lcyuJSFpeyuJTFpSwuZXEpi0tZXMri0pIvM72U6aVML2V6KdNLmV7K9FKmlzK9lOmlTC9leinTS5leyvRSppcyvZTppUwvZXop00uZXsb0MqaXMb2M6WVML2N6GdPLmF7G9DKmlzG9rMGX2WDGBjM2mLHBjA1mbDBjgxkbzNhgxgYzNpixwYwNZmwwY4MZG8zYYMYGMzaYscGMDWZsMGODGRvM2GDGBjM2mLHBjA1mbDBjgxkbzNhgxgYzNpixwYwNZmwwY4MZG8zYYMYGMzaYscGMDWZsMGODGRvM2GDGBjM2mLHBjA1mbDBjgxkbzNhgxgYzNpixwYwNZmwwY4MZG8zYYMYGMzaYscGMDWZsMGODGRvM2GDGBjM2mLHBjA1mbDBjgxkbzNhgxgYzNpixwYwNZmwwY4MZG8zZYM4GczaYs8GcDeZsMGeDORvM2WDOBnM2mLPBnA3mbDBngzkbzNlgzgZzNpizwZwN5mwwZ4M5G8zZYM4GczaYs8GcDeZsMGeDORvM2WDOBnM2mLPBnA3mbDBngzkbzNlgzgZzNpizwZwN5mwwZ4M5G8zZYM4GczaYs8GcDeZsMGeDORvM2WDOBnM2mLPBnA3mbDBngzkbzNlgzgZzNpizwZwN5mwwZ4M5G8zZYM4GczaYs8GcDeZsMGeDORvM2WDOBnM2mLPBnA3mbDBngzkbzNlgzgZzNpizwZwN5mwwZ4M5G8zZYM4GczaYs8GCDRZssGCDBRss2GDBBgs2WLDBgg0WbLBggwUbLNhgwQYLNliwwYINFmywYIMFGyzYYMEGCzZYsMGCDRZssGCDBRss2GDBBgs2WLDBgg0WbLBggwUbLNhgwQYLNliwwYINFmywYIMFGyzYYMEGCzZYsMGCDRZssGCDBRss2GDBBgs2WLDBgg0WbLBggwUbLNhgwQYLNliwwYINFmywYIMFGyzYYMEGCzZYsMGCDRZssGCDBRss2GDBBgs2WLDBgg0WbLBggwUbLNhgwQYLNliwwYINFmywYIMFGyzYYMEGCzZYsMGCDRZssGCDBRss2WDJBks2WLLBkg2WbLBkgyUbLNlgyQZLNliywZINlmywZIMlGyzZYMkGSzZYssGSDZZssGSDJRss2WDJBks2WLLBkg2WbLBkgyUbLNlgyQZLNliywZINlmywZIMlGyzZYMkGSzZYssGSDZZssGSDJRss2WDJBks2WLLBkg2WbLBkgyUbLNlgyQZLNliywZINlmywZIMlGyzZYMkGSzZYssGSDZZssGSDJRss2WDJBks2WLLBkg2WbLBkgyUbLNlgyQZLNliywZINlmywZIMlGyzZYMkGSzZYssGSDZZssGSDJRss2WDJBks2WLLBig1WbLBigxUbrNhgxQYrNlixwYoNVmywYoMVG6zYYMUGKzZYscGKDVZssGKDFRus2GDFBis2WLHBig1WbLBigxUbrNhgxQYrNlixwYoNVmywYoMVG6zYYMUGKzZYscGKDVZssGKDFRus2GDFBis2WLHBig1WbLBigxUbrNhgxQYrNlixwYoNVmywYoMVG6zYYMUGKzZYscGKDVZssGKDFRus2GDFBis2WLHBig1WbLBigxUbrNhgxQYrNlixwYoNVmywYoMVG6zYYMUGKzZYscGKDVZssGKDFRus2GDFBis2WLHBig1WbLBigxUbrNlgzQZrNlizwZoN1mywZoM1G6zZYM0GazZYs8GaDdZssGaDNRus2WDNBms2WLPBmg3WbLBmgzUbrNlgzQZrNlizwZoN1mywZoM1G6zZYM0GazZYs8GaDdZssGaDNRus2WDNBms2WLPBmg3WbLBmgzUbrNlgzQZrNlizwZoN1mywZoM1G6zZYM0GazZYs8GaDdZssGaDNRus2WDNBms2WLPBmg3WbLBmgzUbrNlgzQZrNlizwZoN1mywZoM1G6zZYM0GazZYs8GaDdZssGaDNRus2WDNBms2WLPBmg3WbLBmgzUbrNlgzQZrNljXtfE/H42uXbviq4EvwleKrwxfOb4KfJX4qvCFjQY2GthoYKOBjQY2GthoYKOBjQY2GtggbBA2CBuEDcIGYYOwQdggbBA2Umyk2EixkWIjxUaKjRQbKTZSbKTYyLCRYSPDRoaNDBsZNjJsZNjIsJFhI8dGjo0cGzk2cmzk2MixkWMjx0aOjQIbBTYKbBTYKLBRYKPARoGNAhsFNkpslNgosVFio8RGiY0SGyU2SmyU2KiwUWGjwkaFjQobFTYqbFTYqLBRYaPGRo2NGhs1Nmps1NiosVFjo8YGnDfgvAHnDThvwHkDzhtw3oDzBpw34LwB5w04b8B5A84bcN6A8wacN+C8AecNOG/AeQPOG3DegPMGnDfgvAHnDThvwHkDzhtw3oDzBpw34LwB5w04b8B5A84bcN6A8wacN+C8AecNOG/AeQPOG3DegPMGnDfgvAHnDThvwHkDzhtw3oDzBpw34LwB5w04b8B5A84bcN6A8wacN+C8AecNOG/AeQPOG3DegPMGnDfgvAHnDThvwHkDzhtw3oDzBpw34LwB5w04b8B5A84bcN6A8wacN+C8AecNOG/AeQPOG3DegPMGnDfgvAHnDThvwDnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBOcE5wTnBeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQrnKZyncJ7CeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQbnGZxncJ7BeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQ7nOZzncJ7DeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQHnBZwXcF7AeQnnJZyXcF7CeQnnJZyXcF7CeQndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1CdwndJXSX0F1BdwXdFXRX0F1BdwXdFXRX0F3hf/EKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4RwVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjlDBESo4QgVHqOAIFRyhgiNUcIQKjtC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGKN4Ixdv/+arwhQ3oRvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b4T2jdC+Edo3QvtGaN8I7RuhfSO0b/T/9XDHRAADQRDDOL33+FNLKnUGoTH79ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfbtsW+PfXvs22PfHvv22LfHvj327bFvj3177Ntj3x779ti3x7499u2xb499e+zbY98e+/bYt8e+PfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LfYt9i32LQe4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4KLgouCi4HODi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHi4eLh4uHGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi48XDj4cbDjYcbDzcebjzceLjxcOPhxsONhxsPNx5uPNx4uPFw4+HGw42HGw83Hm483Hi4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxRcEfBHQV3FNxffWhu+jQAAAB4nJWU+08UVxTH75kZVvaNuA9ggUV2BeQSlocuDExlAEmM20SKNIHyi+LVSm0tLdimVR7GpRW0D5vQRPtD/Q+YZW1dUkFircFX0ta2sWoi8QdtUQtWk6aRuj1z101NbdL2Jt/Pedy5Z869uTMTJA/WHDNmwPq8GChJZ1XSqUg6gaRTmnRKko4l6UhJR0w6oD7kXpzzEeci533Oe5wLnPOcdznnOK9xXuG8zHmJ8yLnBc5znGc5ZzjPcJ7mPMU5zTnJmegswjnGeZDzAOcI5zBnNWcVZ5hzH+cAZz9nH2cnZzPnOk6bzsCUdJcA2SDdQarSbXWz0Spfn3W5s7/7HrF7j8uze0/mN9+i/8abiFe6ES+/itix0+XZsXPg9azeXQ5n9osvIbZ1IbZud3i2bh96LSuzx/V2Y+byt1C1MqE1KHl0nTdwQrpJAikiEVLE6LK4d3ZK+g3fPcuZJy1ErUtlNSbNjZsd8kR8WpqPevLlunqr9ADnP5DuI8sec573/FPUnCaXTcLzGA3qhNboqN9bdxIaMGOHenIUJcRnj91bSbE0qNFnGhPWX6TbumhJIGHd2bp9RnUVUPnmLZGqt0pKZfWWB9OtXq8ci0+rrvM+n6z+uLJY3tgi0JYbAs3TzFZ5AgS8SB6B/rFoog/HUuivOPPlVwJVr7gz5asY4OLojbJyXmTpjZxcWf3B7ZZvTwl06gjOQnj8sAnN3oQZTJgB1Y72E9RhfOjIaAqWmT3+i8Mlf3RI1H3V8mCZS74zKtFDuGc9Yd6SkSlv2wIfjwqJB0ZXFMnVVYRWheNevO2f9wl08aqJTsAaUMaxQfykxr1+GT+f8T6sCaXRsEi/xm/nM1AvY/N6w8bT+Stk9RQ2rG9jOsuj2+PTaenyxQt6H9PHz+KxnJvhvupawBOZ6xdoWafFYmiMjAl0rD9xApfs6bzEZGGRfALeIcNACIWh8RETX5l9MDdXHh6R6EjYRA9gH3sHgPb1S7Q/nNhufSfurjMMdD/qXdQQal9Yoj+Hfw8LXWEoDIOnypkRdDpXO9NXOe2VTkuF01juNJQ5xYCTlDrrC2A9hIiTNMOzeD+6YT3emBqoxZtSDTKxQRCqiI2YoZrUokKo8ygJM0HMBEkHSiRpUIPrDONi3Fu/HExgxvWpYMT1BliC63dAKlY3I2tRIdQXqNuohygDzpiwkokcQIlgUPOxUEGhrajQvjpoqwzai6mthNrzfTa/z57rteV57eQklONry/FnWI4NEChTB6G7eLZYIAqk+VV/t/+oX7KnLbUYTWaLYUmqRZRSLAQES4Eh22sQM7x2sU68LoqfkutEsLu97oBbtDu8joBD9ECONWNJltWZ5ramSw5rwAMlSrFSpBQofiVfyVNyFY+SoTiVdMWuGBWDIipEaa5sBS09REKtDdoyPNLQxgatkoZiYl6LVkFDmrG5oy0C8H47ZjVhfwxIqybtjwlo0htf6GiLQaY+PeSZwJMkWmjT0HvtlOZoLLSxTRvMadcqdOfDnHYS0iqe0zy+Bvr30cOBIxk/4dNIUUGTVty0WStp2rSWT/bGwNDUFQNTU9dmpG9tDFIT8Sb0fGsfl4hBjZ6tburCdLX+FI+DPA76ErWe6AJ6enc91drTfeqDPOH/28B39PQmd6d7PKtlaHV40v/wdMSon3pzS0NIS21BNXdoWT4MZjAIYmDxNUSI0NgaEXQYEB0dbfVOWEMYKKhVqApUAFWKKkFZUBJKRIG6gcXZI7bI7rN7bIHNs7tsjl1jV9hldoldZBfYOXaWzbAz7DQ7xabZJDvGImyMHWQH2AgbZmG2jw2wftbHOlkzW8ds7L+exF+j/f8vofRP6lop4Q==')format("woff");}.ff10{font-family:ff10;line-height:1.100098;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">2 </div><div class="t m0 xa h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 xb h8 yb ff5 fs3 fc0 sc0 ls3 ws0">1.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">CHARAKTERYSTYKA JE<span class="_ _2"></span>DNOSTKI DOMINUJĄ<span class="_ _2"></span>CEJ<span class="ff5"> <span class="_ _2"></span><span class="ls4">................................................................................................</span> <span class="_ _3"></span>3<span class="fs4"> </span></span></span></span></div><div class="t m0 xb h8 yc ff5 fs3 fc0 sc0 ls3 ws0">2.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">ZMIANY W PODSTAW<span class="_ _2"></span>OWYCH ZASADACH ZARZ<span class="_ _2"></span>ĄDZANIA GR<span class="_ _2"></span>UPĄ<span class="_ _2"></span><span class="ff5"> <span class="_ _0"></span><span class="ls4">....................................................................<span class="ls0"> <span class="_ _3"></span>7<span class="fs4"> </span></span></span></span></span></span></div><div class="t m0 xb h8 yd ff5 fs3 fc0 sc0 ls3 ws0">3.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">OPIS NAJWAŻNIE<span class="_ _2"></span>JSZYCH ZDARZEŃ 2023 R. <span class="_ _2"></span>ORAZ ISTOTNYCH DOKONAŃ<span class="_ _2"></span> LUB NIEPOWO<span class="_ _2"></span>DZEŃ<span class="_ _2"></span><span class="ff5"> <span class="ls4">......................</span> <span class="_ _3"></span>8<span class="fs4"> </span></span></span></span></div><div class="t m0 xb h8 ye ff5 fs3 fc0 sc0 ls3 ws0">4.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">INFORMACJE O POWIĄZ<span class="_ _2"></span>ANIACH ORGANIZAC<span class="_ _2"></span>YJNYCH LUB KAPITAŁO<span class="_ _2"></span>WYCH EMITENTA Z I<span class="_ _2"></span>NNYMI </span></span></div><div class="t m0 xb h8 yf ff6 fs3 fc0 sc0 ls0 ws0">PODMIOTAMI ORAZ OK<span class="_ _2"></span>REŚLENIE<span class="_ _2"></span> JEGO GŁÓWNYCH INWES<span class="_ _2"></span>TYCJI KRAJOWYCH I Z<span class="_ _2"></span>AGRANICZNYCH<span class="_ _4"></span><span class="ff5"> <span class="ls4">.............................</span> <span class="_ _3"></span>9<span class="fs4"> </span></span></div><div class="t m0 xb h8 y10 ff5 fs3 fc0 sc0 ls3 ws0">5.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">OPIS STRUKTURY GŁÓWN<span class="_ _2"></span>YCH LOKAT KAPI<span class="_ _2"></span>TAŁOWYCH LUB <span class="_ _2"></span>GŁÓWNYCH INWES<span class="_ _2"></span>TYCJI KAPITAŁOWY<span class="_ _2"></span>CH </span></span></div><div class="t m0 xb h8 y11 ff6 fs3 fc0 sc0 ls0 ws0">DOKONANYCH W RAMA<span class="_ _2"></span>CH GRUPY KAPITAŁOWE<span class="_ _2"></span>J EMITENTA W<span class="_ _2"></span> DANYM ROKU OBRO<span class="_ _2"></span>TOWYM<span class="_ _2"></span><span class="ff5 ls4">................................<span class="ls0">. <span class="_ _3"></span><span class="ls3">10<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xb h8 y12 ff5 fs3 fc0 sc0 ls3 ws0">6.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">CHARAKTERYSTYKA PO<span class="_ _2"></span>LITYKI W ZAKRES<span class="_ _2"></span>IE KIERUNKÓW ROZ<span class="_ _2"></span>WOJU <span class="_ _2"></span>GRUPY KAPITAŁOWEJ<span class="_ _2"></span> EMITENTA<span class="_ _2"></span><span class="ff5"> <span class="ls4">.........</span> <span class="_ _3"></span><span class="ls3">10<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y13 ff5 fs3 fc0 sc0 ls3 ws0">7.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">WAŻNIEJSZE<span class="_ _2"></span> OSIĄGNIĘCIA W DZIEDZIN<span class="_ _2"></span>IE BADAŃ I ROZWOJ<span class="_ _2"></span>U<span class="ff5"> <span class="_ _0"></span><span class="ls4">.......................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">10<span class="fs4 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h8 y14 ff5 fs3 fc0 sc0 ls3 ws0">8.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">OMÓWIENIE PODS<span class="_ _2"></span>TAWOWYCH W<span class="_ _2"></span>IELKOŚCI EKONOMICZNO<span class="_ _2"></span><span class="ff5">-<span class="_ _2"></span></span>FINANSOWYCH ORAZ <span class="_ _2"></span>OPIS CZYNNIKÓW I </span></span></div><div class="t m0 xb h8 y15 ff6 fs3 fc0 sc0 ls0 ws0">ZDARZEŃ, W TYM O N<span class="_ _2"></span>IETYPOWYM CH<span class="_ _2"></span>ARAKTERZE, MAJĄC<span class="_ _2"></span>YCH WPŁYW NA DZIAŁALN<span class="_ _2"></span>OŚĆ GRUPY W 20<span class="_ _2"></span>23 R.<span class="_ _4"></span><span class="ff5"> <span class="_ _5"></span><span class="ls4">..........<span class="ls0"> <span class="_ _3"></span><span class="ls3">11<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y16 ff5 fs3 fc0 sc0 ls3 ws0">9.<span class="fs4 ls0"> <span class="_ _1"> </span><span class="ff6 fs3">INFORMACJE O PRZYJĘ<span class="_ _2"></span>TEJ STRATEGII ROZWOJ<span class="_ _2"></span>U EMITENTA I<span class="_ _2"></span> JEGO GRUPY KAPITAŁ<span class="_ _2"></span>OWEJ ORAZ </span></span></div><div class="t m0 xb h9 y17 ff6 fs3 fc0 sc0 ls0 ws0">DZIAŁANIACH PODJĘ<span class="_ _2"></span>TYCH W RAMACH JEJ RE<span class="_ _2"></span>ALIZACJI W OKRESIE<span class="_ _2"></span> OBJĘTYM RAPORTEM WRAZ <span class="_ _2"></span>Z OPISEM </div><div class="t m0 xb h8 y18 ff6 fs3 fc0 sc0 ls0 ws0">PERSPEKTYW ROZWOJ<span class="_ _2"></span>U DZIAŁALNOŚCI E<span class="_ _2"></span>MITENTA CO NAJMNIE<span class="_ _2"></span>J W NAJBLIŻS<span class="_ _2"></span>ZYM ROKU OBROTOW<span class="_ _2"></span>YM<span class="_ _2"></span><span class="ff5"> <span class="_ _6"></span><span class="ls4">.................<span class="ls0"> <span class="_ _3"></span><span class="ls3">17<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y19 ff5 fs3 fc0 sc0 ls3 ws0">10.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OBJAŚNIENIE<span class="_ _2"></span> RÓŻNIC POMIĘDZY WYNIK<span class="_ _2"></span>AMI FINANSOW<span class="_ _2"></span>YMI WYKAZANYMI W RAP<span class="_ _2"></span>ORCIE ROCZNYM A </span></span></div><div class="t m0 xb h8 y1a ff6 fs3 fc0 sc0 ls0 ws0">WCZEŚNIEJ P<span class="_ _2"></span>UBLIKOWANYMI PROGNOZAMI<span class="_ _2"></span><span class="ff5"> <span class="_ _3"></span><span class="ls4">................................................................................................<span class="_ _2"></span>..............<span class="ls0"> <span class="_ _3"></span><span class="ls3">18<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y1b ff5 fs3 fc0 sc0 ls3 ws0">11.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OPIS ISTOTNYCH CZYNN<span class="_ _2"></span>IKÓW RYZYKA I <span class="_ _2"></span>ZAGROŻEŃ, Z OKREŚ<span class="_ _2"></span>LENIE<span class="_ _2"></span>M, W JAKIM STOPNIU EMITEN<span class="_ _2"></span>T JEST NA </span></span></div><div class="t m0 xb h8 y1c ff6 fs3 fc0 sc0 ls0 ws0">NIE NARAŻONY<span class="_ _2"></span><span class="ff5"> <span class="_ _8"></span><span class="ls4">.............................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">18<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y1d ff5 fs3 fc0 sc0 ls3 ws0">12.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INSTRUMENTY FINANS<span class="_ _2"></span>OWE I ZARZĄDZANIE RYZ<span class="_ _2"></span>YKIEM<span class="_ _2"></span><span class="ff5"> <span class="ls4">.................................................................................</span> <span class="_ _6"></span><span class="ls3">22<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y1e ff5 fs3 fc0 sc0 ls3 ws0">13.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OCENA ZARZĄDZANIA ZAS<span class="_ _2"></span>OBAMI FINANSOWY<span class="_ _2"></span>MI ORAZ OCEN<span class="_ _2"></span>A ZDOLNOŚCI WYWIĄZYW<span class="_ _2"></span>ANIA SIĘ<span class="_ _2"></span> Z </span></span></div><div class="t m0 xb h8 y1f ff6 fs3 fc0 sc0 ls0 ws0">ZACIĄGNIĘTYCH ZOB<span class="_ _2"></span>OWIĄZAŃ<span class="_ _2"></span><span class="ff5"> <span class="_ _8"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">23<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y20 ff5 fs3 fc0 sc0 ls3 ws0">14.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OCENA MOŻLIWOŚCI REALIZ<span class="_ _2"></span>ACJI ZAMIE<span class="_ _2"></span>RZEŃ INWE<span class="_ _2"></span>STYCYJNYCH<span class="_ _2"></span><span class="ff5"> <span class="ls4">..................................................................</span> <span class="_ _3"></span><span class="ls3">23<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y21 ff5 fs3 fc0 sc0 ls3 ws0">15.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs3">INFORMACJA O PODS<span class="_ _2"></span>TAWOWYCH GRUPACH T<span class="_ _2"></span>OWAROWYCH<span class="_ _2"></span> <span class="_ _2"></span><span class="ls4">......................................................................</span> <span class="_ _8"></span><span class="ls3">23<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xb h8 y22 ff5 fs3 fc0 sc0 ls3 ws0">16.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs3">INFORMACJA O PODS<span class="_ _2"></span>TAWOWYCH RYNKA<span class="_ _2"></span>CH ZBYTU<span class="_ _2"></span> <span class="_ _5"></span><span class="ls4">......................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">26<span class="fs4 ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h8 y23 ff5 fs3 fc0 sc0 ls3 ws0">17.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="fs3">DOSTAWCY <span class="_ _8"></span><span class="ls4">......................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">31<span class="fs4 ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h8 y24 ff5 fs3 fc0 sc0 ls3 ws0">18.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INFORMACJA O ZAWA<span class="_ _2"></span>RTYCH UMOWACH ZNACZ<span class="_ _2"></span>ĄCYCH DLA<span class="_ _2"></span> DZIAŁALNOŚCI GRUP<span class="_ _2"></span>Y<span class="_ _2"></span><span class="ff5"> <span class="ls4">....................................</span> <span class="_ _8"></span><span class="ls3">32<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y25 ff5 fs3 fc0 sc0 ls3 ws0">19.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INFORMACJA O PODMIO<span class="_ _2"></span>CIE BADAJĄC<span class="_ _2"></span>YM SPRAWOZDANIE F<span class="_ _2"></span>INANSOWE<span class="_ _2"></span><span class="ff5"> <span class="_ _0"></span><span class="ls4">......................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">32<span class="fs4 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h8 y26 ff5 fs3 fc0 sc0 ls3 ws0">20.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">TRANSAKCJE Z PODMIO<span class="_ _2"></span>TAMI POWIĄZAN<span class="_ _2"></span>YMI<span class="ff5"> <span class="ls4">................................<span class="_ _2"></span>................................................................</span> <span class="_ _8"></span><span class="ls3">33<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y27 ff5 fs3 fc0 sc0 ls3 ws0">21.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INFORMACJA O ZACIĄGNIĘ<span class="_ _2"></span>TYCH KREDYTA<span class="_ _2"></span>CH I POŻYCZKACH<span class="_ _2"></span></span></span><span class="ls4">.........................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xb h8 y28 ff5 fs3 fc0 sc0 ls3 ws0">22.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INFORMACJA O UDZIE<span class="_ _2"></span>LONYCH KREDY<span class="_ _2"></span>TACH I POŻYCZKACH<span class="_ _4"></span><span class="ff5"> <span class="_ _0"></span><span class="ls4">...........................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">35<span class="fs4 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h8 y29 ff5 fs3 fc0 sc0 ls3 ws0">23.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OPIS ISTOTNYCH POZY<span class="_ _2"></span>CJI POZABILANSOW<span class="_ _2"></span>YCH W UJĘCIU PO<span class="_ _2"></span>DMIOTOWYM, PRZEDMI<span class="_ _2"></span>OTOWYM  I </span></span></div><div class="t m0 xb h8 y2a ff6 fs3 fc0 sc0 ls0 ws0">WARTOŚCIOWYM<span class="_ _2"></span><span class="ff5"> <span class="_ _5"></span><span class="ls4">.........................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls3">35<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y2b ff5 fs3 fc0 sc0 ls3 ws0">24.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OŚWIADCZENIE NA TE<span class="_ _2"></span>MAT INFORMACJI N<span class="_ _2"></span>IEFINANSOWYCH<span class="_ _2"></span><span class="ff5"> <span class="ls4">.........................................................................</span> <span class="_ _8"></span><span class="ls3">35<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xb h8 y2c ff5 fs3 fc0 sc0 ls3 ws0">25.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">INFORMACJA O ZNACZ<span class="_ _2"></span>ĄCYCH ZDARZEN<span class="_ _2"></span>IACH, JAKIE NASTĄPI<span class="_ _2"></span>ŁY PO DNIU BILANS<span class="_ _2"></span>OWYM<span class="_ _2"></span><span class="ff5"> <span class="_ _9"></span><span class="ls4">..............................<span class="ls0"> <span class="_ _8"></span><span class="ls3">36<span class="fs4 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h8 y2d ff5 fs3 fc0 sc0 ls3 ws0">26.<span class="fs4 ls0"> <span class="_ _7"> </span><span class="ff6 fs3">OŚWIADCZENIE O ST<span class="_ _2"></span>OSOWANIU ŁADU K<span class="_ _2"></span>ORPORACYJNEGO<span class="_ _2"></span><span class="ff5"> <span class="_ _8"></span><span class="ls4">...........................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">37<span class="fs4 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x6 ha y2e ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _a"> </span> </div></div><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1458.340000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:1421.920000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:1385.520000px;width:474.900000px;height:18.200000px;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:130.900000px;bottom:1349.100000px;width:475.400000px;height:18.210000px;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:108.900000px;bottom:1324.680000px;width:485.900000px;height:12.210000px;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:130.900000px;bottom:1288.260000px;width:475.400000px;height:18.210000px;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:108.900000px;bottom:1263.860000px;width:485.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1227.440000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:1191.020000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1154.620000px;width:475.400000px;height:18.200000px;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:108.900000px;bottom:1130.200000px;width:485.900000px;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:130.900000px;bottom:1093.780000px;width:475.400000px;height:18.210000px;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:108.900000px;bottom:1069.360000px;width:486.400000px;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:108.900000px;bottom:1044.960000px;width:485.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1008.540000px;width:475.400000px;height:18.210000px;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:108.900000px;bottom:984.120000px;width:485.900000px;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:130.900000px;bottom:947.720000px;width:475.400000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:108.900000px;bottom:923.300000px;width:485.900000px;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:130.900000px;bottom:886.880000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:850.480000px;width:475.400000px;height:18.200000px;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:108.900000px;bottom:826.060000px;width:485.900000px;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:130.900000px;bottom:789.640000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:753.220000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:716.820000px;width:474.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:680.400000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:643.980000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:607.580000px;width:474.900000px;height:18.200000px;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:130.900000px;bottom:571.160000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:534.740000px;width:474.900000px;height:18.210000px;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:130.900000px;bottom:498.340000px;width:474.900000px;height:18.200000px;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:130.900000px;bottom:461.920000px;width:475.400000px;height:18.210000px;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:108.900000px;bottom:437.500000px;width:485.900000px;height:12.210000px;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:130.900000px;bottom:401.080000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:364.680000px;width:474.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:328.260000px;width:474.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x2 y2f w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">3 </div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls5 ws0">1.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff2">CHARAKTERYS<span class="_ _0"></span>TYKA <span class="ff4">JEDNOSTKI DO<span class="_ _0"></span>MINUJĄC<span class="_ _0"></span>EJ<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 hd y31 ff2 fs6 fc0 sc0 ls6 ws0">1.1.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">INFORMACJE OGÓ<span class="_ _0"></span>LNE –<span class="ff2"> </span>JEDNOSTKA DOM<span class="_ _0"></span>INUJĄCA<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y32 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y33 ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _d"> </span>S.A. <span class="_ _d"> </span>(zwana <span class="_ _d"> </span>d<span class="_ _2"></span>alej <span class="_ _d"> </span><span class="ff3">„Spółką” <span class="_ _d"> </span>lub<span class="_ _2"></span> <span class="_ _d"> </span>„Jednostką <span class="_ _d"> </span>Dominują<span class="_ _2"></span>cą”</span>) <span class="_ _d"> </span><span class="ff3">jest <span class="_ _d"> </span>sp<span class="_ _2"></span>ółką <span class="_ _d"> </span>akcyjną <span class="_ _d"> </span>utworzon<span class="_ _2"></span>ą <span class="_ _d"> </span>w</span> opar<span class="_ _2"></span>ciu  </div><div class="t m0 x6 he y34 ff1 fs3 fc0 sc0 ls0 ws0">o Kodeks sp<span class="_ _2"></span><span class="ff3">ółek handlowych. Siedziba J<span class="_ _2"></span>ednostki <span class="_ _2"></span>Dominującej</span> <span class="ff3">mieści się <span class="_ _2"></span>we Wrocławiu p<span class="_ _2"></span>rzy ulicy Sołtysowickiej 13/1<span class="_ _2"></span>5.<span class="_ _2"></span></span> </div><div class="t m0 x6 he y35 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y36 ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span><span class="ff3">została <span class="_ _e"> </span>za<span class="_ _2"></span>wiązana <span class="_ _e"></span>aktem <span class="_ _e"></span>notarialnym <span class="_ _e"></span>sporząd<span class="_ _2"></span>zonym <span class="_ _e"></span>w <span class="_ _e"></span>dniu <span class="_ _e"></span>17 <span class="_ _e"></span>listopada <span class="_ _e"></span>1999 <span class="_ _e"></span>r<span class="_ _2"></span></span>. <span class="_ _e"></span>Posta<span class="_ _2"></span>nowieniem <span class="_ _e"></span>z <span class="_ _e"></span>dnia <span class="_ _2"></span> </div><div class="t m0 x6 he y37 ff1 fs3 fc0 sc0 ls0 ws0">3  grudnia  1999  r.  Jednostka  D<span class="ff3">ominująca</span>  <span class="ff3">zosta<span class="_ _2"></span>ła  wpisana  do  rejestru  handlowego  RHB  prowadzonego  przez  Sąd </span></div><div class="t m0 x6 he y38 ff3 fs3 fc0 sc0 ls0 ws0">Rejonowy <span class="_ _f"> </span>dla <span class="_ _f"> </span>Wrocławia <span class="_ _f"> </span>–<span class="ff1"> <span class="_ _f"> </span></span>Fabrycznej <span class="_ _f"> </span>Wydział <span class="_ _f"> </span>VI <span class="_ _f"> </span>Gospodarczy <span class="_ _e"></span>p<span class="_ _2"></span>od <span class="_ _e"></span>numerem <span class="_ _f"> </span>RHB <span class="_ _f"> </span>9053. <span class="_ _f"> </span>Postanowieniem <span class="_ _f"> </span>z <span class="_ _f"> </span>dnia <span class="_ _f"> </span>4 </div><div class="t m0 x6 he y39 ff3 fs3 fc0 sc0 ls0 ws0">grudnia <span class="_ _f"> </span>2001 <span class="_ _f"> </span>r. <span class="_ _10"> </span>Sąd <span class="_ _f"> </span>Rejon<span class="_ _2"></span>owy <span class="_ _f"> </span>dla <span class="_ _f"> </span>Wro<span class="_ _2"></span>cławia <span class="_ _10"> </span>–<span class="ff1"> <span class="_ _f"> </span></span>Fabry<span class="_ _2"></span>cznej <span class="_ _f"> </span>Wydział<span class="_ _2"></span> <span class="_ _f"> </span>VI <span class="_ _f"> </span>Gospod<span class="_ _2"></span>arczy <span class="_ _f"> </span>Krajo<span class="_ _2"></span>wego <span class="_ _f"> </span>Rejes<span class="_ _2"></span>tru <span class="_ _f"> </span>Sądowego<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y3a ff3 fs3 fc0 sc0 ls0 ws0">postanowił w<span class="_ _0"></span>pisać <span class="_ _0"></span>Jednostkę <span class="_ _3"></span>d<span class="_ _2"></span>ominującą<span class="_ _2"></span><span class="ff1"> <span class="_ _0"></span><span class="ff3">do <span class="_ _0"></span>Rejestru <span class="_ _3"></span>Prz<span class="_ _2"></span>edsiębiorców <span class="_ _0"></span>pod <span class="_ _0"></span>numerem <span class="_ _3"></span>KRS 0000066712. <span class="_ _3"></span>Wp<span class="_ _2"></span>is <span class="_ _0"></span>do <span class="_ _0"></span>rejestru </span></span></div><div class="t m0 x6 he y3b ff3 fs3 fc0 sc0 ls0 ws0">nastąpił dnia <span class="_ _2"></span>5 grudnia 2001 r. <span class="ff1"> </span></div><div class="t m0 x6 he y3c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3d ff3 fs3 fc0 sc0 ls0 ws0">Czas trwania Jedn<span class="_ _2"></span>ostki Dominującej<span class="_ _2"></span><span class="ff1"> jest nieograniczony<span class="_ _2"></span>. </span></div><div class="t m0 x6 he y3e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3f ff3 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _11"> </span>dzień <span class="_ _11"> </span>przekazania <span class="_ _11"> </span>raportu <span class="_ _11"> </span><span class="ff1">rocznego <span class="_ _11"> </span></span>Jedn<span class="_ _2"></span>ostka <span class="_ _11"> </span>Dominująca <span class="_ _11"> </span><span class="ff1">posiada <span class="_ _11"> </span>1 <span class="_ _11"> </span>oddzia</span>ł <span class="_ _11"> </span>zlokalizowany<span class="ff1"> <span class="_ _11"> </span></span>poza <span class="_ _11"> </span>siedzibą<span class="_ _2"></span><span class="ff1">,  </span></div><div class="t m0 x6 he y40 ff1 fs3 fc0 sc0 ls7 ws0">w <span class="ls0">Nadarzy<span class="_ _2"></span>nie.  </span></div><div class="t m0 x6 he y41 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y42 ff3 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _12"> </span>obszarem <span class="_ _12"> </span>działaln<span class="_ _2"></span>ości <span class="_ _12"> </span><span class="ff1">Grupy<span class="_ _2"></span> <span class="_ _12"> </span></span>jest <span class="_ _12"> </span>import <span class="_ _12"> </span>i <span class="_ _13"> </span>dystrybu<span class="_ _2"></span>cja <span class="_ _13"> </span>ar<span class="_ _2"></span>tykułów <span class="_ _13"> </span>przemysło<span class="_ _2"></span>wych, <span class="_ _13"> </span>w <span class="_ _12"> </span>ty<span class="_ _2"></span>m<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y43 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">w <span class="_ _e"></span>szczególności <span class="_ _e"></span>elektronarzęd<span class="_ _2"></span>zi <span class="_ _e"></span>i <span class="_ _e"></span>narzędzi <span class="_ _e"></span>ręcznych <span class="_ _e"></span>dla <span class="_ _e"></span>profesjonalistów <span class="_ _e"></span>i <span class="_ _e"></span>do <span class="_ _e"></span>domowego <span class="_ _e"></span>użytku. <span class="_ _e"></span>Działalno<span class="_ _2"></span>ść <span class="_ _10"> </span></span>Grupy </div><div class="t m0 x6 he y44 ff3 fs3 fc0 sc0 ls0 ws0">obejmuje <span class="_ _2"></span>d<span class="_ _2"></span>ystrybucję <span class="_ _4"></span>towarów, <span class="_ _4"></span>których <span class="_ _4"></span>głównymi<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span></span>producentami <span class="_ _4"></span>i <span class="_ _2"></span>do<span class="_ _2"></span>stawcami <span class="_ _2"></span>s<span class="_ _2"></span>ą <span class="_ _4"></span>firmy <span class="_ _2"></span>po<span class="_ _2"></span>łożone <span class="_ _4"></span>na <span class="_ _4"></span>terenie <span class="_ _2"></span>Chin. <span class="_ _4"></span>Od </div><div class="t m0 x6 he y45 ff1 fs3 fc0 sc0 ls0 ws0">wielu lat <span class="_ _2"></span>Grupa <span class="_ _2"></span><span class="ff3">realizuje strategię <span class="_ _2"></span>ekspansji <span class="_ _2"></span>na <span class="_ _2"></span>rynki międzynarod<span class="_ _2"></span>owe. Skupia <span class="_ _2"></span>się p<span class="_ _2"></span>rzede wszystk<span class="_ _2"></span>im na <span class="_ _2"></span>rynkach Europ<span class="_ _2"></span>y </span></div><div class="t m0 x6 he y46 ff3 fs3 fc0 sc0 ls0 ws0">ś<span class="ff1">rodkowej, p</span>ołu<span class="_ _2"></span>dniowej i <span class="ff1">wschodniej (Rumunia, Ukraina</span>,<span class="_ _2"></span> Kraje Bałtyckie,<span class="ff1"> </span>Węgry, Białoruś, Mołdawia, Czechy, Bułgaria i </div><div class="t m0 x6 he y47 ff1 fs3 fc0 sc0 ls0 ws0">Niemcy).  </div><div class="t m0 x6 he y48 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y49 ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _d"> </span>12 <span class="_ _d"> </span>sierpnia <span class="_ _d"> </span>2011<span class="_ _0"></span> <span class="_ _d"> </span>r. <span class="_ _d"> </span>akcje <span class="_ _d"> </span><span class="ff3">Jednostki <span class="_ _d"> </span>Dominującej</span> <span class="_ _d"> </span><span class="ff3">są <span class="_ _d"> </span>notowane <span class="_ _14"> </span>na <span class="_ _14"> </span>Giełdzie <span class="_ _d"> </span>Papierów <span class="_ _14"> </span>Wartoś<span class="_ _2"></span>ciowych <span class="_ _2"></span></span> </div><div class="t m0 x6 he y4a ff1 fs3 fc0 sc0 ls0 ws0">w Warszawie. </div><div class="t m0 x6 hd y4b ff2 fs6 fc0 sc0 ls6 ws0">1.2.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">ORGANIZACJA GRUP<span class="_ _0"></span>Y KAPITAŁOWEJ TO<span class="_ _0"></span>YA S.A.<span class="ff2"> </span></span></span></div><div class="t m0 xc he y4c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4d ff3 fs3 fc0 sc0 ls0 ws0">Na dzień <span class="ff1">31.12.2023 <span class="ls8">r. </span> <span class="_ _2"></span></span>Grupa s<span class="_ _2"></span>kłada się z następują<span class="_ _2"></span>cych podmiotów:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h6 y4e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h6 y4f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y50 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y51 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y52 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y53 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y54 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y55 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h6 y56 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y57 w4 hf"><div class="t m2 x10 h10 y58 ff2 fs7 fc2 sc0 ls0 ws0">TOYA S.A.</div><div class="t m2 x11 h10 y59 ff2 fs7 fc2 sc0 ls0 ws0">TOYA <span class="_ _0"></span>ROMA<span class="_ _2"></span>N<span class="_ _2"></span>IA <span class="_ _0"></span>S.A.</div><div class="t m2 x12 h11 y5a ff2 fs8 fc2 sc0 ls0 ws0">je<span class="_ _2"></span>dnostka<span class="_ _4"></span><span class="ff4">za<span class="_ _0"></span>le<span class="_ _2"></span>żna<span class="_ _0"></span> 99,<span class="_ _2"></span>99%</span></div><div class="t m2 x13 h12 y5b ff2 fs9 fc2 sc0 ls0 ws0">YATO<span class="_ _0"></span> <span class="_ _0"></span>TO<span class="_ _0"></span>OL<span class="_ _0"></span>S <span class="_ _0"></span>(SHA<span class="_ _0"></span>NG<span class="_ _2"></span>H<span class="_ _0"></span>AI) <span class="_ _3"></span>CO., L<span class="_ _0"></span>T<span class="_ _0"></span>D</div><div class="t m2 x14 h11 y5c ff2 fs8 fc2 sc0 ls0 ws0">je<span class="_ _2"></span>dn<span class="ff4">ostka<span class="_ _0"></span> <span class="_ _0"></span>za<span class="_ _0"></span>le<span class="_ _2"></span>żna<span class="_ _0"></span> <span class="_ _0"></span>10<span class="_ _2"></span>0<span class="_ _2"></span>%</span></div><div class="t m2 x15 h12 y5d ff2 fs9 fc2 sc0 ls0 ws0">YATO<span class="_ _0"></span> <span class="_ _0"></span>TO<span class="_ _0"></span>OL<span class="_ _0"></span>S <span class="_ _0"></span>(JIAXING)<span class="_ _2"></span> <span class="_ _3"></span>CO., <span class="_ _8"></span>LTD</div><div class="t m2 x16 h13 y5e ff2 fsa fc2 sc0 ls0 ws0">je<span class="_ _2"></span>dn<span class="ff4">ostka<span class="_ _0"></span> <span class="_ _0"></span>za<span class="_ _0"></span>le<span class="_ _2"></span>żna<span class="_ _0"></span> <span class="_ _0"></span>10<span class="_ _2"></span>0<span class="_ _2"></span>%</span></div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x2 y5f w3 h14" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeUAAAJfCAIAAADO61m7AAAACXBIWXMAAAsSAAAWJQFWJO7rAAAgAElEQVR42uzdd5hdV33u8ff9rbXPOVM06paMe8GNuIDBYAy2MSV0U0IIxVRDIAmkwKVcAqEkEEIJoYQQEkKvBhx6iAnFhWaMbWzcJUtukq0+mplz9t7r97t/7JEwAQK52IOB9/Po4dkjrKM5mvN8Z806a6/FiNjS4JrZAEAyIgDcTtc9Z0QUojUYmEtkBwwgmxKeUANmjBKJQIEZe007yTIz1t/cRjZM1iA4Z1ETfUM/mCOCaIFiLBEALMB0+z6R3dfLKhw0ToiI3P4ygG9977KXvOvzC9BrWMCTM7dGg1elEB7RD/NgHYQhm7mHGVi1c/127lH3P+6IA1a8+f2f2cqls23uGZIPrVeNWiPajHDQEQCDucBSgAGyLEyvf++Uu77itPvrZSQiC9TrHU11+fQUAIKBXUm6Ha49GRwAwoLh5h6GiEEQZAMvFka6A5XPHrv31HMe9ZAHHXfI+KCaWLXXOz7+zf+4+PoZG0vox87GaBZWWLU2AQTQMoLhFsXgjonb9Ynsvt4wl/QaEpGF67Ubm5y6cSN2j4Vvl+sKURgeUQiSaG0S3Ea3KFNBK7lBSdmnjz9i37e9+DH7T6ZelNbt2MP2+fuX7/2qf/3qh866ahZjSAneojSwCjYGBKIBClCIAkTkdDs/kfnrgqzXkIgsXK8BB+r5geOuIeTtcu2RvGQ0EQ7Sgm3MZC852vAdrQ2isM/hIXvkv37OQ/afsCqG7jTrVT67gukvn3a/W66/5ayLb9hZLYZVoNGbKA4S4YRbFAcDBtS37xPZdZ0Yeg2JyML1mmFW8gKMrz2lsIjILQNMiJQx7TFVk6xmU9m5ql897qRDnvrIex22YlCVWVhqSaJkpNI0e6X0rv9z6pnnXP7Ofz/v8ltmao4ZikXtkTDfbAtkWLaChRlfmzd6DYnIwvU6YB59dNOycasp2tv6GghHrpEAIvURiY17BlilWLyy2vjPL3/iyYeuZASBwLiROVqgBfuWeiBWjPPpDzrq/scd/sS//NeLNs61abxhstIaw7sZZQaiRPRv1yey+9qp+WsRWdD5kIC1AOJWQ8jb4xrhFgHQc4W2AZzsG2uLuUkfver5jz3hkGU9jFpUBQwgAwwDMki3cACwFM0+U/n1Lz7tD1/9wTXbhmGTyD1v5lLOpZSEFoFig9v1iey+DvVaRBa01yzgaP7HfNzqR/7b+rrywmDAoi0BpkBhXtyMTjx06bN/734nH32nAQik3C0igTEIEJHC4AEACQDMEMfuM/n+V532r//+rc9+8/JbRj3PfYcFk6HJ0RSObtcnsvs6oPlrEVnAXjMslYzbf/11awQskMxgPhyDN/RnnXqPl/zBcUtTDVoDEjmjRhmCiRwPFjAYVe7yiJlgJgeDtr7HncZ+57kPeOhxB5/+hjM2+xTyJFLlXtde57JA668til5DIrIwrPvxHpEW4FdYFazA5G3Ts8Bo+tH3OPh5T7jHZOUolbfJoyQAkcAMJNDnp2u6/4nuRwEv4Tkby9wEy/2O2e//nv7oJbbDmu1o5wB272Qu0C+tDxGRhRxfB6Okbpx4O6/ni/n3BCsre07m0574iD9/4N5jKeCMDAvvOwk4reEYgYoeEYGc2MAcsBaLEF6xFKSUBkBMJDzrlP33nTr17WecfcG6LXNlDBGt5YVZz6f3G0VkQXu9ewj7y6xw68eI0Q7TOCwjvFfqguQkGY5EYy7DxsaQo2qnT9xv4m0vesKhSxjWhwcJgqB1K0cY6M1HMQFGAKi6TzEDZIqIXZlkQvQNDzvuwPsdtf+b/+2z7/ryFVuqfVJsJcbcLdIo2AOXADvgZlGCJZiAxCi//NI+c72ERGSBe/1La6wP9EAgWoQ17Idlep2jKYhScmNjFqMlnHvaQ49+/u/dd+V4LkTmbfIcLEVUg/znz3r0ioN/+PaPf33tjuXATktDlrGg0TYVJsAcxmBCHZG0tENEfkt77ahAIhqgBSyY5icNUjam4jT43nn7S09/9FNPPGhQdtLGalS7hqu3XqP9v0YHg4x6Cfm0Bx5x14OXP+9N/7Fmw9wsxlI/5zKX6pkmDxwWSAC6nUaKei0iv1bstnsoRwRAIBFEOLwOsEZuGq/auVXVzlee/sjHnXTnAQsY8NbKbbS4goAXGBPLIm/uccCq9/zlo49e1R/rjZfSNFES+znqFG1CC6CgKqz0tReR39JeWxSL2qJYBKMktImFBIJV8lOO3POM1zzxKSceOOWlieR5EZASht2f/WUG1+gWQWcGDUyJGJTm2OVjH33t059y0upJtIHxmTxeWBGeojGUsF7YQF97EfktnQ8JkhGVN2QpzA16QFQ+N2X1797rLn/3vN9dZW1CTdosE4G+9ZPHbTIfEowWYcyMsABLINs+i5u3Pvvku+y1x9989NyNMdmUKXjJaIgWUW7THyxERH6txtcBC1aWjERpHSkjYhKzj7j7vq9+1ikrEhIRHA/LPXZ36cCtf9v97ckxf1skM4cJHrkq/rSHHPGnjz9+D5uBAVYV6ztzj8XKSF97EfktHV8DHrA5jln00CtVO73f8sGLn3jq79/70EmOGDWsGpE5okKLQDA3mF+390t/z7Fq99JoBugZOQikPI7y5w8/+qSDVrzow98+/8qNdZpw9toySvBWW1eLyG/n+LqKUfIRSuXVokGOI/fwD778iU8+8dCpbktUJkTJ3QYg4UCx8N5t9Xc76EgBQwGGwFzPkVCCjUUeOI4/fPLjL3vUo++6R7/ZgmiDlVtPX3sR+S3ttcETWxuvWO9Y3R+98o9+75i9Bn1vYBbWCyYgcjjCgQxkwBG36ebREbtnRLqnRRBsYS0wvro3fPmzH/ngu+477tvpTWj+WkR+a3tds0fasrm1L3zYwV980x8+4Ig9srcwc0fZPVkRBQTYrc5Ot9XfHoYwBAFkoB8YA+YAC1SOUoiCCpbvvCy964WPecPp9ztwqskx1NdeRH693IbrQwZWlTc+5+FPuOeePRsGreVYgNkCu3YNmf8vAQdIC/C2uL1x/vtBIhkIsAC9ksPKENnZ74OZs9sxNhXNHnn2mQ868pDDD3/2a864drvechSRX//xdUYDBCzDKjABsMhVlMQSCCQDCeTuzhizDJQVse7VD172hHuuzoltmqwxnkADupmHbnukAha09AbAEGApDRBw9xmgboERMER34gDQwCOa7qM2ml1nMrbhBYEyg2h3D94DaIEGIFBFAcBhHjjGUaqIgrFet2owjxvyyfsM3v70o46uNqRs495U8OiPwwAGrB9MCc247xzz6V7MJLSgAWn+PiARkTvU+Hp+ejccAFEM4WSBOQ0wRLHwsBxBkuNl+4lH7vWMRz/ilCNWV6gRniMSCDiCxI92tbPIxW619pkkSsDo47DIbBMCkSIKrAJBREYgWjMz74bjJYU5E1IFRxgYUaEOZkRiFESBpcbmcm9QLBFhCIC9KEApSAlewk6555Hv3/fAN3z+gs+fdeGIPTRzlY9aZvqIDKfNpSkighGYn2phuPZOFZE7XK8LEkF2h47DCRRDRHS70jGMEY6SWapm+nH3OeL1f/LggTnNimez7CQiiAQC3SxF1+dwQ6A0tIpAwAwzxJiZhQOsGSNyPCyVXXe1B1JjFmQVQbSBCnAyipvR2kDFgoiCRDIFYHknLGHCLAJGGAotBdECBTR6DVoqwyP3WvSW00+8x76rXvYvX5zFIMhgznRvm8gVOBEAWBCOaIlCeGh8LSJ3tF7DcoQbisHnx8fs7jgvDjqqAMdiZt9Jf8YjTnrqg+62LBdEU1CBeX42GdHVLX582N6iSikYDiYQViwMDdFad8DuoEJEWLABWkQPwWBpkQmvom2ZgEhBt2zdQD3iVgcaMMKTWfZkXmAtIyMK0SAYrLqlhECFVDWlLOHcMx94yKoV43//yXMuvHZ7G2yKWaoQjpgFMyIQhShAOKnDv0TkjtfrbjjcbcnfbbYXLRFACtK8Hefw2H0G//hXz9xvEmOlACAaLxFpbP4cGHDXxY8qN5NYRxon+mgqGBFArw5OE9sK1qwvg146YC9OIhaBgRbsdzuyNpwMMzADbNmdRRABpghHBhIBEm7G4mMxjDKGNNvAaVO9hFG0I0wYsCiablalDuvl1HqF4MOP3uvkezzxpe8654NfPC/GVjZuQFOVOYJBIhxgYXImIBBqtojcoXodsTvWzgzLuQwdubBHxMCnD11ZvfUlT9prkQ3CmcwBsPe9qzZsmLFgdrDnQ2eKH98bpLBfB4/bb/LAZWn+5ENL0wWf/Ppl7/nEl9ZvnGHi3ivHn/8Hj3nUCfsOrEoAwB2z5Zwr1zYcVDFq0Qvw7gev2HNxBmhoZzyfd9mG0WgUzM5qLGZOPGzFYGwMiJumy8VXXW8oc1VtZergfVYes7wEDeFhdtX6m6+56cZj7nb0njkGZfjKZ56wc+uGz31nfdubijCn5SgWAYQjdTPY0ABbRO5ovZ6fAYAFDVaB2VAV5ERM2Oyj733QS590ygHL+onhIIKGpkb+2zMv+toPbnCHM/d8trB7cO5etTdedjh7b3zOAw488WBEaj0u3Tz9V2/91HmXbdqJ8Tb1w+rNm9qXvPUTF15y1F888/7Le6ho0zb+0n987/q5AUBD9GP4iife89kPvwfD4fX6bfVprz+jbiOQGxscNFV//S3PqoCG42eed/Hr//U7gTRX2ZhvefQDjv3Hpx/nlgM846vnX3HVTUtWTH7tws+/4kknLeqNVqX01uc94vDPXvBv/3HBDTNeOB4EUEiGR8AUaxG5I/baogTNabDEnKNpa5salK0ruOOlf/j7jz3xgOUoCUEUAwFDgIzZ6G9v+vCA5VkvYRXix9ZYT2NJtHkOPQAetsPx5+/88jd/uDn6q+owoKalQmwcpX/98pVL9lzyJ484um+j5ROL7nPPu7/7y5d4WgSvE+ys71/7zIffK6NBSuf+cP0t9Rg8wIToHXbY/hNVsbDC9sL1GzfGAImI/lzg+2t3FFQBzhVcdt2Whz75kctzXH3FNWd//7KH3fcotvXKserPfv9eDzr5mBe+4YMXrJsZcRJ5EqUgE94wWoSaLSK/Mj/zDsPo1nYAMb3NfITAYs68/nmPefLJBy4mQLZIiAKvEW3QMi1HmxmVtWTJdDJINzpRul+eBpHGgjkQYfaDdTd+87Jt7WBp7SNwBA82BvZK6k1XSz72pQt3tH0gcj16yHH7TGAW9IRC4JqN0w0JuKO6/LpbkIwWpFex8x4HLs0+m6KtwI03b0PVIu9Emi1p7KbNO0c0EtfdtHH/ffZ4+tNfe9pT/nRHPbh645YGlqznSBPE76we+9s/ffwBk82gcngDM5RAwOB6w1FE7nC9jvlew7wZ77WLYsfd9sG7X3HaY+918JSPKq8dDOJWswQJYY7kyIEUrIr1gr1g5czBqvuFKAhEOMHtgbd+4uzaJ4oj9QIYpvDEHkYFqN24ZrO/6T2fnfZB7uVjD9/3gNWLQLrlsLxmc3P5jTsQ2Bl27sXXwxEcC1STMXu/ux1oaQzea5remjUziJ55w7aE15t2zFx20yy8XLrmhhOOPHSysue/8AXnX3x56S1rI9xLAzOPSW+O23vio6991sOPXLaCm3q+DSxAUK0WkTtkrw00gObNoOx88L2P+vQrTn3gXfaoGMGeMVelVAGwchsLy4QbWsDQnQQGIObnSdC9cxlAIMUwoU1RHHHJ2un/vGh9ZTNsR2W2yW6JbXjTQ9XjDMrWkfXPOOuiSzfsLBHLBnafu+5PtEEwyizHvnXpDXC/auPoiutuqVjABPKw1ZOH77m4Rs8NN2yd3rQzwL5Fqtp+FcNSytmXXEfEtpEvG+uVNH7l9bNL+9WSNKo9e8oDuqGYoc/2yD0XvftFj37ZE+6zT7Wj104zAt3h7SIid7D5kC5MkRgPOOk+L/3TB+6zaK7PYUs2JEBEA28CqIGmK7wPk49SjLqNVVOMLEYJo4xRwshiaDFMUeitwQH72jnfb9n3sqMyDqpxiz6MlggPK6NcRXiMbPCDK27MaCsfHbHPyuSzjGFiE46rr9sI2mXXXDesi9U7EXX2+sj99xh4a4gmjzbu2DxXZsE22AQ8laa09TXrNxhKgeWMrTPtBz96xu/e56gJzDpshECZAy08EKA3E4innXrPZz/p1H7y7mYZjbBF5Fffa7KtojYAqWJKYdmi3nuieeVpJ/zTc044CjW4DBirwB4AEnkMqTJgMH/mQKpt0T5j9apFeWrZXvtO+NIqBZNbv6BX0tK9Jn314mrfsSUHTbZTGTfVvTPP+0HbjLuNN6y88UfdffJbb3r4Z152/xP2m3EubTmeWG/H8m9cfF2DAdF7+JF7jhsSc9P2YHH+JTfeYoP3ffmKpqrqahm9RdT3v+dhTCDZj/r8dSM3o8+WWOLZmmoq8uRXLtk6LL1FqKebtNfEjlMfer/h3M5tZYrkZClIE6DRemAPVmXGZFs//0GHfvBFDzlyVdBaQ0VWpBOzOYbUiQcisoC6k7ksotfkAmMa7ZzyetjrHboMf/PHj73fXVbTMWQa/Ly32nrRvuzpD/kLG/eEvvOdZ37rjZ+/KKyXYsQob37Bkw46YEkylsbv1BtdfdPmazbOtL19gOkUWNJr/uzpjzx4Zd5/T3vNXzz5kS96/5YYDwA5n3/pmuKRku25ao/D9l32nTXTVTaHX3Hdzd+7Zsv5P7g8BmOM4uzv0Zu519F3dtCidctXrL0xWEWgMkczW1JGxI03bbx523DViqXrbrq+tMPjj1j93UvXjDdzfS9I/Z+cFEqJFnH/u915/0MOevXbzvjCRRsjUvK2VIuHJHI4NUMiIgs6vi4pmtSWXDe9ZLmf/uQhR3zor09/4BHLB+32Hkd5/hyA/4nTVi4bP2iqPnRiuP+iZtGkBQ2IFKXX7jx4sj5ivBw8Xg5f1KwclCvWbZjLfSQHzdwfdt/DD1nZG0c7yThir0XHHbISrZNWUDbs9E3bZwMewIPuun8ytsUZ2Mnxt5xxTtufZIBezOxR9z5s5UQK0OCN22Vrb3EmWrZm+sDVU4aW3rqlS9bffOShB5z73Ute9Yrn3+su+0+u2Gvf1Uv6qOufeEZBRJAoYz46dAL//ILH/sPpJ+y1yEdcXLdm0aA0OrdXRBa010TLaBj9ng2mUvnL55/6qieffMiyfraEPEaUCj9/d/9CqwGYISJSalKPtPniISp6L4ZjxfoBtrz2hk1RZfgWWKqiPPhe+06hsbZYM7vE2uMPX51ZFS8wny6962/ZEgAZD777AdbMIFUIH9nYVy68fqYwwpywGD71offsRxsIwLc31TU3bnOk8FgxhuOPWBXe0qwpvHjdlqXj/bEqfffcc6784eXnnPWl+9zz7kb7Kd0NGOcXNfbQLmH9lJMOf/9rTt9nefIyFx4Zu0+0ERFZkF4HUmv9yG4xfdoj7v3k4/cbcDa8ngur2QMz2p+/tX93WkwASFVxj9IQBUFnbtkfOWG9CKLNQH/rTOOeKrYwmpf9Vi+3GIHJsjFGK6YGdHbneTmrLTtqkhbloL1WLul21TYD6HnCcgVHgHstGzt47ylEyTQEr7tlesdcITLAvVdM7bdiAgFaDkvrNu+0KI976H03rF/zjnf84x887MTxQWqd6Sc2BuH872RYH+xZb7zKg6NWD/769JP2X9b0rKBuTduJiMhCyQCC/R7bU+4y9Ue/95D7HHqnxSVgVbKqAA4UVqma/Pnh9+E4jADAirEohtlHjVUFVVhqc79BFQk9mgc27WCUCYMj2n4v7bN8wrAdnARboNxpj6UeZslKOwIGt+ysLWCMpX2/7+/s/akLt9EJa6N1oIVVoD3k6FXjKREN4Y7qO5evGXru9tc+5qA7Hb73ckupCbOIH167jdHuOdF//StePD1q9+gbAeYeywjpxw7hpSEigijdhwADEykec/c9j37tk//5zO988Kw1GbVeQyKycL3OsfOJ993vzc996GI2tKb1cPYqsh8tgII0YtX/+QNJIxJo3T6qHtx9pm23S58BhRHWBPL2kYETbTh8OBjPVQ6AxRDIFaux8T7MPAIpUHz7sI4I0K3YA+920JnfP5fWK+0wpQqlQe6naB521/2ywVuQTcP+2Rdd68gB5GiOPGjVIXdaDACW4Vhz4+a51ibTyKyfx3LPa0eP80H+7yNsGj2i+zHECFgDVD3gLsvza5/xgEMPvObqtWv0GhKRhZsP2Xd5/6VPf8AYYdZr25Ktnt9POhpEY7/gXSKsCi12nftVW6+gAsgIi7YKT6grNEQT8CZqWFssus2izADMb5xdkPopBx0wOhDRtgVwuFvi0QetqsoMIphgpSaDYC+GRx20mkD3QC1wydqbACIioTlwr2V7LJlM9G4T1h2zw62zDREGVABgFrAA+FNnsEEgAwZn1CCjNGy9+Fhl/P0TDzrm6LvoNSQiC9frYR1XXrupMTTRpkQU7yEsAt3W0lF63d6nPy/YABhhEUQEGGQgiDZHnaKG1+YJqALo5TlUM8hDY2rRFhiQ5zfLDjMQGJFgJNBzF1KmgB2+z4p77LeI3nb3yxczFD/2gCWrl/a9bR0ZTDdu2bl205B0oIzncui+ey6d7K+c6E77bRvHpTdsDpgBvWjBDDjgsPTfno/v6jXQIkbwejbYpgrIRquB9Vu27ZjeodeQiCxcr2+crp76qg+f+Y2LRrDiFWyKUQCCGawA0n+BVRDRpgigAK2hVNFYtJzvPgIJ7METoiLSospRRnQibORN3RCoDIC7Ae2oYWoAMCoEFvUz2W2rjaken/SAY1iaSMmRIvXMy0OO3RtIVWKAzrxm/fWz0TdvE33l4rGVSwfZ/IBVixElR+uw76/dUsK6u+a9m5Zm+E/7/sP5bgPMsMEYUwGHyaLixeu2PublH77ymhv0GhKRhes1yJm09NXv+vwZZ6/ZBmvnJ2znD4gBDfaL3MjnQIAWlgMGOOHdXiLB1Fpq2ev2FyGwqKpyQ2v7AdZtOzt0RLfbiCNibucc2QJAEOSiscp3jXbD23sdfeeJfoXUK2GwbMAxB+/TBhGl27d74y07HMnoiFi5dLEhyNhz5ThRLALkus07QIIIdmfo0Gnx03s9v5uVo6qZo217wIg4d922//uOj980nZ1JryERWcBeRzNyrKtXv+Cd//nCt5/1w+11ICIaRunO3YoAUID59cYOBBrAES3mTzaAg8HisBZsSWeiV92cSPcYBQ60LcDwlRPjxjFEFTGoG1+7aWvD7uitCJR126fDc1gJm+vH7NLF4wjn/GkvdtCe4wfvs5R10BJHPtlvjzpk39wdnRCwtr3o2p2Ed7ugrlq1og3OIe29cqryUbHsYVeu2+rz8zW5dHta+/x5OogWPgJKAzhaeIuAIwrcgZHZplF54ye+9cS//tC515U2sut+GRFZKN396AGwMW6p44yvX/z9y9d84BWPu/OeywbRmhcwsW0iVUCAJOcnCAjv5psBOmhIRMOAEYQHrLAXFu5mIMEEA0aBZPB9Vu9R20azQm8InnPx2vsesKQqnsja4+IbtxROwncSzRjK6j2WJAS9MPUQyOytWDIIH4a1jFRV9fggZXikHECF+sIbtgfQwpz5e5fe8AcveHsaDK7ZHLRcc4xer1m3oYnUI+BEIqJY0FMBEpBBByIDgEU4ImgeYOu2tU3Pf937zrrslp1cDGZE0f2NIrKw4+tdqv4Y+2Nrb9ry4rd/7tKb6xETGPAamYUIc7ImSgKIHMi7thildZuQdFtmIwyeooR5dB8gMSx1p6wDAFcum6x86GDFzWQ6//tX1B5o61SDuX/ltdvReAoDx3JvcsnUIqB7gxDz312YYQGWIAJ5/lwFIBB1wvrNN8L6hQm0DduH3167/StX7rhmW1Mjw4z0rdPT22frW92aaKB1I+WGGDEFjD7XRpRUwSwignm64Vs+cNa5l6xrYgCQ3vZci69FZMF73b3f1rQx26S6v+wrVw6f8vL3vuMzF9xScptyRE0AKNEdtRKAo7tZxdGde+sGDyQAjMIohmLRdjMcKUryltGAyQDQ7rzfyqW2A9EAg7osu+DKredfuaHOGFbpcxdsvPCqrQBzQa/YfnsuXzQwkkDqVmukQC9awyxshphLXizYvXNoaK/bgQ3bHRGMMK+jlLpaNMrLG2SYm8/mqAvzD9dtgJf5HVLJIBzmIIGEIBw0I8LRgrPsfeb8tU971Xvf86WLt9serU3QU46ovNULSER+FePrcCAi92v02zRx9Va++gNf/4t3fHFja3ORDE0ALQbRbZux61yZXW/TOeC+a9dsgEEkNyuJYaCHtbA50AwIcP/Viw9dnjLaka8ITG4tE//nLR87+4bmfd+9/nlv/uR027N+lOAg5o4/dGm/ezhYNxNuCCtlfuqczh8dEGnZ4+rrt49mFiOabsTtEYkZ3uSKaGYNTmKIsR9cNwerEK11+zoR3i21DuRogAL2zWt6Mwv8y39c/Id/+5EvX75zR15ZY6K0FjRHatnXC0hEFkxGd/QXaeGklXBYNh86MMOJT517xbbtO05/zMmnHL5iPFnVvS1nADzD/Ee97vZFmr+TMcIaZkcKJgedHLLfYCLBuuMCBsRpDz/+gvd+q7U+rPZS1mwef/xLPzxn3jaJGIVH25vIzdYHH3dABoK77pZkONBY320R2ASqxsK7rZng8NGl12zpEe6lsAf23fJsmUtso3Hmqo1+QRXMl669ZRSH94275mjCULqZFmdGOFFa6121Yeadn/7mh75+2Y680mzMm4apW1PCwqqYei0iCz2+ZoCEW7QWDbxxtGRrKDXG//PSLae9+hNv/tT3tnfzBG2JiDYc3pgX+9Hj0BAEAtbA2jBUNW3WrCGCbkByAPAAMv1xD7zXnSZZYTpxhlbmMLGlnprDoqa0mR69DPDAvVfe84j9M5zcHVaASOZoE7yPwjT/l9IRkblIy3sAABXiSURBVNsrblpf2/Z+1AmlstFkGi7JZWmaXcqZiWjAzECK+po1a2tDkO4BlCi1YX7vpuIoSCNPX7ho42Ne9I73/dcV22LKg6mZqTgyH1qMiAL70ZS6iMgCja9vdcN5d3diWxLhznBnrjFem/3TJ87eb/XKxx+//3hliLor1a6TGbuVygS7GREWRyEi2qAnRw6r6qZyNAndwY4Mz44Tjz3s+q9cMfJesI8UsBr1MPcnhjM1ZptseOIjHjCRY/dnOD/bEnUqw7GEJiIZrMzsnoUZRbrylq3er3xmWFW4+wF3+uMnPzKhJC+W+J5PfvkLF2+yaHOUTZt27mgxRk+WALeEAgYzvamMM24XXT/9krefsW5uouFEtxjGECUIBuBEG3Cdli4iC9/rW+3IhGCUEuakWz/QRyB7sz1WvOgdn75k3d2e/tDjD15S9aOOYkwAvHsncFe+4YFM9FlK9MEUMWQ0qQpEwfxajghgvPJnnnrvr3z76htnJxrrB6eJGWOvrfvoTfR9y6OPXPnU+x44KCOkHGAXeoCFqVhumzaswMySAd0eUzYbU1dd33hZ4oMhy8xJh0486nAaMiK1SFcdtuI/LrqpQdXa4MaZZv2N2/fYe7ybbI9Sm1WMEsFtQ3zk7Itf99Hv3ji7yBMZJOqA1TYIONAaWkNhtKHN+URkwedDAhEFLMzOFGQKD+TgAJYT6kHsaB2bYuqtn7/4cS/+p+9cs72JwVzqNcGI+T37A+hOpE1AajFWZjIqxDhRhVmT0mxKu+YzEEEv8Tt7Tr7gmSeNx83h06An71ndB5A4d8BEefUzHrgkzcHbXYcqAPAgC3ttnnA6rXa0DVJYCaAK3LxlNH3TdmussUFhPmCvVf0y1/O6KnN9+AF7rYxowxipGqJ/4Q8uTXQg3MFceWk94tIt8bTXf/JF//LV66ezt2DAvOkWoUcah/XA5MgBMiJFoxeQiCxor+fXRzA5cmEuyB6JQaAAJeBOenZYastg/TZ74Zs+dNHNw5ZoLXUjX+wapc8/KNtBzEyUTYvKzUt8y3jZkdx37Z00/7Zkzr0B4uH3vsv9j16xghv69baeowefwNbFo/XPe/wpe68aRDsEb30rfARgiH4zvYhbFuOWRb51Ucx5U4iw0mzasGll2r68vX5i7vqJduseSyeQepHGkMZKxOplY4tsdik2TfiGyrevuWZ9RAEYZO0eqdrU5Fe/+wtfuWzTDKeQLGUzOEFLCXBEjWi7T8GRnTm6Df5ERBYEI+Kj51z1pH/4L2cfZgggCtDLPptj1JiVrpgJ8MheWaRAfdBKvuz3j3nwCXdbnCPTAxlOt0KYOVjm1s3sXL81KiAFR8zHrur1++MlW44WQOvJwo1N8f42b7568dXnXrrlyo1NSnb4KnvAsXudcOgBtNZIulUkSIYDpSDDt1++EVtHxTjDmMgRd9t/KpCqsn3TsH/1zdtb2rhj1qrDV48vHcsjVjmCMZqr/fybhhMxStHO2tj4oDpmFVHGPcPBcy+76TUf+Ma3r9oySmOOUkUJZ0EVqMA6cZQ9Aqkwd3fidMsFn3v/O//js0/Uy0hEFqjXHz7nmif9w38BILv5Dfzca7NeP5pT73PAXz7j5EMmPJe6tcpZ9bwJZg8z66ab4bf6s/knHqf78Ccff35ByK7f/1mfDICf+vs1DREZMMLJElFhrsVYdwd9H6X1Uqf+oNRG3IzqPWfd8Mb3f27LKP2v/hEAPPeBh6rXIrIw8v/fH/NSN9F84avfnvDZ1/3xw5clJG+TAZYCpHV3z/iu9d3dfevxc08+IEnyF/80dv/Hu7O+6xsDGGEM/GjNXe62DSxRCkHr9UoL2BzTR7948Rve/dmdeRmgzfZE5Deu17QI2E5b/ZFzbrp+0xkvPf2Uu++3ZLzbxo4G7t6J1A1GBBGIAvZ+anD/V43+H0L/o4F81DG/AjC63aaA7rbMhmiDyd0zyrpt/rqPnv3xb1wxV+3RICF02LmI3HH9f97xEUFP457GZ23yv67a8pSXv+ej5153S1MFzaJJ0YJ05IAxGkYNOLiQ787NbwI7v24FBR4gPFVuFaOl4cIbm9Nf94F/+9o127m0qcbxC52hIyLyaze+Zi8aY5oLq1v3m4ZL/+Ktn//GCQe/7An3OWhZleBAahGpG2yDgdQAC3b7diAH2e3fZABQgkYgwlvY1lHv3Z/+5rv/8wcbZrxNU/BiZSYhaq33EJHfvF6HFyAqH1oMW+QmjTcc+9g51/zwkkv+6ZXPPnyvRX0vPXogtawKwhZ2brhl6t7KTOhmRdAQvSgG3zzkc99w5pcu2tpUU6ADbWJrYKu9rEXkN3I+BFaMIzrMeykyogbqGr3Lt6b/87YzL9/iNQkfwdtRoO3ecowFvxswujvlHeEV0DLdUqc3vv9LX/nBLU1eBhJoUxnBvUHlSZs3ichv5HwICuiN9ZuoiDZhlt626O1MS89eO/yDl7z7WQ8+5tkPPWaiZz1EhGc4oo3oLcyzSlEYgXAESgSZGtRnfvf6f/j0ty5cu2WERbnMesxZFCIKKrBbwKIpbBH5jRtfM1JE5anyzJKMUbE7Qiva1nprp/NrPnzO89/6ma1hCaVqdhDNyBduAGulBhqwlIiS+zssveWzF/zhGz7xrfU+l1dUqAdlS44GQEEO0KKlDosRkd/IXgcskIECq8ESkR09EPAaZdg6p23Jv3933d9/5OwdJSP3ozBywq1ub7mdn1ZCwFsvqbfZ8cVvr33DJ7+zk0sCQL0TPgpLhbmgcibCUzTdjZciIr9p8yHRbSsaLYsHrFi3siISPWAeBNMOLHn75y646Krrn/OYk04+6k45Ar/0OutfUIsMWKnskg07/vnfz//seZdubqaMqOq5YFtXvRpVdJujhgfMuxNsRER+88bXoMNGVfFBE1UbsEJrGMWZnBWNVRma5elY/IUrdj7jtR/4+H9euHsAuwBD7NZshHTpNRtOf8HrPnrWBTfVk9aOrC0IK1YFq0iDbmNXRglYsYHrsBgR+Y0cX8MJVI2x7o6sLd395ru2i6I3NHgBEtDfGstf9aFvVXfa/0l3cWAC0QNruMHz/O5+CS0AeJ4/s7x73y87sv+UhYAFUeCARbAaglUMUxiQghGkI80BV+8oz3zn139QDkHuI4qjeIr5baO8ADPzG5jAAGfUCzRRIyKy0L3+RYbg4UEC5sGtM/Ur/+79l5542JMfdZ87L4++9wiGNY5sAMIzPcDuzDDOV9x+6vg/YEGjASxE6SM5ewEigowatm2ufPzcyz/w6a9dfXOBTTJGFm2B5jtERL3+Wb1GNzvMoM2hd/Mo3v6VNZ/7zpr3vuppR60a5Bgi4JaN6A64IRABZ3cUZHfgjUf3SD/WazoiCENKaOijlhXD+mZDt5tbvOB17zvrsu0jVHPeJ1FFnb2eTWP6YovIr7Xb9Za+IHz+8Br2ZhqbbbhmS3rJm8+8dsabVNH6GQ3gwVRgCOs2/Zg/saaL808ckmjwtOv/AwxkBU/ACJgG/u7fvvTVSzfO2NTI+9af7L4NaGgtIur1zxlhE2FRaAQSeovIyZH1zrl282mv+MBHzrlmQ11aOEDvwkyQtMDu83MRt0r3jxSgzdh1sA2zwUeI86665bl/9+n3nnXZlry6RUY18LYNWMNqZBpci4h6/bM5GKDBURoa0d3l2A5r6110w/DP3vDxF/zTF7ei34DJm4wmACctPO0eEf+0wXEgd5ujWjQId9gc+//y+e+d9pfv/swFN8xUS8OBaMJHxgKGs9emcX2lReTX3e04fw1aIBBtYngZBVOTRsDAPApHM4Mlnzj7ls2bznjF0065+35LezYMIGApCsLMUoAB+8n5EAcjIoU72DBdt3nuTZ845xNfvWSHL29TxdJUKKU7hD1ApiBAHUQgIhpf/4/BjmCQDKRoc9RAH1Y7mxKTJRYXy2dfvvmZf/WBM767YQvHAk2OOQQAB7r7V+g/Pr4upVi0KdpwDJm/d9Pw6X/zkX/7ylVbsLS1fjet0rJXmJ0GwKK1GMJn9JUWEfX6fxDdouwgu8loKwACKQHj9JxjpnGu25le+Pcf+fjZV7fsBwK5D8tdsn/yEVNKhMPbku2i63c891X/8t3r6zpPAZYsrNTB5DYO5mB2GBEJpdsqRERE8yE/u9egw5w0uMGNsx4T8DGkIX2UCktinaZuZrzsnV+89spD/uRxJ09NRt/YD5KOH7+BvTuf18FpH3zsixe/8WNfu2FY1baY4Qxn0zKZg2B3244FswcNhVohIiLq9f80dI/iNKCa34I6CtijG30ONnLaKA2QC5smvEyX6m1fvPL7a6df+7yHHLJqwjx6Cf8t1t3FTXN888fOe+8XvjtdLfEEa4doG6sGYWPFh0Rtvo2RnOZIzuTzK7Z1NqOIaD7kZ+jOAQMBGGigwRcDbR/bqmLwMSTCmVnG2Rg5tKXfunzj3/zd29Zv3GEpzQ+ndz8a6e7D4fDdH/zMh7943s602CPTS6/dWVmUNkoYLKdoBz6Twi26OyQzWEEHfYnIb8b4mt12e/N3JO6u7S977d0N5d7sji65JQJDLAJhGEUDwFrkwgqAoZnNk/9+w+AHL//Yy0478bH3vvNEblHcWCGGJfi1qza//INfP//Krc6liGLRAhjZOACwtWjDUTCY5YBEhDNGiG5bp9vsSf3ktYjIwvU6aJGqLqhxq7gu6HUpIBllUNna7eWP3valH96w4wWPP26pFYeNOPGp86591bs+c+NwolRL0TbzQ+5f4Sccge6wMRGRhRtfe0ntTBfA3UlaoGv67rkOkgnOkQfHR3nyg5/56lKbPf3UE1JVvnH51je+73M3bIcbrZ0lmgX9JH/2tVaeiMiC9vqg1VPPvP9hXYduNXewINcs3fzCrukFBnJYdnjf99y66eazv3PhniuXfPO8Hx5/zF3uZeP9UhONY2E/yZ99fdzhe+k1JCILgxHRAqPup/tf9XC1AC05iOhFFGBoBo8B0ZAlwoA+EGT7K/0kb31NYJxaLCgiCzW+zkBC7Brm7krSr+I6AIQzCqJOTFX0HJYK+iyBBuYAI3Jv1xkGv/JPWHv/iciCjq/1ryAicsdn+icQEVGvRUREvRYRUa9FRES9FhERERH5jab1fCIivx40HyIiol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSKiXouIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4jIT8r/7WOS+kcREbmdRMRt1ms861P6BxURuQPSfIiIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWIiKjXIiKiXouIqNciIqJei4iIei0iol6LiIh6LSIi6rWIiHotIiLqtYiIei0iIuq1iIio1yIi6rWI/L927BAHYBgGgqBO6v+/fKVpYSorBTPMwMRggUGvAdBrAL0G4Ky0fcyJowAMeSX3U68B+Cf/EAC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8BmHWtQxIXAZjTdnv3BjANPdZ7z1aHAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">4 </div><div class="t m0 xd h6 y60 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y61 ff3 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> podmiotów wchodzący<span class="_ _2"></span>ch w skład Grup<span class="_ _2"></span>y K<span class="_ _2"></span><span class="ff1">a</span>pitałowej<span class="ff1"> (s<span class="_ _2"></span>tan na 31 grud<span class="_ _2"></span>nia 2023 </span>oraz <span class="_ _2"></span>na dzień pub<span class="_ _2"></span>likacji </div><div class="t m0 x6 he y62 ff3 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _2"></span>z działalności Grupy Kapita<span class="_ _2"></span>łowej)<span class="ff1">: </span></div><div class="t m0 xd he y63 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y64 w5 h15"><div class="t m0 x17 h16 y65 ff2 fsb fc3 sc0 ls0 ws0">Nazwa jednostki<span class="_ _0"></span> </div></div><div class="c x18 y64 w6 h15"><div class="t m0 x17 h16 y65 ff2 fsb fc3 sc0 ls0 ws0">Siedziba </div></div><div class="c x19 y64 w7 h15"><div class="t m0 x17 h16 y65 ff4 fsb fc3 sc0 ls0 ws0">Przedmiot działalno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c x1a y64 w5 h15"><div class="t m0 x17 h16 y66 ff2 fsb fc3 sc0 ls0 ws0">Charakterystyka </div><div class="t m0 x17 h16 y65 ff4 fsb fc3 sc0 ls0 ws0">powiązania </div><div class="t m0 x17 h16 y67 ff4 fsb fc3 sc0 ls0 ws0">kapitałowego<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x1b y64 w8 h15"><div class="t m0 x1c h16 y66 ff4 fsb fc3 sc0 ls0 ws0">% własności </div><div class="t m0 x1d h16 y65 ff2 fsb fc3 sc0 ls0 ws0">i posiadanych </div><div class="t m0 x1e h16 y67 ff4 fsb fc3 sc0 ls0 ws0">praw głosu<span class="ff2"> </span></div></div><div class="c x1f y64 w9 h15"><div class="t m0 x20 h16 y66 ff2 fsb fc3 sc0 ls0 ws0">Data </div><div class="t m0 x21 h16 y65 ff2 fsb fc3 sc0 ls0 ws0">utworzenia </div><div class="t m0 x21 h16 y67 ff4 fsb fc3 sc0 ls0 ws0">powiązania<span class="ff2"> </span></div></div><div class="c x22 y64 wa h15"><div class="t m0 x23 h16 y68 ff2 fsb fc3 sc0 ls0 ws0">Metoda </div><div class="t m0 x24 h16 y66 ff2 fsb fc3 sc0 ls0 ws0">konsolidacji  </div><div class="t m0 x25 h16 y65 ff4 fsb fc3 sc0 ls0 ws0">na dzień<span class="ff2"> </span></div><div class="t m0 x26 h16 y67 ff4 fsb fc3 sc0 ls0 ws0">kończący okres </div><div class="t m0 x20 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span> </div></div><div class="c x7 y6a w5 h17"><div class="t m0 x17 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x18 y6a w6 h17"><div class="t m0 x17 h18 y65 ff3 fsb fc0 sc0 ls0 ws0">Wrocław, </div><div class="t m0 x17 h18 y67 ff1 fsb fc0 sc0 ls0 ws0">Polska </div></div><div class="c x19 y6a w7 h17"><div class="t m0 x17 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">Dystrybu<span class="ff3">c<span class="_ _0"></span>ja narzędzi i </span></div><div class="t m0 x17 h18 y67 ff3 fsb fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x1a y6a w5 h17"><div class="t m0 x17 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a </div><div class="t m0 x17 h18 y67 ff3 fsb fc0 sc0 ls0 ws0">dominująca<span class="ff1"> </span></div></div><div class="c x1b y6a w8 h17"><div class="t m0 x27 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy </div></div><div class="c x1f y6a w9 h17"><div class="t m0 x21 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy </div></div><div class="c x22 y6a wa h17"><div class="t m0 x28 h18 y65 ff1 fsb fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy <span class="ff3">–</span> </div><div class="t m0 x29 h18 y67 ff3 fsb fc0 sc0 ls0 ws0">jednostk<span class="_ _0"></span>a dominująca </div><div class="t m0 x2a h18 y6b ff1 fsb fc0 sc0 ls0 ws0">w Grupie </div></div><div class="c x7 y6c w5 h19"><div class="t m0 x17 h18 y6d ff1 fsb fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x18 y6c w6 h19"><div class="t m0 x17 h18 y6d ff1 fsb fc0 sc0 ls0 ws0">Bukareszt<span class="_ _0"></span>, </div><div class="t m0 x17 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">Rumunia </div></div><div class="c x19 y6c w7 h19"><div class="t m0 x17 h18 y6d ff3 fsb fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x17 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x1a y6c w5 h19"><div class="t m0 x17 h18 y6d ff3 fsb fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff1"> </span></div></div><div class="c x1b y6c w8 h19"><div class="t m0 x2b h18 y6d ff1 fsb fc0 sc0 ls0 ws0">99,99 </div></div><div class="c x1f y6c w9 h19"><div class="t m0 x1e h18 y6d ff1 fsb fc0 sc0 ls0 ws0">Listopad </div><div class="t m0 x2c h18 y6b ff1 fsb fc0 sc0 ls0 ws0">2003 r. </div></div><div class="c x22 y6c wa h19"><div class="t m0 x2d h18 y6d ff3 fsb fc0 sc0 ls0 ws0">Metoda pe<span class="_ _0"></span>łna<span class="ff1"> </span></div></div><div class="c x7 y6e w5 h1a"><div class="t m0 x17 h18 y6f ff1 fsb fc0 sc0 ls0 ws0">Yato Tools </div><div class="t m0 x17 h18 y70 ff1 fsb fc0 sc0 ls0 ws0">(Shanghai) Co., Ltd.<span class="_ _0"></span> </div></div><div class="c x18 y6e w6 h1a"><div class="t m0 x17 h18 y6f ff1 fsb fc0 sc0 ls0 ws0">Szanghaj, </div><div class="t m0 x17 h18 y70 ff1 fsb fc0 sc0 ls0 ws0">Chiny  </div></div><div class="c x19 y6e w7 h1a"><div class="t m0 x17 h18 y6f ff3 fsb fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x17 h18 y70 ff3 fsb fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x1a y6e w5 h1a"><div class="t m0 x17 h18 y6f ff1 fsb fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a <span class="ff3">zależna</span> </div></div><div class="c x1b y6e w8 h1a"><div class="t m0 x26 h18 y6f ff1 fsb fc0 sc0 ls9 ws0">100<span class="ls0">,00  </span></div></div><div class="c x1f y6e w9 h1a"><div class="t m0 x2e h18 y6f ff3 fsb fc0 sc0 ls0 ws0">Styczeń </div><div class="t m0 x2c h18 y70 ff1 fsb fc0 sc0 ls9 ws0">2013<span class="ls0"> <span class="lsa">r.</span> </span></div></div><div class="c x22 y6e wa h1a"><div class="t m0 x2d h18 y6f ff3 fsb fc0 sc0 ls0 ws0">Metoda pe<span class="_ _0"></span>łna <span class="ff1"> </span></div></div><div class="c x7 y71 w5 h1b"><div class="t m0 x17 h18 y72 ff1 fsb fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) </div><div class="t m0 x17 h18 y70 ff1 fsb fc0 sc0 ls0 ws0">Co., Ltd.  </div></div><div class="c x18 y71 w6 h1b"><div class="t m0 x17 h18 y72 ff1 fsb fc0 sc0 ls0 ws0">Baibu, </div><div class="t m0 x17 h18 y70 ff1 fsb fc0 sc0 ls0 ws0">Chiny  </div></div><div class="c x19 y71 w7 h1b"><div class="t m0 x17 h18 y72 ff3 fsb fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x17 h18 y70 ff3 fsb fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x1a y71 w5 h1b"><div class="t m0 x17 h18 y72 ff3 fsb fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff1"> </span></div></div><div class="c x1b y71 w8 h1b"><div class="t m0 x20 h18 y72 ff1 fsb fc0 sc0 ls0 ws0"> 100,00  </div></div><div class="c x1f y71 w9 h1b"><div class="t m0 x2f h18 y72 ff3 fsb fc0 sc0 ls0 ws0">Grudzień </div><div class="t m0 x2c h18 y70 ff1 fsb fc0 sc0 ls9 ws0">2019<span class="ls0"> <span class="lsa">r.</span> </span></div></div><div class="c x22 y71 wa h1b"><div class="t m0 x30 h18 y72 ff1 fsb fc0 sc0 ls0 ws0"> <span class="ff3">Metoda p<span class="_ _0"></span>ełna <span class="ff1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hd y73 ff2 fs6 fc0 sc0 ls6 ws0">1.3.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">ZARZĄD I RADA NA<span class="_ _0"></span>DZORCZA JEDNOSTKI<span class="_ _0"></span> DOMINUJĄCE<span class="_ _0"></span>J<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y74 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y75 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>okresie <span class="_ _2"></span>od <span class="_ _2"></span>1 <span class="_ _2"></span>stycznia <span class="_ _2"></span>2023 <span class="_ _2"></span>do <span class="_ _2"></span>31 <span class="_ _2"></span>grudn<span class="_ _2"></span>ia <span class="_ _2"></span>2023 <span class="_ _2"></span>r. <span class="_ _2"></span>oraz <span class="_ _2"></span>do <span class="_ _2"></span>dnia <span class="_ _2"></span>zatwierdzenia <span class="_ _2"></span>niniejs<span class="_ _2"></span>zego s<span class="_ _2"></span>prawozdania <span class="_ _2"></span>do <span class="_ _2"></span>publikacji<span class="_ _2"></span> </div><div class="t m0 x6 he y76 ff3 fs3 fc0 sc0 ls0 ws0">Zarząd Jedno<span class="_ _2"></span>stki Dominującej pracował w n<span class="_ _2"></span>astępującym skład<span class="_ _2"></span>zie<span class="ff1">:<span class="_ _2"></span><span class="ff8 fs1 fc4"> </span></span></div><div class="t m0 xd he y77 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _2"></span><span class="lsb">                <span class="_ _0"></span>                     <span class="_ _0"></span>                 <span class="ff3 ls0">Preze<span class="_ _0"></span>s Zarządu<span class="_ _2"></span><span class="ff1"> </span></span></span></span></span></div><div class="t m0 xd he y78 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Maciej Lubnauer<span class="lsb">                                       <span class="_ _0"></span>             <span class="_ _0"></span>   <span class="ff3 ls0">Wiceprezes Zarządu<span class="ff1"> </span></span></span></span></span></div><div class="t m0 xd he y79 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Robert Borys <span class="_ _9"></span><span class="lsb">               <span class="_ _0"></span>                   <span class="_ _0"></span>             <span class="_ _0"></span>               <span class="ff3 ls0">Wiceprezes Zarządu<span class="ff1"> </span></span></span></span></span></div><div class="t m0 x6 h6 y21 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y7a ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>okresie <span class="_ _2"></span>od <span class="_ _2"></span>1 <span class="_ _2"></span>stycznia <span class="_ _2"></span>2023 <span class="_ _2"></span>do <span class="_ _2"></span>31 <span class="_ _2"></span>grudn<span class="_ _2"></span>ia <span class="_ _2"></span>2023 <span class="_ _2"></span>r. <span class="_ _2"></span>oraz <span class="_ _2"></span>do <span class="_ _2"></span>dnia <span class="_ _2"></span>zatwierdzenia <span class="_ _2"></span>niniejs<span class="_ _2"></span>zego s<span class="_ _2"></span>prawozdania <span class="_ _2"></span>do <span class="_ _2"></span>publikacji </div><div class="t m0 x6 he y7b ff1 fs3 fc0 sc0 ls0 ws0">Rada Nadzo<span class="_ _2"></span>rcza <span class="ff3">Jednostki Dominującej <span class="_ _2"></span>pracowała w nas<span class="_ _2"></span>tępują<span class="_ _2"></span>cym składzie:</span> </div><div class="t m0 xd he y7c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Piotr Mondalski<span class="_ _2"></span>                      <span class="_ _2"></span>                                   <span class="_ _2"></span><span class="ff3">Przewodniczący Rad<span class="_ _2"></span>y Nadzorczej</span> </span></span></div><div class="t m0 xd he y7d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Jan Szmidt  <span class="_ _2"></span>                                       <span class="_ _2"></span>                         <span class="_ _2"></span><span class="ff3">Wiceprzewodn<span class="_ _2"></span>iczący Rady Nad<span class="_ _2"></span>zorczej</span> </span></span></div><div class="t m0 xd he y7e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff3">Dariusz Górka<span class="ff1 lsb">                             <span class="_ _0"></span>               <span class="_ _0"></span>                <span class="ff3 ls0">Członek Rady Nadzorczej<span class="ff1"> </span></span></span></span></span></div><div class="t m0 xd he y7f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff3">Michał Kobus<span class="_ _2"></span><span class="ff1">                           <span class="_ _2"></span>                                  <span class="_ _2"></span></span>Członek Rady N<span class="_ _2"></span>adzorczej<span class="ff1"> </span></span></span></div><div class="t m0 xd he y80 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff3">Grzegorz Maciąg<span class="ff1 lsb">                                 <span class="_ _0"></span>                   <span class="_ _0"></span>   <span class="ff3 ls0">Członek Rady Nadzo<span class="_ _2"></span>rczej<span class="ff1"> </span></span></span></span></span></div><div class="t m0 xd he y81 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff3">Wojciech Bartłomiej Pap<span class="_ _2"></span>ierak<span class="ff1"> <span class="_ _2"></span>                     <span class="_ _2"></span>          </span>Członek Rady N<span class="_ _2"></span>adzorczej<span class="ff1"> </span></span></span></div><div class="t m0 xd he y82 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff1">Beata Szmidt<span class="lsb">                            <span class="_ _0"></span>                 <span class="_ _0"></span>                 <span class="ff3 ls0">Członek Rady Nadzorczej<span class="ff1"> </span></span></span></span></span></div><div class="t m0 x6 hd y83 ff2 fs6 fc0 sc0 ls6 ws0">1.4.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">KAPITAŁ ZAKŁADOW<span class="_ _0"></span>Y<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y84 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y85 ff1 fs3 fc0 sc0 ls0 ws0">Na 31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2023 <span class="ls8">r. <span class="_ _2"></span></span><span class="ff3">kapitał<span class="_ _2"></span> pods<span class="_ _2"></span>tawowy <span class="_ _2"></span>Jednostk<span class="_ _2"></span>i Dominującej <span class="_ _2"></span></span>wynosi <span class="_ _2"></span><span class="ff2">7 <span class="ls3">504</span> 222,60</span> <span class="_ _2"></span><span class="ff3">zł <span class="_ _2"></span>i skł<span class="_ _2"></span>ada się <span class="_ _2"></span>z 75<span class="_ _2"></span></span> <span class="ls3">042</span> 226 akcji<span class="_ _2"></span> </div><div class="t m0 x6 he y86 ff3 fs3 fc0 sc0 ls0 ws0">o wartości nominalnej 0,1 <span class="_ _2"></span>zł każda. <span class="_ _2"></span><span class="ff1">W 2023 </span>r. n<span class="_ _2"></span>ie było zmian w kap<span class="_ _2"></span>itale podstawowym.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y87 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y88 ff2 fs6 fc0 sc0 ls6 ws0">1.5.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">AKCJE WŁASNE<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y89 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y8a ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _2"></span>dominująca nie posiada akcji włas<span class="_ _2"></span>nych.<span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x2 y8b wb h1c" alt="" 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MnuS/7oMUf2bbR8YtED7nvv93/tIk+L4HWCnfGjq5/76PtlNEjp7J9cc3M9Bg8wIXqHHLLvRFUsrLA9/5oNG2KARER/LvCjtdsLqgDnCi65dvMjn/7Y5TmuvOyqM390yaMeeATbeuVY9Se/e7+HnXjUS9/y0fPWzYw4iTyJUpAJbxgtQuUWkTvYf3t3YnTrP4CY3mo+QmAxZ978oic8/cT9FxMgWyREgdeINmiZlqPNjMpasmQ6GaQbnSjdL0+DSGPBHIgw+/G6G75zydZ2sLT2ETiCBxsDeyX1pqsln/rq+dvbPhC5Hj3imL0mMAt6QiFw1YbphgTcUV167c1IRgvSq9hxn/2XZp9N0Vbghpu2omqRdyDNljR246YdIxqJa2/csO9euz372W885Rl/vL0eXLlhcwNL1nOkCeK3Vo/99R8/eb/JZlA5vIEZSiBgcL0dKSJ30mrHfLVh3oz32kWx/V574f2vOeWJ9ztwykeV1w4GcYt5g4QwR3LkQApWxXrBXrBy5mDV/UIUBCKc4LbAOz9zZu0TxZF6AQxTeGIPowLUblyzyd/2gS9M+yD38tGH7r3f6kUg3XJYXrOpufSG7QjsCDv7wuvgCI4FqsmYfdC99rc0Bu81TW/NmhlEz7xhW8LrjdtnLrlxFl4uXnP9cYcfPFnZi1/6knMvvLT0lrUR7qWBmcekN8fsOfHJNz7v0YcvW8GNPd8KFiCoYovInbjaBhpA82ZQdjz8/kd87jUnP/Qeu1WMYM+Yq1KqAFi5jYVlwg0tYOjOHgMQ8zMn6N7XDCCQYpjQpiiOuGjt9H9ccE1lM2xHZbbJbolteNND1eMMypaR9U8744KL1+8oEcsG9oB77ku0QTDKLMe+e/H1cL9iw+iya2+uWMAE8pDVk4fuvrhGzw3Xb5neuCPAvkWq2n4Vw1LKmRddS8TWkS8b65U0fvl1s0v71ZI0qj17ygO6oZihz/bw3Re9/2WPf9VTHrBXtb3XTjMC3QHyIiJ3yhmSLk+RGA854QGv/OOH7rVors9hSzYkQEQDbwKogabrvA+Tj1KMui1bU4wsRgmjjFHCyGJoMUxR6K3BAfvmWT9q2feyvTIOqnGLPoyWCA8ro1xFeIxs8OPLbshoKx8dttfK5LOMYWITjiuv3QDaJVddO6yL1TsQdfb68H13G3hriCaPNmzfNFdmwTbYBDyVprT1VdesN5QCyxlbZtqPfvK0337AEROYddgIgTIHWnggQG8mEM86+b7Pf9rJ/eTdLTYabYvInaXaZFtFbQBSxZTCskW950Tz2lOO+4cXHHcEanAZMFaBPQAk8hhSZcBg/mSDVNuivcbqVYvy1LI99p7wpVUKJrd+Qa+kpXtM+urF1d5jSw6YbKcybqx7p5/z47YZdxtvWHnjj7v35Hff9ujPv+rBx+0z41zacjyx3obl377w2gYDovfow3cfNyTmpu3B4tyLbrjZBh/62mVNVdXVMnqLqB9830OYQLIf9bnrRm5Gny2xxLM11VTkya9ftGVYeotQTzdpj4ntJz/yQcO5HVvLFMnJUpAmQKP1wB6syozJtn7xww7+6MsecfiqoLWGiqxIJ2ZzDKlzFURkwXVngVlEr8kFxjTaMeX1sNc7eBn+6g+f+KB7rKZjyDS4tTfietG+6tmP+DMb94S+872nf/etX7ogrJdixChvf8nTDthvSTKWxu/WG11546arNsy0vb2A6RRY0mv+5NmPPXBl3nd3e8OfPf2xL/vw5hgPADmfe/Ga4pGS7b5qt0P2Xvb9NdNVNodfdu1NP7xq87k/vjQGY4zi7O/Wm7nfkXd30KJ1y5etvSFYRaAyRzNbUkbEDTduuGnrcNWKpetuvK60w2MPW/2Di9eMN3N9L0j9n58mSokW8eB73X3fgw54/btO+/IFGyJS8rZUi4ckcjg1ZyIid8BYu6RoUlty3fSS5X76o0cc9rG/PPWhhy0ftNt6HOX50wb+J05buWz8gKn64InhvouaRZMWNCBSlF6748DJ+rDxcuB4OXRRs3JQLlu3fi73kRw0c3/UAw89aGVvHO0k47A9Fh1z0Eq0TlpBWb/DN26bDXgAD7vnvsnYFmdgB8ffcdpZbX+SAXoxs8fd/5CVEylAgzdul6y92Zlo2Zrp/VdPGVp665Yuuuamww/e7+wfXPS617z4fvfYd3LFHnuvXtJHXf/cMwoigkQZ89HBE/jHlzzx7049bo9FPuLiujWLBqXRqcEicgdUm2gZDaPfs8FUKn/+4pNf9/QTD1rWz5aQx4hS4dbPECi0GoAZIiKlJvVIm+8eoqL3YjhWrB9gy6uv3xhVhm+GpSrKw++39xQaa4s1s0usPfbQ1ZlV8QLz6dK77ubNAZDx8HvvZ80MUoXwkY19/fzrZgojzAmL4TMfed9+tIEAfFtTXXXDVkcKjxVjOPawVeEtzZrCC9dtXjreH6vSD84+6/KfXHrWGV99wH3vbbRfUN+AcX75Yw/tEtbPOOHQD7/h1L2WJy9z4ZGx6/QcEZEFrHYgtdaP7BbTpzzm/k8/dp8BZ8PrubCaPTCjvfUDBLqTaQJAqop7lIYoCDpzy/7ICetFEG0G+ltmGvdUsYXRvOyzernFCEyWjTFaMTWgsztBzFlt3l6TtCgH7LFySbdrtxlAzxOWKzgC3GPZ2IF7TiFKpiF47c3T2+cKkQHuuWJqnxUTCNByWFq3aYdFedIjH7j+mjXvec/f/96jjh8fpNaZfm6DEc7/SYb1wZ71xqs8OGL14C9PPWHfZU3PCurWtC2JiCysDCDY77E96R5Tf/A7j3jAwXdbXAJWJasK4EBhlarJW8+/D8dhBABWjEUxzD5qrCqowlKb+w2qSOjRPLBxO6NMGBzR9ntpr+UThm3gJNgC5W67LfUwS1baETC4eUdtAWMs7fsDf2vPfz1/K52wNloHWlgF2iOOXDWeEtEQ7qi+f+maoedu/+6jDrjboXsut5SaMIv4ydVbGe3uE/03v+bl06N2t74RYO6xjJB+5ghgGiIiiNL9FmBgIsUT7r37kW98+j+e/v2PnrEmo9ZrSEQWuto5djz1gfu8/YWPXMyG1rQezl5F9qMFUJBGrPq3Pqg0IoHW7dDqwV0n6nY7/xlQGGFNIG8bGTjRhsOHg/Fc5QBYDIFcsRob78PMI5ACxbcN64gA3Yo99F4HnP6js2m90g5TqlAa5H6K5lH33CcbvAXZNOyfecHVjhxAjubwA1YddLfFAGAZjjU3bJprbTKNzPp5LPe8dvQ4n+X/Otqm0SO6H0mMgDVA1QPusTy/8TkPOXj/q65cu0avIRFZ6BmSvZf3X/nsh4wRZr22Ldnq+f2qo0E09kveW8Kq0GLnSWO19QoqgIywaKvwhLpCQzQBb6KGtcWi23rKDMD8xtwFqZ9y0AGjAxFtWwCHuyUeecCqqswggglWajII9mJ4xAGrCXQP1AIXrb0RICISmv33WLbbkslE77Z33T473DLbEGFABQBmAQuAv3BmGwQyYHBGDTJKw9aLj1XG3z3+gKOOvIdeQyKy0NUe1nH51RsbQxNtSkTxHsIi0G1dHaXX7ap6a9kGwAiLICLAIANBtDnqFDW8Nk9AFUAvz6GaQR4aU4u2wIA8vxl3mIHAiAQjgZ67nDIF7NC9Vtxnn0X0trvjvpih+NH7LVm9tO9t68hgumHzjrUbh6QDZTyXg/fefelkf+VEd9Zw2zguvn5TwAzoRQtmwAGHpf/yfHxntYEWMYLXs8E2VUA2Wg1cs3nr9unteg2JyEJX+4bp6pmv+/jp375gBCtewaYYBSCYwQog/ZdYKRFtigAK0BpKFY1Fy/n6I5DAHjwhKiItqhxlRCfCRt7UDYHKALgb0I4apgYAo0JgUT+T3bbdmOrxaQ85iqWJlBwpUs+8POLoPYFUJQbozGuuuW42+uZtoq9cPLZy6SCb77dqMaLkaB32o7WbS1h3371309UM/0XfhThfb4AZNhhjKuAwWVS8cN2WJ7z645dfdb1eQyKy0NUGOZOWvv59XzrtzDVbYe38RO78YTSgwX6ZmwAdCNDCcsAAJ7zbkySYWkste90+JQQWVVVuaG0/wLptZ4eO6HYtcUTM7ZgjWwAIglw0VvnOkW94e78j7z7Rr5B6JQyWDTjqwL3aIKJ0+4JvuHm7IxkdESuXLjYEGbuvHCeKRYBct2k7SBDB7rweOi1+cbXn98ZyVDVztG0PGBFnr9v6f9/z6RunszPpNSQiC17taEaOdfXql7z3P1767jN+sq0ORETDKN1JXxEACjC/PtmBQAM4osX8+QlwMFgc1oIt6Uz0qpsl6R6jwIG2BRi+cmLcOIaoIgZ142s3bmnYHfYVgbJu23R4Dithc/2YXbp4HOGcP1nGDth9/MC9lrIOWuLIJ/vtEQftnbsDGgLWthdcvYPwbn/VVatWtME5pD1XTlU+KpY97PJ1W3x+BieXbs9snz+7B9HCR0BpAEcLbxFwRIE7MDLbOCpv/cx3n/qXHzv72tJGdt1lIyILq7ujPQA2xs11nPatC3906ZqPvOZJd9992SBa8wImtk2kCgiQ5PyUAeHdPDRABw2JaBgwgvCAFfbCwt0MJJhgwCiQDL7X6t1q22BW6A3Bsy5c+8D9llTFE1l7XHjD5sJJ+A6iGUNZvduShKAXph4Cmb0VSwbhw7CWkaqqHh+kDI+UA6hQn3/9tgBamDP/8OLrf+8l706DwVWbgpZrjtHrNevWN5F6BJxIRBQLeipAAjLoQGQAsAhHBM0DbN22tOnFb/rQGZfcvIOLwYwoujdSRO6IsfZOVX+M/bG1N25++bu/ePFN9YgJDHiNzEKEOVkTJQFEDuSdm5fSus1Mui25EQZPUcI8ut8gMSx1J70DAFcum6x86GDFTWQ690eX1R5o61SDuX/51dvQeAoDx3JvcsnUIqB7+xDz32OYYQGWIAJ5/vQGIBB1wjWbboD1CxNo67cNv7d229cv337V1qZGhhnpW6ant83Wt7it0UDrRs0NMWIKGH2ujSipgllEBPN0w3d85IyzL1rXxAAgve25FmuLyB1U7e7duKaN2SbV/WVfv3z4jFd/8D2fP+/mktuUI2oCQInuWJcAHN0tLo7u1F03eCABYBRGMRSLtpvzSFGSt4wGTAaAdvd9Vi617YgGGNRl2XmXbzn38vV1xrBKXzxvw/lXbAGYC3rF9tl9+aKBkQRSt6IjBXrRGmZhM8Rc8mLB7n1FQ3vtdqzf5ohghHkdpdTVolFe3iDD3Hw2R12Yf7JuPbzM771KBuEwBwkkBOGgGRGOFpxl7/Pnrn3W6z74ga9euM12a22CnnJE5a1eQCJyx421w4GI3K/Rb9PElVv4+o9868/e85UNrc1FMjQBtBhEt/3GzjNsdr6J54D7zl25AQaR3KwkhoEe1sLmQDMgwH1XLz54ecpoR74iMLmlTPyfd3zqzOubD/3guhe9/bPTbc/6UYKDmDv24KX97uFg3Qy5IayU+Sl1On96MKVljyuv2zaaWYxoutG3RyRmeJMropk1OIkhxn587RysQrTW7RJFeLc0O5CjAQrYN6/pzSzwT/9+4e//9Se+dumO7XlljYnSWtAcqWVfLyARWWAZ3WFjpIWTVsJh2XzowAwn/vXsy7Zu237qE0486dAV48mq7k07A+AZ5j+tdrfL0vxdkBHWMDtSMDno5JD9BhMJ1h1KMCBOefSx533wu631YbWXsmbT+JNf+fE587ZJxCg82t5EbrY8/Jj9MhDceaclw4HG+m6LwCZQNRbebfQEh48uvmpzj3AvhT2w75Zny1xiG40zV230C6pgvnjtzaM4tG/cOWsThtLNvTgzwonSWu+K9TPv/dx3PvatS7bnlWZj3jRM3boTFlbFVG0RuWPG2gyQcIvWooE3jpZsDaXG+H9cvPmU13/m7f/6w23dzEFbIqINhzfmxX76ODQEgYA1sDYMVU2bNWuIoBuQHAA8gEx/0kPvd7dJVphOnKGVOUxsrqfmsKgpbaZHLwPcf8+V9z1s3wwnd+UVIJI52gTvozDN/56YZHkAAB58SURBVKN0ROT2shuvqW1bP+qEUtloMg2X5LI0zS7lzEQ0YGYgRX3VmrW1IUj3AEqU2jC/E1RxFKSRpy9fsOEJL3vPh/7zsq0x5cHUzFQcmQ8tRkSB/XSqXURkQcfat7hlvbuzsS2JcGe4M9cYr83+4TNn7rN65ZOP3Xe8MkTd9WrniZDdymaC3RwJi6MQEW3QkyOHVXVTOZqE7kBJhmfH8Ucfct3XLxt5L9hHCliNepj7E8OZGrNNNjz1MQ+ZyLHrI5yff4k6leFYQhORDFZmds3LjCJdfvMW71c+M6wq3Hu/u/3h0x+bUJIXS/zAZ7/25Qs3WrQ5ysaNO7a3GKMnS4BbQgGDmd5Uxhm3C66bfsW7T1s3N9FwolswY4gSBANwog24TmwXkTuq2rfY3wnBKCXMSbd+oI9A9mZbrHjZez530bp7PfuRxx64pOpHHcWYAHj3PuHOiMMDmeizlOiDKWLIaFIViIL59R4RwHjlzz35/l//3pU3zE401g9OEzPGXlv30Zvo++bHH77ymQ/cf1BGSDnALvcAC1Ox3DZtWIGZJQO6HatsNqauuK7xssQHQ5aZEw6eeNyhNGREapGuOGTFv19wY4OqtcENM801N2zbbc/xbhI+Sm1WMUoEtw7xiTMvfNMnf3DD7CJPZJCoA1bbIOBAa2gNhdGGNvwTkTtohiQQUcDC7ExBpvBADg5gOaEexPbWsTGm3vmlC5/08n/4/lXbmhjMpV4TjJg/GSCA7jzcBKQWY2Umo0KME1WYNSnNprRzhgMR9BK/tfvkS557wnjcFD4NevKe1X0AiXP7TZTXP+ehS9IcvN15dAMAD7Kw1+YJp9NqR9sghZUAqsBNm0fTN26zxhobFOb99ljVL3M9r6sy14fvt8fKiDaMkaoh+uf/+OJEB8IdzJWX1iMu3hzPevNnX/ZP37huOnsLBsybbtF6pHFYD0yOHCAjUjR6AYnIHVDt+TUUTI5cmAuyR2IQKEAJuJOeHZbaMrhmq730bR+74KZhS7SWulEwdo7Y5x+U7SBmJsrGReWmJb55vGxP7jt3Ypp/0zLn3gDx6Pvf48FHrljB9f16a8/Rg09gy+LRNS968kl7rhpEOwRveTN9BGCIfjO9iJsX4+ZFvmVRzHlTiLDSbFy/cWXatry9bmLuuol2y25LJ5B6kcaQxkrE6mVji2x2KTZO+PrKt6256pqIAjDI2j1StbHJr3//l79+ycYZTiFZymZwgpYS4Iga0XYfgiM7c3SbBoqILCBGxCfPuuJpf/efzj7MEEAUoJd9NseoMStdNxPgkb2ySIH6gJV81e8e9fDj7rU4R6YHMpxuhTBzsMytm9lxzZaogBQcMR+9qtfvj5dsOVoArScLNzbF+1u9+caFV5598ebLNzQp2aGr7CFH73HcwfvRWiPpVpEgGQ6UggzfdukGbBkV4wxjIkfca9+pQKrKto3D/pU3bWtp445Zqw5dPb50LI9Y5QjGaK72c28cTsQoRTtrY+OD6qhVRBn3DAfPvuTGN3zk29+7YvMojTlKFSWcBVWgAuvEUfYIpMLc3b/TLSx84YPv/vfPP14vIxFZ0Gp//KyrnvZ3/wmA7GY8cKvXZr1+NCc/YL8/f86JB014LnVrlbPqeRPMHmbWTUPDb/F38889Tvfbn3/8+UUjO//8v/tgAPzCP69piMiAEU6WiApzLca6e/D7KK2XOvUHpTbiJlQfOOP6t374i5tH6X/1SQDwwocerGqLyELK/39/zUvdRPPlb3xvwmff9IePXpaQvE0GWAqQ1t1z4zvXg3d3vsetnq9AkuQv/2Hs+o93xX3ntwcwwhj46eq83G1FWKIUgtbrlRawOaZPfuXCt7z/CzvyMkAb+InIXbTatAjYDlv9ibNuvG7jaa889aR777NkvNsajwbu2uPUDUYEEYgC9n5hdv9Xpf4fcv/TQX3UMb9WMLq9q4Duls6GaIPJ3TPKuq3+pk+e+elvXzZX7dYgIXTguojc2f1/3icSQU/jnsZnbfI/r9j8jFd/4JNnX3tzUwXNoknRgnTkgDEaRg04uJDv3c1vLzu/tgUFHiA8VW4Vo6Xh/BuaU9/0kX/55lXbuLSpxvFLndcjIvJrOtZmLxpjmgurW/cbh0v/7J1f+vZxB77qKQ84YFmV4EBqEakbeIOB1AALdgN4IAfZ7QZlAFCCRiDCW9iWUe/9n/vO+//jx+tnvE1T8GJlJiFqrQkRkbtqtcMLEJUPLYYtcpPGG4596qyrfnLRRf/w2ucfuseivpcePZBaVgVhCztn3DJ1b3QmdPMkaIheFINvGvKFbzn9qxdsaaop0IE2sTWw1V7ZInIXniGBFeOIDvNeioyogbpG79It6f+86/RLN3tNwkfwdhRouzckY8HvJIzuXntHeAW0TDfX6a0f/urXf3xzk5eBBNpURnBvUHnSVlAicheeIUEBvbF+ExXRJszS2xa9HWnpmWuHv/eK9z/v4Uc9/5FHTfSsh4jwDEe0Eb2FeVYpCiMQjkCJIFOD+vQfXPd3n/vu+Ws3j7Aol1mPOYtCREEFdotcNLUtInfRsTYjRVSeKs8syRgVu0O7om2tt3Y6v+HjZ734nZ/fEpZQqmY70Yx84QazVmqgAUuJKLm/3dI7vnDe77/lM9+9xufyigr1oGzO0QAoyAFatNTBNCJyF652wAIZKLAaLBHZ0QMBr1GGrXPalvzbD9b97SfO3F4ycj8KIyfc4qaY2/lpJQS89ZJ6mxxf+d7at3z2+zu4JADUO+CjsFSYCypnIjxF0920KSJy15whiW7D0mhZPGDFutUXkegB8yCYtmPJu7943gVXXPeCJ5xw4hF3yxH4lddl/5JaZMBKZRet3/6P/3buF865eFMzZURVzwXbuurVqKLbdjU8YN6dliMiclcda4MOG1XFB01UbcAKrWEUZ3JWNFZlaJanY/GXL9vxnDd+5NP/cf6uwewCDLdbsxHSxVetP/Ulb/rkGefdWE9aO7K2IKxYFawiDbotYxklYMUGroNpROQuPNaGE6gaY90dmFu6O9Z3bj5Fb2jwAiSgvyWWv+5j363utu/T7uHABKIH1nCD5/kdAxNaAPA8f256965gdmT/BUsGC6LAAYtgNQSrGKYwIAUjSEeaA67cXp773m/9uByE3EcUR/EU85tQeQFm5jdCgQHOqBdo6kZE5I6p9i8zHA8PEjAPbpmpX/s3H774+EOe/rgH3H159L1HMKxxZAMQnukBdqeUcb7l9gt/FghY0GgAC1H6SM5egIggo4ZtnSufPvvSj3zum1feVGCTjJFFW6AZEBFRtf/naqObNWbQ5tC7aRTv/vqaL35/zQdf96wjVg1yDBFwy0Z0h+kQiICzO4KyO1zHo3ukn6k2HRGEISU09FHLimF9s6HbTS1e8qYPnXHJthGqOe+TqKLOXs+mMX2xReQu4Ha9HTAInz8oh72ZxmYbrtmcXvH206+e8SZVtH5GA3gwFRjCus1D5k/H6RL9c4czGjzt/P8AA1nBEzACpoG/+ZevfuPiDTM2NfK+9Se7bwYaZouIqv1LjbaJsCg0Agm9ReTkyHpnXb3plNd85BNnXbW+Li0coHd5JkhaYNfpvYhbBPynCtBm7DxEh9ngI8Q5V9z8wr/53AfPuGRzXt0ioxp42wasYTUyDbRFRNW+NQ4GaHCUhkZ0d0i2w9p6F1w//JO3fPol//CVLeg3YPImownASQtPu0bHv2igHMjdtqsWDcIdNsf+P33ph6f8+fs/f971M9XScCCa8JGxgOHstWlcX2kRuWu4Hee1QQsEok0ML6NgatIIGJhH4WhmsOQzZ968aeNpr3nWSffeZ2nPhgEELEVBmFkKMGA/P0PiYESkcAcbpms3zb3tM2d95hsXbfflbapYmgqldAfBB8gUBKjjDkREY+1fItsRDJKBFG2OGujDamdTYrLE4mL5zEs3PfcvPnLaD9Zv5ligyTGHAOBAd9cL/WfH2qUUizZFG44h8w9vHD77rz7xL1+/YjOWttbvJlpa9gqz0wBYtBZD+Iy+0iKiat+q6BZxB9lNUlsBEEgJGKfnHDONc92O9NK//cSnz7yyZT8QyH1Y7sL984+YUiIc3pZsF1y3/YWv+6cfXFfXeQqwZGGlDia3cTAHs8OISCjdliMiIpohubVqgw5z0uAGN856TMDHkIb0USosiXWauonxqvd+5erLD/qjJ504NRl9Yz9IOn72FvjudGAHp33wqa9c+NZPffP6YVXbYoYznE3LZA6C3c0+FsweNBRqFYmIqNq3PoyP4jSgmt/iOgrYoxt9DjZy2igNkAubJrxMl+pdX7n8R2un3/iiRxy0asI8egn/JdndxY1zfPunzvngl38wXS3xBGuHaBurBmFjxYdEbb6VkZzmSM7k8yu8dSakiGiG5H/UnTwGAjDQQIMvBto+tlbF4GNIhDOzjLMxcmhLv3vphr/6m3dds2G7pTQ/tN71aKS7D4fD93/08x//yjk70mKPTC+9dkdlUdooYbCcoh34TAq36O6uzGAFHS0mInelsTa7Lfzm72bc1dxf9dq7W9K92ZVecnMEhlgEwjCKBoC1yIUVAEMzmyf/7frBj1/9qVedcvwT73/3idyiuLFCDEvwm1dsevVHv3Xu5VucSxHFogUwsnEAYGvRhqNgMMsBiQhnjBDdJlG32ZP6+WsRkYWudtAiVV1W4xaJXdDrUkAyyqCytdvKH7zrqz+5fvtLnnzMUisOG3HiX8+5+nXv+/wNw4lSLUXbzA+/78APOALd8WYiIgs91vaS2pkug7vCtEDX9F2zHyQTnCMPjo/y5Ec//42lNnvqycelqnz70i1v/dAXr98GN1o7SzQL+kH+99danSIid0C1D1g99dwHH9LV6BazCQtyzdLNOOyccGAgh2WH9333LRtvOvP75+++csl3zvnJsUfd43423i810TgW9oP876+POXQPvYZEZCExIlpg1P28f0cPXQvQkoOIXkQBhmbwGBANWSIM6ANBtnfoB3nLawLj1LJCEVnYsXYGEmLnkHdnmO6I6wAQziiIOjFV0XNYKuizBBqYA4zIvZ0nJdzhH7D2ExSRO2Csrc+CiMivC9OnQERE1RYREVVbRETV1qdARETVFhGR24UWromI/HqYv01EK/9ERH6NaIZERETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0RE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0RE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0RE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0RE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0Tk10pERIQ+DyLymxlAjbVFROR2RA20RUR+jeT5eD//c/pciIjc+WmGRERE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUVERNUWERFVW0RE1RYREVVbRERUbRERVVtERFRtERFRtUVEVG0REVG1RURE1RYRUbVFRETVFhERVVtERNUWERFVW0REVG0REVVbRERUbRERUbVFRFRtERFRtUVERNUWEVG1RURE1RYREVVbRETVFhERVVtERFRtERFVW0REVG0REVG1RURUbRERUbVFRETVFhFRtUX+Xzt2cFJBEAVR9BVMBgZkND8HQzAaczAgYygXAx8ElzZ04zmbnnUtLo8BVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBuAadvWDsD/DKBbG4CF4tAGcGsDoNoAqm0CANUGQLUBVNsEAKoNgGoDqLYJAFQbANUGUG0TAKg2AKoNoNomAFBtAFQbQLVNAKDaAKg2gGqbAEC1AVBtANU2AYBqA6DaAKptAgDVBkC1AVTbBACqDYBqA6i2CQBUGwDVBlBtEwCoNgCqDaDaJgBQbQBUG0C1TQCg2gCoNoBqmwBAtQFQbQDVNgGAagOg2gCqbQIA1QZAtQFU2wQAqg2AagOotgkAVBsA1QZQbRMAqDYAqg2g2iYAUG0AVBtAtU0AoNoAqDaAapsAQLUBUG0A1TYBgGoDoNoAqm0CANUGQLUBVNsEAKoNgGoDqLYJAFQbANUGUG0TAKg2AKoNoNomAFBtAFQbQLVNAKDaAKg2gGqbAEC1AVBtANU2AYBqA6DaAKptAgDVBkC1AVTbBACqDYBqA6i2CQBUGwDVBlBtEwCoNgCqDaDaJgBQbQBUG0C1TQCg2gCoNoBqmwBAtQFQbQDVNgGAagOg2gCqbQKAk7RtawfgfwbQrQ3AQnFoA7i1AVBtANU2AYBqA6DaAKptAgDVBkC1AVTbBACqDYBqA6i2CQBUGwDVBlBtEwCoNgCqDaDaJgBQbQBUG0C1TQCg2gCoNoBqmwBAtQFQbQDVNgGAagOg2gCqbQIA1QZgjbZGAHBrA/D34tYGcGsDoNoAqm0CANUGQLUBVNsEAKoNgGoDqLYJAFQbANUGUG0TAKg2AKoNoNomAFBtAFQbQLVNAKDaAKg2gGqbAEC1AVBtANU2AYBqA6DaAKptAgDVBkC1AVTbBACqDYBqA6i2CQBUGwDVBlBtEwCoNgCqDaDaJgBQbQBUG0C1TQCg2gCoNoBqmwBAtQFQbQDVNgGAagOg2gCqbQIA1QZAtQFU2wQAqg2AagOotgkAVBsA1QZQbRMAqDYAqg2g2iYAUG0AVBtAtU0AoNoAqDaAapsAQLUBUG0A1TYBgGoDoNoAqm0CANUGQLUBVNsEAKoNgGoDqLYJAFQbANUGUG0TAKg2AKoNoNomAFBtAFQbQLVNAKDaAKg2gGqbAEC1AVBtANU2AYBqA7DEdT9JbAGwrbY/qj2PD6MAv/p6f315+7TDJvwhAVBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUG4C0nZkktgDY1t1qtzbAmbc2AEdwawOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAa1wzk8QQADtre3/k+QXA/vwhAVBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQBUGwDVBlBtAFQbANUGUG0AVBsA1QZQbQDWuO4niS0AttXWrQ1w7K09jw9bAOzPrQ2g2gCoNgCqDaDaAKg2AKoNoNoAqDYAqg2g2gCoNgCqDaDaAKg2AKoNoNoAqDYAqg2g2gCoNgCqDaDaAKg2AKoNoNoAqDYAqg2g2gCoNgCqDaDaAKg2AKoNoNoAqDYAqg2g2gCoNgCqDaDaAKg2AKoNoNoAqDYAqg2g2gCoNgCqDXCStJ2ZJLYA2Nbdarc2wJm3NgBHcGsDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAqg2AagOoNgCqDYBqA6g2AKoNgGoDqDYAa1z3k8QWANtq69YGOE+e/QZgf25tANUGQLUBUG0A1QZAtQFQbQDVBkC1AVBtANUGQLUBUG0A1QZAtQFQbQDVBkC1AVBtANUGQLUBUG0A1QZAtQFQbQDVBkC1AVBtgJNcM5PEEAA7a+vWBjjPN67bjZE/rodEAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">5 </div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">1.6.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">SKŁAD AKCJON<span class="_ _0"></span>ARIATU<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y8d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y8e ff3 fs3 fc0 sc0 ls0 ws0">Skład <span class="_ _2"></span>ak<span class="_ _2"></span>cjonariatu <span class="_ _4"></span>Spółki <span class="_ _2"></span>z<span class="ff1">godnie <span class="_ _2"></span>z <span class="_ _4"></span>informacjami <span class="_ _2"></span>p<span class="_ _2"></span>osiadanymi <span class="_ _2"></span>przez <span class="_ _4"></span>TOYA <span class="_ _2"></span>S.A., <span class="_ _16"></span>na <span class="_ _2"></span>pod<span class="_ _2"></span>stawie <span class="_ _2"></span>informacji <span class="_ _2"></span>przeka<span class="_ _2"></span>zanych<span class="_ _2"></span> </span></div><div class="t m0 x6 he y8f ff1 fs3 fc0 sc0 ls0 ws0">Emitentowi przez akcjonar<span class="_ _2"></span>iuszy<span class="_ _2"></span> wg stanu na <span class="_ _2"></span>31 grudnia 2023: </div><div class="t m0 x6 he y90 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y91 wc h1d"><div class="t m0 x31 h16 y92 ff2 fsb fc3 sc0 ls0 ws0">Nazwa </div></div><div class="c x32 y91 wd h1d"><div class="t m0 x33 h16 y92 ff2 fsb fc3 sc0 ls0 ws0">Status </div></div><div class="c x34 y91 we h1d"><div class="t m0 x35 h16 y92 ff2 fsb fc3 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x36 y91 wf h1d"><div class="t m0 x37 h16 y92 ff2 fsb fc3 sc0 ls0 ws0">Typ akcji </div></div><div class="c x38 y91 w10 h1d"><div class="t m0 x20 h16 y93 ff4 fsb fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x39 h16 y94 ff2 fsb fc3 sc0 ls0 ws0">nominalna </div><div class="t m0 x35 h16 y95 ff2 fsb fc3 sc0 ls0 ws0">jednej akcji w </div><div class="t m0 x2a h16 y96 ff4 fsb fc3 sc0 lsc ws0">zł<span class="ff2 ls0"> </span></div></div><div class="c x3a y91 w11 h1d"><div class="t m0 x11 h16 y97 ff4 fsb fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x21 h16 y92 ff2 fsb fc3 sc0 ls0 ws0">nominalna akcji </div><div class="t m0 x3b h16 y98 ff4 fsb fc3 sc0 ls0 ws0">w zł<span class="ff2"> </span></div></div><div class="c x3c y91 w12 h1d"><div class="t m0 x3d h16 y92 ff2 fsb fc3 sc0 ls0 ws0">Struktura % </div></div><div class="c x6 y99 wc h1e"><div class="t m0 x31 h18 y9a ff1 fsb fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x32 y99 wd h1e"><div class="t m0 x3e h18 y9a ff1 fsb fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x34 y99 we h1e"><div class="t m0 x3f h18 y9a ff1 fsb fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x36 y99 wf h1e"><div class="t m0 x29 h18 y9a ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x38 y99 w10 h1e"><div class="t m0 x3b h18 y9a ff1 fsb fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x3a y99 w11 h1e"><div class="t m0 x40 h18 y9a ff1 fsb fc0 sc0 ls0 ws0">2 828 430,40 </div></div><div class="c x3c y99 w12 h1e"><div class="t m0 x30 h18 y9a ff1 fsb fc0 sc0 ls0 ws0">37,69% </div></div><div class="c x6 y9b wc h1f"><div class="t m0 x31 h18 y9c ff3 fsb fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff1"> </span></div></div><div class="c x32 y9b wd h1f"><div class="t m0 x3e h18 y9c ff1 fsb fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x34 y9b we h1f"><div class="t m0 x1e h18 y9c ff1 fsb fc0 sc0 ls0 ws0">9 652 290 </div></div><div class="c x36 y9b wf h1f"><div class="t m0 x29 h18 y9c ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x38 y9b w10 h1f"><div class="t m0 x3b h18 y9c ff1 fsb fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x3a y9b w11 h1f"><div class="t m0 x41 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">965 229,00 </div></div><div class="c x3c y9b w12 h1f"><div class="t m0 x30 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">12,86% </div></div><div class="c x6 y9d wc h20"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c x32 y9d wd h20"><div class="t m0 x42 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">osoba prawna </div></div><div class="c x34 y9d we h20"><div class="t m0 x1e h18 y9e ff1 fsb fc0 sc0 ls0 ws0">5 001 147 </div></div><div class="c x36 y9d wf h20"><div class="t m0 x29 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x38 y9d w10 h20"><div class="t m0 x3b h18 y9e ff1 fsb fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x3a y9d w11 h20"><div class="t m0 x41 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">500 114,70 </div></div><div class="c x3c y9d w12 h20"><div class="t m0 x28 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">6,66% </div></div><div class="c x6 y9f wc h21"><div class="t m0 x31 h18 ya0 ff1 fsb fc0 sc0 ls0 ws0">Pozostali      <span class="_ _0"></span>                          <span class="_ _0"></span>                   </div><div class="t m0 x31 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">- <span class="ff3">udział poniżej 5%<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x32 y9f wd h21"><div class="t m0 x43 h18 ya1 ff1 fsb fc0 sc0 ls0 ws0">nie doty<span class="_ _0"></span>czy </div></div><div class="c x34 y9f we h21"><div class="t m0 x3f h18 ya1 ff1 fsb fc0 sc0 ls0 ws0">32 104 485 </div></div><div class="c x36 y9f wf h21"><div class="t m0 x29 h18 ya1 ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x38 y9f w10 h21"><div class="t m0 x3b h18 ya1 ff1 fsb fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x3a y9f w11 h21"><div class="t m0 x40 h18 ya1 ff1 fsb fc0 sc0 ls0 ws0">3 210 448,50 </div></div><div class="c x3c y9f w12 h21"><div class="t m0 x30 h18 ya1 ff1 fsb fc0 sc0 ls0 ws0">42,79% </div></div><div class="c x6 ya2 wc h22"><div class="t m0 x43 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x32 ya2 wd h22"><div class="t m0 x43 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x34 ya2 we h22"><div class="t m0 x3f h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">75 042 226 </div></div><div class="c x36 ya2 wf h22"><div class="t m0 x44 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x38 ya2 w10 h22"><div class="t m0 x42 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x3a ya2 w11 h22"><div class="t m0 x40 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">7 504 222,60 </div></div><div class="c x3c ya2 w12 h22"><div class="t m0 x3e h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he ya4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he ya5 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z informacjami posiadanymi przez TOYA <span class="_ _0"></span>S.A., na podstawie informacji <span class="ff3">przekaza<span class="_ _2"></span>nych spółce przez akcjonariuszy </span></div><div class="t m0 x6 he ya6 ff3 fs3 fc0 sc0 ls0 ws0">posiadający<span class="_ _2"></span>mi bezpośrednio lub poś<span class="_ _2"></span>rednio co najmniej 5% ogóln<span class="_ _2"></span>ej liczby głosów na <span class="_ _2"></span>dzień <span class="_ _2"></span><span class="ff1">31 grudn<span class="_ _2"></span>ia 2023 r. byli: </span></div><div class="t m0 x6 he ya7 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ya8 w13 h23"><div class="t m0 x45 h16 ya9 ff2 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x46 ya8 w14 h23"><div class="t m0 x43 h16 ya9 ff2 fsb fc3 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x47 ya8 w15 h23"><div class="t m0 x41 h16 yaa ff4 fsb fc3 sc0 ls0 ws0">Udział w <span class="ff2">kapital<span class="_ _0"></span>e </span></div><div class="t m0 x48 h16 yab ff4 fsb fc3 sc0 ls0 ws0">zakładowym (%)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x49 ya8 w16 h23"><div class="t m0 x12 h16 ya9 ff4 fsb fc3 sc0 ls0 ws0">Liczba głosów<span class="ff2"> </span></div></div><div class="c x4a ya8 w17 h23"><div class="t m0 x2f h16 yaa ff4 fsb fc3 sc0 ls0 ws0">Udział w ogólnej li<span class="_ _0"></span>czbie głosów n<span class="_ _0"></span>a </div><div class="t m0 x4b h16 yab ff2 fsb fc3 sc0 ls0 ws0">WZA (%) </div></div><div class="c x6 yac w13 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x46 yac w14 h24"><div class="t m0 x3e h18 yad ff1 fsb fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x47 yac w15 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x49 yac w18 h24"><div class="t m0 x29 h18 yad ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x4a yac w17 h24"><div class="t m0 x4d h18 yad ff1 fsb fc0 sc0 ls0 ws0">37,69% </div></div><div class="c x6 yae w13 h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff1"> </span></div></div><div class="c x46 yae w14 h24"><div class="t m0 x3e h18 yad ff1 fsb fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x47 yae w15 h24"><div class="t m0 x4e h18 yad ff1 fsb fc0 sc0 ls0 ws0">9 652 290 </div></div><div class="c x49 yae w18 h24"><div class="t m0 x29 h18 yad ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x4a yae w17 h24"><div class="t m0 x4d h18 yad ff1 fsb fc0 sc0 ls0 ws0">12,86% </div></div><div class="c x6 yaf w13 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c x46 yaf w14 h24"><div class="t m0 x42 h18 yad ff1 fsb fc0 sc0 ls0 ws0">osoba prawna </div></div><div class="c x47 yaf w15 h24"><div class="t m0 x4e h18 yad ff1 fsb fc0 sc0 ls9 ws0">5 <span class="ls0">001 147 </span></div></div><div class="c x49 yaf w18 h24"><div class="t m0 x29 h18 yad ff3 fsb fc0 sc0 ls0 ws0">zwykłe,  na okazici<span class="_ _0"></span>ela<span class="ff1"> </span></div></div><div class="c x4a yaf w17 h24"><div class="t m0 x4f h18 yad ff1 fsb fc0 sc0 ls0 ws0">6,66% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 yb0 ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yb1 ff3 fs3 fc0 sc0 ls0 ws0">Pomiędzy dniem <span class="ff1">przekaza<span class="_ _2"></span>nia poprzedn<span class="_ _2"></span>iego raportu okresowego (tj. od <span class="_ _2"></span>9 lis<span class="_ _2"></span>topada 2023 r.) </span>a 31 grud<span class="_ _2"></span>nia 2023 r. a także </div><div class="t m0 x6 he yb2 ff3 fs3 fc0 sc0 ls0 ws0">po <span class="_ _16"></span>zakończeniu <span class="_ _16"></span>roku<span class="_ _2"></span> <span class="_ _16"></span>2023 <span class="_ _16"></span><span class="ff1">do <span class="_ _16"></span>dnia <span class="_ _16"></span>zatwierdzenia <span class="_ _16"></span>nin<span class="_ _2"></span>iejszego <span class="_ _16"></span>sprawozdania <span class="_ _16"></span>d<span class="_ _2"></span>o <span class="_ _4"></span>pub<span class="_ _2"></span>likacji <span class="_ _16"></span>nie <span class="_ _16"></span></span>miały <span class="_ _16"></span>miejsca <span class="_ _e"></span><span class="ff1">zmiany <span class="_ _16"></span>w </span></div><div class="t m0 x6 he yb3 ff3 fs3 fc0 sc0 ls0 ws0">strukturze wła<span class="_ _2"></span>sności znacznych pakietów akcj<span class="_ _2"></span>i TOYA S.A.:<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x6 he yb4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yb5 ff3 fs3 fc0 sc0 ls0 ws0">Po zakończeniu r<span class="_ _2"></span>oku 202<span class="ff1">3 </span>nie b<span class="_ _2"></span>yło zmian w znacz<span class="_ _2"></span>ących pakietach akcji. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he yb6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd yb7 ff2 fs6 fc0 sc0 ls6 ws0">1.7.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">AKCJE BĘDĄCE W <span class="_ _0"></span>POSIADANIU OSÓB ZAR<span class="_ _0"></span>ZĄDZAJĄCYCH I <span class="_ _0"></span>NADZORUJĄCYCH<span class="ff2"> </span></span></span></div><div class="t m0 x6 h25 yb8 ff2 fs4 fc0 sc0 ls0 ws0">1.7.1.<span class="ff8"> <span class="_ _17"> </span><span class="ff4">Akcje posiadane przez członków Zarządu</span></span> <span class="ff4">Jednostki Dominującej</span> </div><div class="t m0 x6 he yb9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yba ff3 fs3 fc0 sc0 ls0 ws0">Liczbę  akcji <span class="_ _10"> </span>i  liczbę <span class="_ _10"> </span>głosów  w <span class="_ _10"> </span>kapitale  Spółki, <span class="_ _10"> </span>posiadanych  przez  Członków <span class="_ _10"> </span>Zarządu  na <span class="_ _10"> </span>dzień  przekazania  raportu </div><div class="t m0 x6 he ybb ff3 fs3 fc0 sc0 ls0 ws0">przedstawia pon<span class="_ _2"></span>iższa tabela:<span class="ff1"> </span></div><div class="t m0 x6 he ybc ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybd w19 h26"><div class="t m0 x50 h16 ybe ff2 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x51 ybd w1a h26"><div class="t m0 x52 h16 ybe ff2 fsb fc3 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c x47 ybd w1b h26"><div class="t m0 x53 h16 ybe ff4 fsb fc3 sc0 ls0 ws0">Wartość nominal<span class="_ _0"></span>na akcji w zł<span class="ff2"> </span></div></div><div class="c x54 ybd w1c h26"><div class="t m0 x55 h16 ybe ff4 fsb fc3 sc0 ls0 ws0">Liczba głosów <span class="ff2"> </span></div></div><div class="c x56 ybd w1d h26"><div class="t m0 x20 h16 ybe ff4 fsb fc3 sc0 ls0 ws0">Udział (%) <span class="ff2"> </span></div></div><div class="c x6 ybf w19 h1f"><div class="t m0 x31 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c x51 ybf w1a h1f"><div class="t m0 x37 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">146 812 </div></div><div class="c x47 ybf w1b h1f"><div class="t m0 x57 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">14 681,20 </div></div><div class="c x54 ybf w1c h1f"><div class="t m0 x58 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">146 812 </div></div><div class="c x56 ybf w1d h1f"><div class="t m0 x59 h18 y9c ff1 fsb fc0 sc0 ls0 ws0">0,20% </div></div><div class="c x6 yc0 w19 h27"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c x51 yc0 w1a h27"><div class="t m0 x5a h18 y9e ff1 fsb fc0 sc0 ls0 ws0">61 831 </div></div><div class="c x47 yc0 w1b h27"><div class="t m0 x5b h18 y9e ff1 fsb fc0 sc0 ls0 ws0">6 183,10 </div></div><div class="c x54 yc0 w1c h27"><div class="t m0 x5c h18 y9e ff1 fsb fc0 sc0 ls0 ws0">61 831 </div></div><div class="c x56 yc0 w1d h27"><div class="t m0 x59 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">0,08% </div></div><div class="c x6 yc1 w19 h28"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c x51 yc1 w1a h28"><div class="t m0 x45 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">8 528 </div></div><div class="c x47 yc1 w1b h28"><div class="t m0 x50 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">852,80 </div></div><div class="c x54 yc1 w1c h28"><div class="t m0 x5d h18 y9e ff1 fsb fc0 sc0 ls0 ws0">8 528 </div></div><div class="c x56 yc1 w1d h28"><div class="t m0 x59 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">0,01% </div></div><div class="c x6 yc2 w19 h28"><div class="t m0 x31 h16 yc3 ff4 fsb fc0 sc0 ls0 ws0">RAZEM członkowie Za<span class="_ _0"></span>rządu<span class="ff2"> </span></div></div><div class="c x51 yc2 w1a h28"><div class="t m0 x37 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">217 171 </div></div><div class="c x47 yc2 w1b h28"><div class="t m0 x50 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">21 717 </div></div><div class="c x54 yc2 w1c h28"><div class="t m0 x58 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">217 171 </div></div><div class="c x56 yc2 w1d h28"><div class="t m0 x59 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">0,29% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he yc4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yc5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yc6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yc7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yc8 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x2 yc9 w3 h29" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">6 </div><div class="t m0 x6 h25 yca ff2 fs4 fc0 sc0 ls0 ws0">1.7.2.<span class="ff8"> <span class="_ _17"> </span><span class="ff4">Akcje posiadane przez członków Rady Nadzorczej</span></span> <span class="ff4">Jednostki Dominującej</span> </div><div class="t m0 x6 he ycb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he ycc ff3 fs3 fc0 sc0 ls0 ws0">Liczbę <span class="_ _0"></span>akcji <span class="_ _0"></span>i liczbę <span class="_ _3"></span>gł<span class="_ _2"></span>osów w <span class="_ _0"></span>kapitale <span class="_ _0"></span>Spółki, posiadanych <span class="_ _0"></span>przez <span class="_ _0"></span>Członków <span class="_ _0"></span>Rady Nadzorczej na <span class="_ _0"></span>dzień <span class="_ _0"></span>przekazania <span class="_ _0"></span>raportu </div><div class="t m0 x6 he ycd ff3 fs3 fc0 sc0 ls0 ws0">przedstawia pon<span class="_ _2"></span>iższa tabela.<span class="ff1"> </span></div><div class="t m0 x6 he yce ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 ycf w1e h2a"><div class="t m0 x5e h18 yd0 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x5f ycf w1f h2a"><div class="t m0 x48 h16 yd0 ff2 fsb fc3 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c x47 ycf w1b h2a"><div class="t m0 x53 h16 yd0 ff4 fsb fc3 sc0 ls0 ws0">Wartość nominal<span class="_ _0"></span>na akcji w zł<span class="ff2"> </span></div></div><div class="c x54 ycf w1c h2a"><div class="t m0 x55 h16 yd0 ff4 fsb fc3 sc0 ls0 ws0">Liczba głosów <span class="ff2"> </span></div></div><div class="c x56 ycf w1d h2a"><div class="t m0 x20 h16 yd0 ff4 fsb fc3 sc0 ls0 ws0">Udział (%) <span class="ff2"> </span></div></div><div class="c x45 yd1 w1e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x5f yd1 w1f h24"><div class="t m0 x60 h18 yad ff1 fsb fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x47 yd1 w1b h24"><div class="t m0 x61 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 828 430,40 </div></div><div class="c x54 yd1 w1c h24"><div class="t m0 x23 h18 yad ff1 fsb fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x56 yd1 w1d h24"><div class="t m0 x62 h18 yad ff1 fsb fc0 sc0 ls0 ws0">37,69% </div></div><div class="c x45 yd2 w1e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c x5f yd2 w1f h24"><div class="t m0 x42 h18 yad ff1 fsb fc0 sc0 ls0 ws0">3 239 253 </div></div><div class="c x47 yd2 w1b h24"><div class="t m0 x63 h18 yad ff1 fsb fc0 sc0 ls0 ws0">323 925,30 </div></div><div class="c x54 yd2 w1c h24"><div class="t m0 x6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">3 239 253 </div></div><div class="c x56 yd2 w1d h24"><div class="t m0 x59 h18 yad ff1 fsb fc0 sc0 ls0 ws0">4,32% </div></div><div class="c x45 yd3 w1e h22"><div class="t m0 x31 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c x5f yd3 w1f h22"><div class="t m0 x4c h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">5 275 </div></div><div class="c x47 yd3 w1b h22"><div class="t m0 x50 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">527,50 </div></div><div class="c x54 yd3 w1c h22"><div class="t m0 x5d h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">5 275 </div></div><div class="c x56 yd3 w1d h22"><div class="t m0 x59 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">0,01% </div></div><div class="c x45 yd4 w1e h2b"><div class="t m0 x31 h16 yd0 ff4 fsb fc0 sc0 ls0 ws0">RAZEM członkowie <span class="_ _0"></span>Rady <span class="ff2">Nadzorczej<span class="_ _0"></span> </span></div></div><div class="c x5f yd4 w1f h2b"><div class="t m0 x60 h16 yd0 ff2 fsb fc0 sc0 ls0 ws0">31 528 832 </div></div><div class="c x47 yd4 w1b h2b"><div class="t m0 x61 h16 yd0 ff2 fsb fc0 sc0 ls0 ws0">3 152 883,20<span class="_ _0"></span> </div></div><div class="c x54 yd4 w1c h2b"><div class="t m0 x23 h16 yd0 ff2 fsb fc0 sc0 ls0 ws0">31 528 832 </div></div><div class="c x56 yd4 w1d h2b"><div class="t m0 x28 h16 yd0 ff2 fsb fc0 sc0 ls0 ws0">42,02% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he yd5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd yd6 ff2 fs6 fc0 sc0 ls6 ws0">1.8.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff2">INFORMACJA O SYS<span class="_ _0"></span>TEMIE KONTROLI <span class="_ _0"></span>PROGRAMU AKC<span class="_ _0"></span>JI PRACOWNICZYCH <span class="_ _0"></span> </span></span></div><div class="t m0 x6 he yd7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y18 ff1 fs3 fc0 sc0 ls0 ws0">W 2023 <span class="ff3">r. w Jednostce Do<span class="_ _2"></span>minującej ani w Grup<span class="_ _2"></span>ie nie funkcjono<span class="_ _2"></span>wał program akcji pracow<span class="_ _2"></span>niczych. <span class="_ _4"></span></span> </div><div class="t m0 x6 hd yd8 ff2 fs6 fc0 sc0 ls6 ws0">1.9.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">UMOWY, <span class="_ _3"></span>W <span class="_ _0"></span>WYNIKU<span class="_ _0"></span> <span class="_ _3"></span>KTÓRYCH <span class="_ _0"></span>MO<span class="_ _0"></span>GĄ <span class="_ _0"></span>W <span class="_ _8"></span>PRZYSZŁOŚCI <span class="_ _0"></span>NASTĄ<span class="_ _0"></span>PIĆ <span class="_ _3"></span>ZMIANY <span class="_ _0"></span>W<span class="_ _0"></span> </span></span></div><div class="t m0 x64 hd yd9 ff2 fs6 fc0 sc0 ls0 ws0">PROPORCJACH <span class="_ _18"> </span>POSIADANYCH <span class="_ _18"> </span>AKCJI <span class="_ _18"> </span>PRZEZ <span class="_ _18"> </span>DOTYCHCZASOWYCH<span class="_ _0"></span> </div><div class="t m0 x64 hd yda ff2 fs6 fc0 sc0 ls0 ws0">AKCJONARIUSZY<span class="_ _0"></span> </div><div class="t m0 x6 h6 ydb ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he ydc ff1 fs3 fc0 sc0 ls0 ws0">Jednostce <span class="_ _11"> </span><span class="ff3">Dominującej</span> <span class="_ _19"> </span><span class="ff3">nie <span class="_ _19"> </span>są <span class="_ _11"> </span>z</span>nane <span class="_ _19"> </span><span class="ff3">żadne <span class="_ _19"> </span>umowy, <span class="_ _1a"> </span>w <span class="_ _19"> </span>wyniku <span class="_ _1a"> </span>których <span class="_ _19"> </span>w <span class="_ _1a"> </span>przyszłości <span class="_ _19"> </span>mogły<span class="_ _2"></span>by <span class="_ _19"> </span>nastąpić <span class="_ _1a"> </span>zmiany <span class="_ _2"></span></span> </div><div class="t m0 x6 he ydd ff1 fs3 fc0 sc0 ls0 ws0">w proporcjach po<span class="_ _2"></span>siadanych akcji przez doty<span class="_ _2"></span>chczasowych akcjonariu<span class="_ _2"></span>szy. <span class="_ _2"></span> </div><div class="t m0 x6 he yde ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he ydf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd ye0 ff2 fs6 fc0 sc0 ls6 ws0">1.10.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">INFORMACJA <span class="_ _16"></span>O <span class="_ _16"></span>ŁĄCZNEJ <span class="_ _16"></span>WARTOŚCI <span class="_ _e"></span>WYNAGRODZEŃ, <span class="_ _4"></span>NAGRÓD <span class="_ _16"></span>I <span class="_ _e"></span>KORZYŚCI </span></span></div><div class="t m0 x64 hd ye1 ff4 fs6 fc0 sc0 ls0 ws0">WYPŁACONYCH <span class="_ _1c"> </span>LUB <span class="_ _1c"> </span>NALEŻNYCH <span class="_ _1c"> </span>DLA <span class="_ _1d"> </span>OSÓB <span class="_ _1c"> </span>ZARZĄDZAJĄCYCH <span class="_ _1c"> </span>I </div><div class="t m0 x64 hd ye2 ff4 fs6 fc0 sc0 ls0 ws0">NADZORUJĄCYCH<span class="ff2"> </span></div><div class="t m0 x6 he ye3 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _2"></span><span class="ff3">Członkó</span>w <span class="ff3">Za<span class="_ _2"></span>rządu</span> <span class="ff3">(w tys<span class="_ _2"></span>. zł)</span>: </div><div class="t m0 x6 he ye4 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ye5 w20 h2c"><div class="t m0 x31 h16 ye6 ff4 fsb fc3 sc0 ls0 ws0">Imię i nazwisko<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x65 ye5 w21 h2c"><div class="t m0 x31 h16 ye6 ff2 fsb fc3 sc0 ls0 ws0">Stanowisko </div></div><div class="c x66 ye5 w22 h2c"><div class="t m0 x67 h16 ye7 ff2 fsb fc3 sc0 ls0 ws0">Wynagrodzeni<span class="_ _0"></span>e </div><div class="t m0 x40 h16 ye6 ff2 fsb fc3 sc0 ls0 ws0">zasadnicze brutto </div><div class="t m0 x2c h16 ye8 ff4 fsb fc3 sc0 ls0 ws0">(stałe i zmienne)<span class="ff2"> </span></div></div><div class="c x68 ye5 w23 h2c"><div class="t m0 x3f h16 ye9 ff2 fsb fc3 sc0 ls0 ws0">Dodatkowe benefity i<span class="_ _0"></span> </div><div class="t m0 x1d h16 yea ff4 fsb fc3 sc0 ls0 ws0">przyznane świadcz<span class="_ _0"></span>enia<span class="ff2"> </span></div></div><div class="c x69 ye5 w24 h2c"><div class="t m0 x6a h16 ye7 ff4 fsb fc3 sc0 ls0 ws0">Koszt progra<span class="_ _0"></span>mów </div><div class="t m0 x2c h16 ye6 ff2 fsb fc3 sc0 ls0 ws0">emerytalnych </div><div class="t m0 x37 h16 ye8 ff2 fsb fc3 sc0 ls0 ws0">(PPK) </div></div><div class="c x4 ye5 w25 h2c"><div class="t m0 x27 h16 ye6 ff4 fsb fc3 sc0 ls0 ws0">Razem tys. zł<span class="ff2"> </span></div></div><div class="c x6 yeb w20 h2d"><div class="t m0 x31 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">ROK 2023 </div></div><div class="c x65 yeb w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x66 yeb w22 h2d"><div class="t m0 x31 he yec ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x68 yeb w23 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x69 yeb w24 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 yeb w25 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 yee w20 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c x65 yee w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x66 yee w22 h2d"><div class="t m0 x45 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">1 124 </div></div><div class="c x68 yee w23 h2d"><div class="t m0 x6b h18 y9e ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x69 yee w24 h2d"><div class="t m0 x5e h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yee w25 h2d"><div class="t m0 x44 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">1 130 </div></div><div class="c x6 yef w20 h2e"><div class="t m0 x31 h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c x65 yef w21 h2e"><div class="t m0 x31 h18 yf0 ff3 fsb fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu <span class="ff1"> </span></div></div><div class="c x66 yef w22 h2e"><div class="t m0 x45 h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">1 088 </div></div><div class="c x68 yef w23 h2e"><div class="t m0 x6b h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x69 yef w24 h2e"><div class="t m0 x5e h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yef w25 h2e"><div class="t m0 x44 h16 yf0 ff2 fsb fc0 sc0 ls0 ws0">1 094 </div></div><div class="c x6 yf1 w20 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c x65 yf1 w21 h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu<span class="ff1"> </span></div></div><div class="c x66 yf1 w22 h24"><div class="t m0 x45 h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 076 </div></div><div class="c x68 yf1 w23 h24"><div class="t m0 x6b h18 yad ff1 fsb fc0 sc0 ls0 ws0">8 </div></div><div class="c x69 yf1 w24 h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yf1 w25 h24"><div class="t m0 x44 h16 yad ff2 fsb fc0 sc0 ls0 ws0">1 084 </div></div><div class="c x6 yf2 w20 h2d"><div class="t m0 x31 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">ROK 2022 </div></div><div class="c x65 yf2 w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x66 yf2 w22 h2d"><div class="t m0 x31 he yec ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x68 yf2 w23 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x69 yf2 w24 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 yf2 w25 h2d"><div class="t m0 x31 h2f yed ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x6 yf3 w20 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c x65 yf3 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x66 yf3 w22 h2d"><div class="t m0 x45 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">1 386 </div></div><div class="c x68 yf3 w23 h2d"><div class="t m0 x6b h18 y9e ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x69 yf3 w24 h2d"><div class="t m0 x5e h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yf3 w25 h2d"><div class="t m0 x44 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">1 392 </div></div><div class="c x6 yf4 w20 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c x65 yf4 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu <span class="ff1"> </span></div></div><div class="c x66 yf4 w22 h2d"><div class="t m0 x45 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">1 284 </div></div><div class="c x68 yf4 w23 h2d"><div class="t m0 x6b h18 y9e ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x69 yf4 w24 h2d"><div class="t m0 x5e h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yf4 w25 h2d"><div class="t m0 x44 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">1 290 </div></div><div class="c x6 yf5 w20 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c x65 yf5 w21 h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu<span class="ff1"> </span></div></div><div class="c x66 yf5 w22 h24"><div class="t m0 x58 h18 yad ff1 fsb fc0 sc0 ls9 ws0">479<span class="ls0"> </span></div></div><div class="c x68 yf5 w23 h24"><div class="t m0 x6b h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x69 yf5 w24 h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x4 yf5 w25 h24"><div class="t m0 x3b h16 yad ff2 fsb fc0 sc0 ls9 ws0">485<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he yf6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x2 yf7 w3 h30" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _2"></span><span class="ff3">Członków </span>Rad<span class="_ _2"></span>y Nadzorczej<span class="_ _2"></span> <span class="ff3">(w tys. zł)<span class="_ _2"></span></span>: </div><div class="t m0 x6 he yf8 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 yf9 w21 h31"><div class="t m0 x31 h16 yfa ff4 fsb fc3 sc0 ls0 ws0">Imię i nazwisko<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x65 yf9 w21 h31"><div class="t m0 x31 h16 yfa ff2 fsb fc3 sc0 ls0 ws0">Stanowisko </div></div><div class="c x66 yf9 w26 h31"><div class="t m0 x6c h16 yfb ff4 fsb fc3 sc0 ls0 ws0">Wynagrodzeni<span class="_ _0"></span>e stałe z tytułu p<span class="_ _0"></span>ełnienia </div><div class="t m0 x18 h16 yfc ff2 fsb fc3 sc0 ls0 ws0">funkcji </div></div><div class="c x6d yf9 w14 h31"><div class="t m0 x40 h16 yfb ff4 fsb fc3 sc0 ls0 ws0">Koszt progra<span class="_ _0"></span>mów </div><div class="t m0 x35 h16 yfc ff2 fsb fc3 sc0 ls0 ws0">emerytalnych (<span class="_ _0"></span>PPK) </div></div><div class="c x56 yf9 w1d h31"><div class="t m0 x2e h16 yfa ff2 fsb fc3 sc0 ls0 ws0">Razem <span class="ff4">tys. zł</span> </div></div><div class="c x45 yfd w21 h2d"><div class="t m0 x31 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">ROK 2023 </div></div><div class="c x65 yfd w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x66 yfd w26 h2d"><div class="t m0 x31 he yec ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d yfd w14 h2d"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x56 yfd w1d h2d"><div class="t m0 x31 h2f yed ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 yfe w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Piotr Mond<span class="_ _0"></span>alski </div></div><div class="c x65 yfe w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Przewodniczący RN<span class="ff1"> </span></div></div><div class="c x66 yfe w26 h2d"><div class="t m0 x6e h18 y9e ff1 fsb fc0 sc0 ls9 ws0">198<span class="ls0"> </span></div></div><div class="c x6d yfe w14 h2d"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 yfe w1d h2d"><div class="t m0 x70 h16 y9e ff2 fsb fc0 sc0 ls9 ws0">198<span class="ls0"> </span></div></div><div class="c x45 yd1 w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x65 yd1 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wiceprzewodnic<span class="_ _0"></span>zący RN<span class="ff1"> </span></div></div><div class="c x66 yd1 w26 h2d"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d yd1 w14 h2d"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 yd1 w1d h2d"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x45 yff w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c x65 yff w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 yff w26 h2d"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d yff w14 h2d"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 yff w1d h2d"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x45 y100 w21 h2d"><div class="t m0 x31 h18 y101 ff3 fsb fc0 sc0 ls0 ws0">Dariusz Gór<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c x65 y100 w21 h2d"><div class="t m0 x31 h18 y101 ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y100 w26 h2d"><div class="t m0 x6e h18 y101 ff1 fsb fc0 sc0 ls9 ws0">13<span class="ls0">2 </span></div></div><div class="c x6d y100 w14 h2d"><div class="t m0 x5d h18 y101 ff1 fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x56 y100 w1d h2d"><div class="t m0 x70 h16 y101 ff2 fsb fc0 sc0 ls9 ws0">13<span class="ls0">4 </span></div></div><div class="c x45 y102 w21 h20"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c x65 y102 w21 h20"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y102 w26 h20"><div class="t m0 x6e h18 y9e ff1 fsb fc0 sc0 ls9 ws0">13<span class="ls0">2 </span></div></div><div class="c x6d y102 w14 h20"><div class="t m0 x5d h18 y9e ff1 fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x56 y102 w1d h20"><div class="t m0 x70 h16 y9e ff2 fsb fc0 sc0 ls9 ws0">13<span class="ls0">4 </span></div></div><div class="c x45 y13 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Michał Kobus<span class="ff1"> </span></div></div><div class="c x65 y13 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y13 w26 h2d"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">96 </div></div><div class="c x6d y13 w14 h2d"><div class="t m0 x5d h18 y9e ff1 fsb fc0 sc0 ls0 ws0">1 </div></div><div class="c x56 y13 w1d h2d"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls0 ws0">97 </div></div><div class="c x45 y103 w21 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Wojciech Papi<span class="_ _0"></span>erak </div></div><div class="c x65 y103 w21 h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y103 w26 h24"><div class="t m0 x71 h18 yad ff1 fsb fc0 sc0 ls0 ws0">96 </div></div><div class="c x6d y103 w14 h24"><div class="t m0 x5d h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 </div></div><div class="c x56 y103 w1d h24"><div class="t m0 x5a h16 yad ff2 fsb fc0 sc0 ls0 ws0">97 </div></div><div class="c x45 y15 w21 h20"><div class="t m0 x31 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">ROK 2022 </div></div><div class="c x65 y15 w21 h20"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x66 y15 w26 h20"><div class="t m0 x31 he yec ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y15 w14 h20"><div class="t m0 x31 h6 yed ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x56 y15 w1d h20"><div class="t m0 x31 h2f yed ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x45 y104 w21 h32"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Piotr Mond<span class="_ _0"></span>alski </div></div><div class="c x65 y104 w21 h32"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Przewodniczący RN<span class="ff1"> </span></div></div><div class="c x66 y104 w26 h32"><div class="t m0 x6e h18 y9e ff1 fsb fc0 sc0 ls9 ws0">180<span class="ls0"> </span></div></div><div class="c x6d y104 w14 h32"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 y104 w1d h32"><div class="t m0 x70 h16 y9e ff2 fsb fc0 sc0 ls9 ws0">180<span class="ls0"> </span></div></div><div class="c x45 y105 w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x65 y105 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wiceprzewodnic<span class="_ _0"></span>zący RN<span class="ff1"> </span></div></div><div class="c x66 y105 w26 h2d"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d y105 w14 h2d"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 y105 w1d h2d"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x45 y106 w21 h2d"><div class="t m0 x31 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c x65 y106 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y106 w26 h2d"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d y106 w14 h2d"><div class="t m0 x6f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x56 y106 w1d h2d"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x45 y107 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Dariusz Gór<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c x65 y107 w21 h2d"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y107 w26 h2d"><div class="t m0 x6e h18 y9e ff1 fsb fc0 sc0 ls9 ws0">120<span class="ls0"> </span></div></div><div class="c x6d y107 w14 h2d"><div class="t m0 x5d h18 y9e ff1 fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x56 y107 w1d h2d"><div class="t m0 x70 h16 y9e ff2 fsb fc0 sc0 ls9 ws0">122<span class="ls0"> </span></div></div><div class="c x45 y108 w21 h2d"><div class="t m0 x31 h18 y101 ff3 fsb fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c x65 y108 w21 h2d"><div class="t m0 x31 h18 y101 ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y108 w26 h2d"><div class="t m0 x6e h18 y101 ff1 fsb fc0 sc0 ls9 ws0">120<span class="ls0"> </span></div></div><div class="c x6d y108 w14 h2d"><div class="t m0 x5d h18 y101 ff1 fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x56 y108 w1d h2d"><div class="t m0 x70 h16 y101 ff2 fsb fc0 sc0 ls9 ws0">122<span class="ls0"> </span></div></div><div class="c x45 y109 w21 h20"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Michał Kobus<span class="ff1"> </span></div></div><div class="c x65 y109 w21 h20"><div class="t m0 x31 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y109 w26 h20"><div class="t m0 x71 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d y109 w14 h20"><div class="t m0 x5d h18 y9e ff1 fsb fc0 sc0 ls0 ws0">1 </div></div><div class="c x56 y109 w1d h20"><div class="t m0 x5a h16 y9e ff2 fsb fc0 sc0 ls9 ws0">49<span class="ls0"> </span></div></div><div class="c x45 y10a w21 h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Wojciech Papi<span class="_ _0"></span>erak </div></div><div class="c x65 y10a w21 h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c x66 y10a w26 h24"><div class="t m0 x71 h18 yad ff1 fsb fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c x6d y10a w14 h24"><div class="t m0 x5d h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 </div></div><div class="c x56 y10a w1d h24"><div class="t m0 x5a h16 yad ff2 fsb fc0 sc0 ls9 ws0">49<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he y10b ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _1e"> </span>podane  w  nin<span class="_ _2"></span>iejszej  nocie  obej<span class="_ _2"></span>mują  wynagro<span class="_ _2"></span>dzenia <span class="_ _1e"> </span><span class="ff1">b<span class="_ _2"></span>rutto  </span>rzeczywiśc<span class="_ _2"></span>ie  wypłacone <span class="_ _1e"> </span>w  20<span class="ff1 lsd">23<span class="ls0">  roku <span class="_ _2"></span> </span></span></div><div class="t m0 x6 he y10c ff1 fs3 fc0 sc0 ls0 ws0">(w  tym  wynagrodzenia  z<span class="_ _2"></span>mienne  <span class="ff3">za  okresy  wcześniejs<span class="_ _2"></span>ze,  objęte  rezerwami  na  dzi<span class="_ _2"></span>eń  31  grudnia  20</span><span class="ls3">22</span>  <span class="ls8">r.<span class="_ _2"></span></span><span class="ff3">)  a  także </span></div><div class="t m0 x6 he y10d ff3 fs3 fc0 sc0 ls0 ws0">dodatkowe benefity i świad<span class="_ _2"></span>czenia <span class="_ _2"></span>oraz kos<span class="_ _2"></span>zty poniesione przez p<span class="_ _2"></span>racodawcę z tytułu<span class="_ _2"></span> PPK. Wynagrodzenia<span class="_ _4"></span><span class="ff1"> </span>nie obejmują </div><div class="t m0 x6 he y10e ff3 fs3 fc0 sc0 ls0 ws0">niewypłacon<span class="ff1">ego wyn<span class="_ _2"></span>agrodzenia zmienn<span class="_ _2"></span>ego za rok <span class="_ _2"></span>20<span class="ls3">23</span> </span>(objęt<span class="ff1">ego rez<span class="_ _2"></span>erw</span>ą<span class="ff1"> </span>na dzień 31 g<span class="_ _2"></span>rudnia 20<span class="_ _2"></span><span class="ff1 ls3">23<span class="ls0"> <span class="ls8">r.)</span>. </span></span></div><div class="t m0 x6 he y10f ff3 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>spółce <span class="_ _e"></span>nie <span class="_ _e"></span>występują <span class="_ _e"></span>zobowiązania <span class="_ _e"></span>wynikające <span class="_ _e"></span>z <span class="_ _e"></span>emerytur <span class="_ _e"></span>i <span class="_ _e"></span>świadczeń <span class="_ _e"></span>o <span class="_ _e"></span>podobnym <span class="_ _e"></span>charakterze <span class="_ _e"></span>dla <span class="_ _e"></span>byłych <span class="_ _e"></span>osób </div><div class="t m0 x6 he y110 ff3 fs3 fc0 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch, <span class="_ _0"></span>nadzorujących albo <span class="_ _0"></span>byłych <span class="_ _0"></span>członków <span class="_ _0"></span>organów <span class="_ _0"></span>administrujących ani <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>zaciągnięte w<span class="_ _0"></span> <span class="_ _0"></span>związku </div><div class="t m0 x6 he y111 ff1 fs3 fc0 sc0 ls0 ws0">z tymi emeryturami.<span class="_ _2"></span> </div><div class="t m0 x6 h18 ye0 ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y112 ff2 fs6 fc0 sc0 ls6 ws0">1.11.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">UMOWY  ZAWARTE <span class="_ _11"> </span>MIĘDZY <span class="_ _11"> </span>EMITENTEM  A  OSOBAMI <span class="_ _11"> </span>ZARZĄDZAJĄCYMI, </span></span></div><div class="t m0 x64 hd y113 ff4 fs6 fc0 sc0 ls0 ws0">PRZEWIDUJĄCE <span class="_ _1f"> </span>REKOMPENS<span class="_ _0"></span>ATĘ <span class="_ _1f"> </span>W <span class="_ _20"> </span>PRZYPADKU <span class="_ _1f"> </span>ICH <span class="_ _1f"> </span>REZYGNACJI <span class="_ _12"> </span>LUB </div><div class="t m0 x64 hd y114 ff2 fs6 fc0 sc0 ls0 ws0">ZWOLNIENIA Z <span class="_ _0"></span>ZAJMOWANEGO STANO<span class="_ _0"></span>WISKA </div><div class="t m0 x6 h18 y115 ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y116 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _f"> </span>31 <span class="_ _f"> </span>grud<span class="_ _2"></span>nia <span class="_ _f"> </span><span class="ls3">20</span>23 <span class="_ _10"> </span><span class="ff3">r. <span class="_ _f"> </span>nie <span class="_ _f"> </span>b<span class="_ _2"></span>yły <span class="_ _10"> </span>zawarte <span class="_ _f"> </span>żadne <span class="_ _f"> </span>u<span class="_ _2"></span>mowy <span class="_ _f"> </span>pomiędzy <span class="_ _10"> </span>Jedno<span class="_ _2"></span>stką <span class="_ _f"> </span>Dominu<span class="_ _2"></span>jącą</span> <span class="_ _f"> </span><span class="ff3">a <span class="_ _10"> </span>osobami <span class="_ _f"> </span>zarzą<span class="_ _2"></span>dzającymi </span></div><div class="t m0 x6 he y117 ff3 fs3 fc0 sc0 ls0 ws0">przewidujące rekompens<span class="_ _2"></span>aty w przypad<span class="_ _2"></span>ku rezygnacji lub<span class="_ _2"></span> zwolnienia tych osób z<span class="_ _2"></span> zajmowanego stano<span class="_ _2"></span>wiska<span class="_ _4"></span><span class="ff1">. </span></div><div class="t m0 x6 hc y118 ff2 fs0 fc0 sc0 ls5 ws0">2.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">ZMIANY <span class="_ _3"></span>W <span class="_ _3"></span>PODSTAWOWYCH <span class="_ _8"></span>ZASADACH <span class="_ _3"></span>ZARZĄDZANIA<span class="_ _0"></span> </span></span></div><div class="t m0 xc hc y119 ff4 fs0 fc0 sc0 ls0 ws0">GRUPĄ<span class="ff2"> </span></div><div class="t m0 x6 he y11a ff1 fs3 fc0 sc0 ls0 ws0">W 2023 <span class="ff3">r. nie miały<span class="_ _2"></span> miejsca istotne zmiany<span class="_ _2"></span> w zasadach z<span class="_ _2"></span>arządzania <span class="_ _2"></span></span>Grup<span class="ff3">ą. </span> </div><div class="t m0 x6 he y11b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y11c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">8 </div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls5 ws0">3.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">OPIS NAJWAŻNIEJ<span class="_ _0"></span>SZYCH ZDARZEŃ 20<span class="ff2">23 <span class="lse">R.</span> <span class="_ _21"> </span>ORAZ </span></span></span></div><div class="t m0 xc hc y11d ff4 fs0 fc0 sc0 ls0 ws0">ISTOTNYCH DOKONAŃ <span class="_ _0"></span>LUB NIEPOWOD<span class="_ _0"></span>ZEŃ<span class="ff2"> </span></div><div class="t m0 x6 hd y11e ff2 fs6 fc0 sc0 ls6 ws0">3.1.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">ZMIANY W SKŁA<span class="_ _0"></span>DZIE KOMITETU <span class="_ _0"></span>AUDYTU TOYA S.A.<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y11f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y120 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="ff3">dniu 2 s<span class="_ _2"></span>tycznia 2023 r. Rada Nad<span class="_ _2"></span>zorcza dokonała <span class="_ _2"></span>następujących zmian w<span class="_ _2"></span></span> <span class="ff3">skł<span class="_ _2"></span>adzie Komitetu Audytu<span class="_ _2"></span>:</span> </div><div class="t m0 xc he y121 ff1 fs3 fc5 sc0 ls3 ws0">1.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Rada Nadzo<span class="_ _2"></span>rcza odwołała ze składu<span class="_ _2"></span> Komitetu Audytu TOYA S.A.:<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y122 ff9 fs3 fc5 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Pana Piotra Mon<span class="_ _2"></span>dalskiego </span></span></div><div class="t m0 xc he y123 ff9 fs3 fc5 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Pana Jana <span class="_ _2"></span>Szmidt </span></span></div><div class="t m0 xc he y124 ff9 fs3 fc5 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Pana Grzegorza Maciąg<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y125 ff1 fs3 fc5 sc0 ls3 ws0">2.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Rada Nadzo<span class="_ _2"></span>rcza TOYA S.A. powołał<span class="_ _2"></span>a w<span class="ff1"> </span>skł<span class="_ _2"></span>ad Komitetu Audytu TOYA S.<span class="_ _2"></span>A.:<span class="ff1"> </span></span></span></div><div class="t m0 xc he y126 ff9 fs3 fc5 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Pana Wojciecha Pap<span class="_ _2"></span>ierak </span></span></div><div class="t m0 xc he y127 ff9 fs3 fc5 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Pana Michała <span class="_ _2"></span>Kobus<span class="ff1"> </span></span></span></div><div class="t m0 x6 he y128 ff3 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _2"></span>Rad<span class="_ _2"></span>a <span class="_ _2"></span>Nadzorcza <span class="_ _2"></span>p<span class="_ _2"></span>owierzyła <span class="_ _2"></span>s<span class="_ _2"></span>prawowanie <span class="_ _2"></span>funkcji <span class="_ _4"></span>Przewodniczącego <span class="_ _2"></span>Komite<span class="_ _2"></span>tu <span class="_ _2"></span>Audytu <span class="_ _4"></span>Panu <span class="_ _2"></span>Wojciechowi </div><div class="t m0 x6 he y129 ff1 fs3 fc0 sc0 ls0 ws0">Papierak. </div><div class="t m0 x6 he y12a ff3 fs3 fc0 sc0 ls0 ws0">Po powyższy<span class="_ _2"></span>ch zmianach, Komitet Audytu TOY<span class="_ _2"></span>A S.A. składa <span class="_ _2"></span>się z<span class="_ _2"></span><span class="ff1"> </span>następu<span class="_ _2"></span>jących osób:<span class="ff1"> </span></div><div class="t m0 xc he y12b ff1 fs3 fc5 sc0 ls3 ws0">1.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff1">Pan Wojciech Papierak <span class="_ _2"></span><span class="ff3">–</span> <span class="ff3">Przewodniczący Ko<span class="_ _2"></span>mitetu Audytu<span class="_ _2"></span></span> </span></span></div><div class="t m0 xc he y12c ff1 fs3 fc5 sc0 ls3 ws0">2.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Pan Michał Kobu<span class="_ _2"></span>s –<span class="ff1"> </span>Człon<span class="_ _2"></span>ek Komitetu Audytu<span class="ff1"> </span></span></span></div><div class="t m0 xc he y12d ff1 fs3 fc5 sc0 ls3 ws0">3.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Pan Dariusz Górka <span class="_ _2"></span>–<span class="ff1"> </span>Członek Komitetu Au<span class="_ _2"></span>dytu<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 hd y12e ff2 fs6 fc0 sc0 ls6 ws0">3.2.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff2"> ANEKS DO <span class="ff4">UMOW<span class="_ _0"></span>Y O KREDYT W RACHU<span class="_ _0"></span>NKU BIEŻĄC<span class="_ _0"></span>YM<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 he y12f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y130 ff3 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _16"></span>S.A. <span class="_ _e"></span>dniu <span class="_ _e"></span>29 <span class="_ _e"></span>marca <span class="_ _e"></span>2023 <span class="_ _e"></span>r. <span class="_ _16"></span>zawarł<span class="_ _2"></span>a <span class="_ _16"></span>an<span class="_ _2"></span>eks <span class="_ _e"></span>nr<span class="ff1"> <span class="_ _2"></span>5 <span class="_ _16"></span>do<span class="_ _2"></span> Umowy <span class="_ _e"></span>o Kredyt <span class="_ _e"></span>w </span>Rachunku <span class="_ _e"></span>Bieżącym <span class="_ _e"></span>Nr <span class="_ _e"></span>09/030/19/Z/VV<span class="_ _2"></span> </div><div class="t m0 x6 he y131 ff1 fs3 fc0 sc0 ls0 ws0">z mBankiem <span class="_ _e"></span>S.A. <span class="_ _16"></span>z <span class="ff3">siedzibą <span class="_ _e"></span>w</span> <span class="ff3">Warszawie. <span class="_ _e"></span>Na <span class="_ _16"></span>mocy <span class="_ _16"></span>an<span class="_ _2"></span>eksu <span class="_ _16"></span>data <span class="_ _e"></span>ostatecznej <span class="_ _e"></span>spłaty <span class="_ _16"></span>kredytu <span class="_ _16"></span>zo<span class="_ _2"></span>stała <span class="_ _16"></span>ustalona <span class="_ _e"></span>na<span class="_ _4"></span></span> <span class="ff3">dzień </span> </div><div class="t m0 x6 he y132 ff1 fs3 fc0 sc0 ls0 ws0">29 <span class="_ _3"></span>mar<span class="_ _2"></span>ca <span class="_ _3"></span>20<span class="_ _2"></span>24 <span class="_ _3"></span>r.<span class="_ _2"></span> <span class="_ _0"></span><span class="ff3">Pozostałe <span class="_ _3"></span>wa<span class="_ _2"></span>runki <span class="_ _0"></span>Umowy <span class="_ _3"></span>nie <span class="_ _0"></span>odbiegają <span class="_ _0"></span>od<span class="ff1"> </span>warunkó<span class="_ _2"></span>w <span class="_ _3"></span>powszechn<span class="_ _2"></span>ie <span class="_ _0"></span>stosowanych <span class="_ _0"></span>dla<span class="ff1"> </span>tego <span class="_ _0"></span>typu <span class="_ _3"></span>u<span class="_ _2"></span>mów.<span class="ff1"> </span></span></div><div class="t m0 x6 hd y133 ff2 fs6 fc0 sc0 ls6 ws0">3.3.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">UCHWAŁY <span class="_ _24"> </span>PODJĘTE <span class="_ _24"> </span>PRZEZ <span class="_ _24"> </span>NADZWYCZAJNE <span class="_ _24"> </span>WALNE <span class="_ _24"> </span>ZGROMADZENIE<span class="_ _0"></span> </span></span></div><div class="t m0 x64 hd y134 ff2 fs6 fc0 sc0 ls0 ws0">AKCJONARIUSZY W <span class="_ _0"></span>DN. 29 <span class="_ _0"></span>CZERWCA 2023 R. </div><div class="t m0 x6 he y135 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y136 ff3 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>dniu <span class="_ _4"></span>29 <span class="_ _4"></span>czerwca <span class="_ _4"></span>2023 <span class="_ _4"></span>r. <span class="_ _4"></span>Walne <span class="_ _4"></span>Zgromadzenie <span class="_ _4"></span>Akcjonariuszy <span class="_ _4"></span>Spół<span class="_ _2"></span>ki <span class="_ _2"></span>Toya <span class="_ _16"></span>S.A. <span class="_ _4"></span>zatwierdziło <span class="_ _4"></span>sprawozdanie <span class="_ _4"></span>finan<span class="_ _2"></span>sowe </div><div class="t m0 x6 he y137 ff1 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _e"></span><span class="ff3">TOYA. <span class="_ _e"></span>S.A. <span class="_ _16"></span>za<span class="_ _2"></span> <span class="_ _16"></span>2<span class="_ _2"></span>022 <span class="_ _16"></span>r.<span class="_ _2"></span> <span class="_ _e"></span>, <span class="_ _16"></span>a <span class="_ _e"></span>także <span class="_ _e"></span>podjęło <span class="_ _e"></span>decyzję <span class="_ _16"></span>o<span class="_ _2"></span> <span class="_ _e"></span>przekazaniu <span class="_ _e"></span>zysku <span class="_ _f"> </span>s<span class="_ _2"></span>półki <span class="_ _e"></span>TOYA <span class="_ _16"></span>S.A. <span class="_ _e"></span></span>za <span class="_ _e"></span>2022 <span class="_ _e"></span><span class="ff3">r. <span class="_ _e"></span>w <span class="_ _e"></span>wysokości <span class="_ _2"></span></span> </div><div class="t m0 x6 he y138 ff1 fs3 fc0 sc0 ls0 ws0">46 069 <span class="ff3">tys. zł<span class="_ _2"></span> na kapitał zap<span class="_ _2"></span>asowy. </span> </div><div class="t m0 x6 hd y139 ff2 fs6 fc0 sc0 ls6 ws0">3.4.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">SPŁATA KREDYTU NI<span class="_ _0"></span>EODNAWIALNE<span class="_ _0"></span>GO PRZED TERMINE<span class="_ _0"></span>M WYMAGA<span class="_ _0"></span>LNOŚCI<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y13a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y13b ff1 fs3 fc0 sc0 ls0 ws0">W dniu <span class="_ _11"> </span>13 <span class="_ _1a"> </span><span class="ff3">września <span class="_ _11"> </span>2023</span> <span class="_ _1a"> </span><span class="ls8">r.</span> <span class="_ _1a"> </span><span class="ff3">Spół<span class="_ _2"></span>ka <span class="_ _1a"> </span>podjęła <span class="_ _1a"> </span>d<span class="_ _2"></span>ecyzję <span class="_ _1a"> </span>o</span> <span class="ff3">sp<span class="_ _2"></span>łacie <span class="_ _1a"> </span>kredytu <span class="_ _11"> </span>nieodnawialnego <span class="_ _1a"> </span>stwierdzonego <span class="_ _1a"> </span>u<span class="_ _2"></span>mową </span></div><div class="t m0 x6 he y13c ff1 fs3 fc0 sc0 lsf ws0">nr<span class="ls0"> WAR/8833/20/327/CB <span class="_ _11"> </span>z<span class="_ _2"></span> <span class="ff3">14 <span class="_ _11"> </span>września <span class="_ _25"> </span>2020</span> <span class="_ _11"> </span><span class="ls8">r.</span><span class="ff3">,<span class="_ _2"></span> <span class="_ _11"> </span>zawartą <span class="_ _25"> </span>z</span> <span class="ff3">BNP <span class="_ _11"> </span>Paribas<span class="_ _2"></span> <span class="_ _11"> </span>Bank <span class="_ _11"> </span>Pols<span class="_ _2"></span>ka <span class="_ _11"> </span>Spółka <span class="_ _11"> </span>Akcyjn<span class="_ _2"></span>a <span class="_ _11"> </span>z<span class="_ _2"></span></span> <span class="ff3">siedzibą </span></span></div><div class="t m0 x6 he y13d ff1 fs3 fc0 sc0 ls0 ws0">w <span class="ff3">Warszawie. Spłata <span class="_ _2"></span>kredytu nas<span class="_ _2"></span>tąpiła</span> w dn<span class="_ _2"></span>iu <span class="ff3">15 września 2023 r.<span class="_ _2"></span></span> </div><div class="t m0 x6 he y13e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y13f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">9 </div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">3.5.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">ANEKS DO UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU <span class="_ _0"></span>BIEŻĄCYM<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y8d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y8e ff1 fs3 fc0 sc0 ls0 ws0">W dniu <span class="_ _16"></span>13 <span class="_ _16"></span>listopada <span class="_ _16"></span>2023 <span class="_ _16"></span><span class="ls8">r. <span class="_ _16"></span></span><span class="ff3">Spółka <span class="_ _16"></span>zawarła <span class="_ _16"></span>Aneks <span class="_ _16"></span>do</span> <span class="_ _16"></span>Umowy <span class="_ _16"></span>o <span class="_ _16"></span>kredyt <span class="_ _16"></span>w <span class="ff3">rachun<span class="_ _2"></span>ku <span class="_ _4"></span>bieżącym <span class="_ _16"></span></span>nr <span class="_ _16"></span><span class="ls10">AR/8833/20/<span class="_ _2"></span>326/CB<span class="_ _2"></span> <span class="_ _2"></span></span> </div><div class="t m0 x6 he y140 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="ff3">BNP Paribas<span class="_ _2"></span> Bank Polska Spółka Akcy<span class="_ _2"></span>jna z<span class="_ _2"></span></span> <span class="ff3">siedzibą w</span> Warszawie.<span class="_ _2"></span> </div><div class="t m0 x6 he y141 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x6 he y142 ff1 fs3 fc0 sc0 ls0 ws0">Przedmiotem <span class="_ _4"></span>aneksu <span class="_ _4"></span><span class="ff3 lsf">było</span> <span class="_ _4"></span><span class="ff3">przedłużenie <span class="_ _4"></span>bieżącego <span class="_ _4"></span>okresu <span class="_ _4"></span>udostęp<span class="_ _2"></span>nienia <span class="_ _4"></span>kredytu <span class="_ _4"></span>do<span class="_ _2"></span></span> 15 <span class="_ _4"></span>listopada <span class="_ _4"></span>2024 <span class="_ _4"></span><span class="ls8">r. <span class="_ _2"></span></span> <span class="_ _2"></span>oraz <span class="_ _4"></span>zmiana </div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">zabezpieczeń kredy<span class="_ _2"></span>tu.<span class="ff1"> <span class="_ _2"></span></span>Pozostałe <span class="_ _2"></span>warunki Umowy <span class="_ _2"></span>nie odbie<span class="_ _2"></span>gają od<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>warunków po<span class="_ _2"></span>wszechnie sto<span class="_ _2"></span>sowanych <span class="_ _2"></span>dla<span class="_ _2"></span><span class="ff1"> tego ty<span class="_ _2"></span>pu </span></div><div class="t m0 x6 he y144 ff3 fs3 fc0 sc0 ls0 ws0">umów<span class="ff1">. </span></div><div class="t m0 x6 hd y145 ff2 fs6 fc0 sc0 ls6 ws0">3.6.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff2">ANEKS DO <span class="ff4">UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU BIEŻĄC<span class="_ _0"></span>YM<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 he y146 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y103 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="ff3">dniu <span class="_ _f"> </span>15 <span class="_ _e"></span>grudnia <span class="_ _e"></span>2023 <span class="_ _f"> </span>Spółka <span class="_ _e"></span>zawarła <span class="_ _e"></span>z<span class="_ _2"></span></span> Ban<span class="_ _2"></span>kiem <span class="_ _e"></span>Handlowym <span class="_ _e"></span>S.A. <span class="_ _e"> </span>z<span class="_ _2"></span> <span class="ff3">siedzibą <span class="_ _f"> </span>w</span> Warszawie <span class="_ _e"></span>aneks <span class="_ _f"> </span>nr <span class="_ _2"></span>22 <span class="_ _e"></span>do Umowy </div><div class="t m0 x6 he y147 ff1 fs3 fc0 sc0 ls0 ws0">o Kredyt w <span class="ff3">Rachu<span class="_ _2"></span>nku Bieżącym nr</span> <span class="_ _2"></span>BDK/KR-RB/000054601/<span class="_ _2"></span>0641/10. <span class="_ _2"></span> </div><div class="t m0 x6 he y148 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y149 ff3 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>mocy <span class="_ _0"></span>aneksu data <span class="_ _0"></span>ostatecznej spłaty <span class="_ _0"></span>kredytu zo<span class="_ _0"></span>stała ustalona <span class="_ _0"></span>na<span class="ff1"> </span>d<span class="_ _2"></span>zień <span class="_ _0"></span>13<span class="ff1"> grudnia 2024 <span class="_ _0"></span>r. <span class="_ _0"></span><span class="ff3">Pozostałe w<span class="_ _0"></span>arunki Umowy </span></span></div><div class="t m0 x6 he y14a ff3 fs3 fc0 sc0 ls0 ws0">nie odbiegają od<span class="_ _2"></span><span class="ff1"> </span>warunków powszechn<span class="_ _2"></span>ie stosowanych<span class="_ _2"></span> dla<span class="_ _2"></span><span class="ff1"> </span>tego typu umów.<span class="ff1"> </span></div><div class="t m0 x6 he y14b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd yac ff2 fs6 fc0 sc0 ls6 ws0">3.7.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">WPŁYW WOJNY MIĘ<span class="_ _0"></span>DZY UKRAINĄ A <span class="_ _0"></span>ROSJĄ NA DZIAŁA<span class="_ _0"></span>LNOŚĆ GRUPY<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y14c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y14d ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>od <span class="_ _4"></span>dłuższego <span class="_ _2"></span>czas<span class="_ _2"></span>u <span class="_ _2"></span>obecna <span class="_ _2"></span>jes<span class="_ _2"></span>t <span class="_ _2"></span>na <span class="_ _4"></span>rynkach <span class="_ _2"></span>Eu<span class="_ _2"></span>ropy <span class="_ _2"></span>Wschodniej. <span class="_ _4"></span>Mimo <span class="_ _2"></span>długiej <span class="_ _2"></span>obecno<span class="_ _2"></span>ści <span class="_ _2"></span>na <span class="_ _4"></span>tych <span class="_ _2"></span>rynka<span class="_ _2"></span>ch <span class="_ _2"></span>Grupa </div><div class="t m0 x6 he y14e ff3 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _4"></span>p<span class="_ _2"></span>osiadała <span class="_ _16"></span>ta<span class="_ _2"></span>m <span class="_ _4"></span>akty<span class="_ _2"></span>wów, <span class="_ _4"></span>a <span class="_ _16"></span>tra<span class="_ _2"></span>nsakcje <span class="_ _16"></span>z <span class="_ _16"></span>lokalnymi <span class="_ _16"></span>klientami <span class="_ _16"></span>miały <span class="_ _16"></span>char<span class="_ _2"></span>akter <span class="_ _16"></span>krótkotermino<span class="_ _2"></span>wy. <span class="_ _16"></span>Konflikt <span class="_ _16"></span>rosyjs<span class="_ _2"></span>ko <span class="_ _f"> </span>–<span class="ff1"> </span></div><div class="t m0 x6 he yb1 ff3 fs3 fc0 sc0 ls0 ws0">ukraiński rozpoczęty <span class="_ _0"></span>działaniami <span class="_ _0"></span>wojennymi <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>24 <span class="_ _0"></span>lutego <span class="_ _0"></span>2022 <span class="_ _0"></span>roku <span class="_ _0"></span>zakłócił re<span class="_ _0"></span>lacje <span class="_ _0"></span>handlowe <span class="_ _0"></span>na tych <span class="_ _0"></span>rynkach <span class="_ _0"></span>czego </div><div class="t m0 x6 he y14f ff3 fs3 fc0 sc0 ls0 ws0">efektem <span class="_ _4"></span>by<span class="_ _2"></span>ło <span class="_ _16"></span>czasowe <span class="_ _16"></span>zamro<span class="_ _2"></span>żenie <span class="_ _16"></span>relacji <span class="_ _16"></span>z <span class="_ _16"></span>niektó<span class="_ _2"></span>rymi <span class="_ _4"></span>kli<span class="_ _2"></span>entami <span class="_ _16"></span>albo <span class="_ _16"></span>wstrz<span class="_ _2"></span>ymanie <span class="_ _16"></span>wsp<span class="_ _2"></span>ółpracy. <span class="_ _16"></span>Należy <span class="_ _16"></span>pod<span class="_ _2"></span>kreślić, <span class="_ _16"></span>że </div><div class="t m0 x6 he y150 ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _2"></span>Dominująca <span class="_ _2"></span>przes<span class="_ _2"></span>trzegała <span class="_ _2"></span>wszystkich <span class="_ _2"></span>sankcji<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>nałożonych <span class="_ _2"></span>przez <span class="_ _2"></span>polski <span class="_ _2"></span>rząd, struktury<span class="_ _2"></span> Un<span class="_ _2"></span>ii Europ<span class="_ _2"></span>ejskiej, rząd<span class="_ _2"></span>y </div><div class="t m0 x6 he yb4 ff3 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _e"></span>państw <span class="_ _e"></span>oraz <span class="_ _e"></span>instytu<span class="_ _2"></span>cje <span class="_ _16"></span>międzyn<span class="_ _2"></span>arodowe <span class="_ _e"></span>na <span class="_ _e"></span>podmioty, <span class="_ _e"></span>osoby <span class="_ _e"></span>oraz <span class="_ _e"></span>towary <span class="_ _e"></span>wskazane <span class="_ _e"></span>w <span class="_ _e"></span>odpowiednich <span class="_ _e"> </span>ak<span class="_ _2"></span>tach </div><div class="t m0 x6 he yb5 ff3 fs3 fc0 sc0 ls0 ws0">prawnych. <span class="_ _19"> </span>TOYA <span class="_ _19"> </span>S.A. <span class="_ _1e"> </span>wdro<span class="_ _2"></span>żyła <span class="_ _19"> </span>odpowiednie <span class="_ _19"> </span>procedury <span class="_ _19"> </span>w <span class="_ _1e"> </span>ty<span class="_ _2"></span>m <span class="_ _1e"> </span>za<span class="_ _2"></span>kresie. <span class="_ _19"> </span>Wdrożone <span class="_ _19"> </span>procedu<span class="_ _4"></span>ry <span class="_ _19"> </span>oraz <span class="_ _19"> </span>konieczność </div><div class="t m0 x6 he y151 ff3 fs3 fc0 sc0 ls0 ws0">weryfikacji  i <span class="_ _10"> </span>spełnienia  wszy<span class="_ _2"></span>stkich  sankcji  gospodarczych  powodowały  jednak <span class="_ _10"> </span>sp<span class="_ _2"></span>owolnienie  obrotu <span class="_ _10"> </span>hand<span class="_ _2"></span>lowego  z </div><div class="t m0 x6 he y152 ff3 fs3 fc0 sc0 ls0 ws0">klientami <span class="_ _e"></span>z <span class="_ _f"> </span>ty<span class="_ _2"></span>ch <span class="_ _e"> </span>ry<span class="_ _2"></span>nków, <span class="_ _f"> </span>co <span class="_ _e"> </span>jest <span class="_ _f"> </span>jednak<span class="_ _2"></span> <span class="_ _e"></span>niezależn<span class="_ _2"></span>e <span class="_ _e"></span>od <span class="_ _f"> </span>Grupy<span class="_ _2"></span>. <span class="_ _e"></span>Może <span class="_ _f"> </span>mieć <span class="_ _f"> </span>to <span class="_ _f"> </span>wpływ <span class="_ _f"> </span>na <span class="_ _f"> </span>obrót <span class="_ _f"> </span>hand<span class="_ _2"></span>lowy <span class="_ _e"> </span>z <span class="_ _f"> </span>klientami </div><div class="t m0 x6 he y153 ff1 fs3 fc0 sc0 ls0 ws0">obecnymi na tych <span class="_ _2"></span><span class="ff3">rynkach<span class="_ _2"></span> w przyszłych kwartałach.<span class="_ _2"></span></span><span class="lsb">  </span> </div><div class="t m0 x6 hc y154 ff2 fs0 fc0 sc0 ls5 ws0">4.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">INFORMACJE <span class="_ _26"> </span>O <span class="_ _26"> </span>POWIĄZANIACH <span class="_ _26"> </span>ORGANIZACYJN<span class="_ _0"></span>YCH </span></span></div><div class="t m0 xc hc y155 ff4 fs0 fc0 sc0 ls0 ws0">LUB <span class="_ _27"> </span>KAPIT<span class="_ _0"></span>AŁOWYCH <span class="_ _27"> </span>EM<span class="_ _0"></span>ITENTA <span class="_ _27"> </span>Z <span class="_ _27"> </span>INN<span class="_ _0"></span>YMI </div><div class="t m0 xc hc y156 ff4 fs0 fc0 sc0 ls0 ws0">PODMIOTAMI <span class="_ _26"> </span>ORAZ <span class="_ _26"> </span>OKR<span class="_ _0"></span>EŚLENIE <span class="_ _26"> </span>JEGO<span class="_ _0"></span> <span class="_ _26"> </span>GŁÓWNYCH </div><div class="t m0 xc hc y157 ff2 fs0 fc0 sc0 ls0 ws0">INWESTYCJI K<span class="_ _0"></span>RAJOWYCH I ZAG<span class="_ _0"></span>RANICZNYCH </div><div class="t m0 x6 hd y158 ff2 fs6 fc0 sc0 ls6 ws0">4.1.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">POWIĄZANIA KAPIT<span class="_ _0"></span>AŁOWE<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 yc1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y159 ff3 fs3 fc0 sc0 ls0 ws0">Organizacja  Grupy  Kapitałowej  został<span class="_ _2"></span>a  opisana  w  punkcie  <span class="ff1">1.2</span>.  Poza  tym  nie  istnieją<span class="_ _2"></span>  inne  powiązania  kapitałowe </div><div class="t m0 x6 he y15a ff3 fs3 fc0 sc0 ls0 ws0">pomiędzy spół<span class="_ _2"></span>kami z Grupy Toya. S.A. a<span class="_ _2"></span> innymi podmiotami.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y13c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y15b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y15c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y15d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:609.400000px;bottom:293.240000px;width:17.160000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">10<span class="ls0"> </span></div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">4.2.<span class="ff8 ls0"> <span class="_ _c"> </span><span class="ff4">INNE ISTOTNE <span class="_ _0"></span>POWIĄZANIA <span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y15e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y15f ff3 fs3 fc0 sc0 ls0 ws0">Na  d<span class="_ _2"></span>zień  pu<span class="_ _2"></span>blikacji  sprawozd<span class="_ _2"></span>ania <span class="_ _1e"> </span>z  działalno<span class="_ _2"></span>ści  Jedn<span class="_ _2"></span>ostka  Dominująca <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>powiązana <span class="_ _1e"> </span>osobo<span class="_ _2"></span>wo  z <span class="_ _1e"> </span>następującymi </div><div class="t m0 x6 he y160 ff1 fs3 fc0 sc0 ls0 ws0">podmiotami <span class="ff3">(uwzgl<span class="_ _2"></span>ędniono podmioty<span class="_ _2"></span>, z którymi Jedno<span class="_ _2"></span>stka Dominuj<span class="_ _2"></span>ąca dokony<span class="_ _2"></span>wała transakcji w 20<span class="_ _2"></span></span>23 <span class="ls8">r.)</span>: </div><div class="t m0 x6 he y161 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _20"> </span><span class="ff1">Toya <span class="_ _2"></span>Development Sp. z o<span class="_ _2"></span>.o. S.K. w likwidacji <span class="_ _2"></span>- <span class="ff3">jednostk<span class="_ _2"></span>a powiązana przez kluczo<span class="_ _2"></span>we kierownictwo Sp<span class="_ _2"></span>ółki</span>.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 he y162 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _20"> </span><span class="ff1">Toyo<span class="_ _2"></span>ta Katowice Sp. z .o<span class="_ _2"></span>. o. - <span class="ff3">jedno<span class="_ _2"></span>stka powiązana <span class="_ _2"></span>przez kluczowe kierownictwo Sp<span class="_ _2"></span>ółki<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 he y163 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y64 ff3 fs3 fc0 sc0 ls0 ws0">Szczegóły <span class="_ _2"></span>dotyczące <span class="_ _2"></span>trans<span class="_ _2"></span>akcji z <span class="_ _2"></span>jedn<span class="_ _2"></span>ostkami p<span class="_ _2"></span>owiązanymi zo<span class="_ _2"></span>stały <span class="_ _2"></span>zawarte <span class="_ _2"></span>w n<span class="_ _2"></span>ocie 31 <span class="_ _16"></span><span class="ff1">jednostkowego <span class="_ _2"></span>oraz <span class="_ _2"></span>w <span class="_ _2"></span>nocie <span class="_ _2"></span>32 </span></div><div class="t m0 x6 he y164 ff1 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego sprawozdania finans<span class="_ _2"></span>owego. <span class="_ _2"></span> </div><div class="t m0 x6 hc y165 ff2 fs0 fc0 sc0 ls5 ws0">5.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">OPIS  STRUK<span class="_ _0"></span>TURY  GŁÓWNY<span class="_ _0"></span>CH  LOKAT  KA<span class="_ _0"></span>PITAŁOWYCH<span class="_ _0"></span> </span></span></div><div class="t m0 xc hc y166 ff4 fs0 fc0 sc0 ls0 ws0">LUB <span class="_ _28"> </span>GŁÓWNYCH<span class="_ _0"></span> <span class="_ _28"> </span>INWESTYCJI <span class="_ _28"> </span>KAPITAŁOW<span class="_ _0"></span>YCH </div><div class="t m0 xc hc y167 ff4 fs0 fc0 sc0 ls0 ws0">DOKONANYCH<span class="_ _0"></span> <span class="_ _29"> </span>W <span class="_ _29"> </span>RAMACH <span class="_ _29"> </span>GRUPY <span class="_ _2a"> </span>KAPITAŁOWEJ<span class="_ _0"></span> </div><div class="t m0 xc hc y168 ff2 fs0 fc0 sc0 ls0 ws0">EMITENTA W <span class="_ _0"></span>DANYM ROKU<span class="_ _0"></span> OBROTOWYM  </div><div class="t m0 x6 he y169 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y16a ff3 fs3 fc0 sc0 ls0 ws0">Poza inwestycjami kap<span class="_ _2"></span>itałowymi opisany<span class="_ _2"></span>mi w punkcie <span class="_ _2"></span><span class="ff1">1.2 Grupa<span class="_ _2"></span> nie posiada <span class="_ _2"></span>inwestycji </span>kapitało<span class="_ _2"></span>wych. <span class="ff1"> </span></div><div class="t m0 x6 hc y16b ff2 fs0 fc0 sc0 ls5 ws0">6.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">CHARAKTERYS<span class="_ _0"></span>TYKA <span class="_ _e"></span>POLITYK<span class="_ _0"></span>I <span class="_ _e"></span>W <span class="_ _e"></span>ZAKRESIE <span class="_ _16"></span>KIERUNKÓW </span></span></div><div class="t m0 xc hc y16c ff4 fs0 fc0 sc0 ls0 ws0">ROZWOJU GRUPY KAP<span class="_ _0"></span>ITAŁOWEJ EMI<span class="_ _0"></span>TENTA<span class="ff2"> </span></div><div class="t m0 x6 he y16d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y16e ff3 fs3 fc0 sc0 ls0 ws0">Polityka w zakresie kierun<span class="_ _2"></span>ku rozwoju Grupy<span class="_ _2"></span> kapitałowej została <span class="_ _2"></span>przedstawiona w p<span class="_ _2"></span>unkcie <span class="_ _2"></span><span class="ff1">9. </span></div><div class="t m0 x6 hc y16f ff2 fs0 fc0 sc0 ls5 ws0">7.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">WAŻNIEJSZE <span class="_ _2b"> </span>OSIĄGNIĘCIA<span class="_ _0"></span> <span class="_ _2b"> </span>W <span class="_ _2c"> </span>DZIEDZINIE <span class="_ _2b"> </span>BADAŃ <span class="_ _2b"> </span>I </span></span></div><div class="t m0 xc hc y170 ff2 fs0 fc0 sc0 ls0 ws0">ROZWOJU <span class="_ _2d"></span> </div><div class="t m0 x6 h33 y171 ffb fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y7e ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>posiada <span class="_ _0"></span>szerokie <span class="_ _0"></span>portfolio <span class="_ _0"></span>oferowanych <span class="_ _0"></span>produktów, <span class="_ _0"></span>a <span class="_ _0"></span>rozwój <span class="_ _3"></span>i <span class="ff1">udosko<span class="_ _2"></span>nalanie <span class="_ _0"></span>ich <span class="_ _3"></span>tra<span class="_ _2"></span>ktuje <span class="_ _0"></span>jako <span class="_ _0"></span>jedno <span class="_ _0"></span>z <span class="_ _3"></span>kluczo<span class="_ _2"></span>wych </span></div><div class="t m0 x6 he y172 ff3 fs3 fc0 sc0 ls0 ws0">narzędzi <span class="_ _4"></span>b<span class="_ _2"></span>udowania <span class="_ _4"></span>przewagi<span class="_ _2"></span> <span class="_ _4"></span>konku<span class="_ _2"></span>rencyjnej <span class="_ _4"></span>na <span class="_ _4"></span>rynku<span class="_ _2"></span>. <span class="_ _4"></span>Centrum <span class="_ _4"></span>Rozwoju <span class="_ _16"></span>Produktu <span class="_ _e"></span>–<span class="ff1"> <span class="_ _4"></span></span>jednostk<span class="_ _2"></span>a <span class="_ _4"></span>organizacyjna <span class="_ _16"></span>Spółki </div><div class="t m0 x6 he y173 ff3 fs3 fc0 sc0 ls0 ws0">Dominującej <span class="_ _0"></span>od <span class="_ _0"></span>wielu <span class="_ _3"></span>lat <span class="_ _0"></span>prowadzi,<span class="_ _2"></span> <span class="_ _0"></span>przy <span class="_ _3"></span>wspó<span class="_ _2"></span>łudziale <span class="_ _0"></span>spółek <span class="_ _3"></span>zależn<span class="_ _2"></span>ych, <span class="_ _0"></span>analizy <span class="_ _0"></span>rynkowych <span class="_ _0"></span>t<span class="_ _0"></span>rend<span class="_ _2"></span>ów <span class="_ _0"></span>wzorniczych, <span class="_ _0"></span>analizy </div><div class="t m0 x6 he y155 ff3 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _2"></span>potencjału <span class="_ _2"></span>wzrostu <span class="_ _2"></span>oraz <span class="_ _2"></span>prace <span class="_ _2"></span>koncepcyjne <span class="_ _2"></span>i <span class="_ _2"></span>wzornicze <span class="_ _2"></span>dla <span class="_ _2"></span>określony<span class="_ _2"></span>ch <span class="_ _2"></span>grup n<span class="_ _2"></span>arzędziowych. Pra<span class="_ _2"></span>ce te <span class="_ _2"></span>finans<span class="_ _2"></span>owane </div><div class="t m0 x6 he y174 ff3 fs3 fc0 sc0 ls0 ws0">są ze środkó<span class="_ _2"></span>w własnych Spółki Dominującej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y156 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y175 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y157 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y176 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y177 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y178 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y179 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y17a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y17b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y17c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y17d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y17e ff1 fs3 fc0 sc0 ls0 ws0"> 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">11<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls5 ws0">8.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">OMÓWIENIE <span class="_ _2f"> </span>PODSTAW<span class="_ _0"></span>OWYCH <span class="_ _2f"> </span>WIELKOŚCI </span></span></div><div class="t m0 xc hc y11d ff2 fs0 fc0 sc0 ls0 ws0">EKONOMICZN<span class="_ _0"></span>O-FINANSOWYCH <span class="_ _30"> </span>ORAZ <span class="_ _30"> </span>OPIS </div><div class="t m0 xc hc y181 ff4 fs0 fc0 sc0 ls0 ws0">CZYNNIKÓW <span class="_ _24"> </span>I <span class="_ _26"> </span>ZDARZEŃ, <span class="_ _26"> </span>W <span class="_ _31"> </span>TYM <span class="_ _31"> </span>O <span class="_ _31"> </span>NIETYPOWYM </div><div class="t m0 xc hc y182 ff4 fs0 fc0 sc0 ls0 ws0">CHARAKTERZE,<span class="_ _0"></span> <span class="_ _d"> </span>MAJĄCYCH <span class="_ _14"> </span>WPŁYW <span class="_ _14"> </span>NA <span class="_ _14"> </span>DZIAŁALNOŚĆ </div><div class="t m0 xc hc y183 ff2 fs0 fc0 sc0 ls0 ws0">GRUPY W 2023 <span class="ls12">R.</span> </div><div class="t m0 x6 he y184 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y185 ff4 fs3 fc0 sc0 ls0 ws0">Przychody i zyskowność GR<span class="_ _2"></span>UPY TOYA S.A. (w ty<span class="_ _2"></span>s. zł).<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y186 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y187 w27 h35"><div class="t m0 x31 h16 y69 ff1 fsb fc3 sc0 ls0 ws0"> <span class="ff4">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x73 y187 w28 h35"><div class="t m0 x74 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x75 y187 w29 h35"><div class="t m0 x76 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">20<span class="ls0">22 </span></div></div><div class="c x7 y188 w27 h20"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _0"></span>zedaży<span class="ff1"> </span></div></div><div class="c x73 y188 w28 h20"><div class="t m0 x78 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">732 396 </div></div><div class="c x75 y188 w29 h20"><div class="t m0 x79 h18 y6b ff1 fsb fc0 sc0 ls9 ws0">762 590<span class="ls0"> </span></div></div><div class="c x7 y189 w27 h36"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Zysk brutt<span class="_ _0"></span>o ze sprzedaży<span class="ff1"> </span></div></div><div class="c x73 y189 w28 h36"><div class="t m0 x78 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">244 051 </div></div><div class="c x75 y189 w29 h36"><div class="t m0 x79 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">242 665 </div></div><div class="c x7 y149 w27 h28"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Zysk na działal<span class="_ _0"></span>ności operac<span class="_ _0"></span>yjnej<span class="ff1"> </span></div></div><div class="c x73 y149 w28 h28"><div class="t m0 x7a h18 y69 ff1 fsb fc0 sc0 ls0 ws0">88 765 </div></div><div class="c x75 y149 w29 h28"><div class="t m0 x6b h18 y69 ff1 fsb fc0 sc0 ls0 ws0">97 644 </div></div><div class="c x7 y18a w27 h20"><div class="t m0 x77 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">Zysk przed <span class="_ _0"></span>opodatkowaniem </div></div><div class="c x73 y18a w28 h20"><div class="t m0 x7a h18 y6b ff1 fsb fc0 sc0 ls0 ws0">85 012 </div></div><div class="c x75 y18a w29 h20"><div class="t m0 x6b h18 y6b ff1 fsb fc0 sc0 ls0 ws0">88 349 </div></div><div class="c x7 y18b w27 h28"><div class="t m0 x77 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span>  </div></div><div class="c x73 y18b w28 h28"><div class="t m0 x7a h18 y69 ff1 fsb fc0 sc0 ls0 ws0">68 318 </div></div><div class="c x75 y18b w29 h28"><div class="t m0 x6b h18 y69 ff1 fsb fc0 sc0 ls0 ws0">70 220 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y41 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h7 y18c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y18d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y18e ff1 fs3 fc0 sc0 ls0 ws0">W 2023 <span class="ff3">r. przy<span class="_ _2"></span>chody ze s<span class="_ _2"></span>przedaży<span class="_ _2"></span> wyniosły <span class="_ _2"></span></span>732 <span class="ls3">396</span> <span class="ff3">tys<span class="_ _2"></span>. zł i był<span class="_ _2"></span>y niżs<span class="_ _2"></span>ze</span> <span class="ff3">od przych<span class="_ _2"></span>odów osiągniętych w 20<span class="_ _2"></span></span>22 r. <span class="_ _2"></span>o <span class="ls3">30</span> 19<span class="_ _2"></span>4 </div><div class="t m0 x6 he y18f ff3 fs3 fc0 sc0 ls0 ws0">tys. <span class="_ _2"></span>zł, <span class="_ _2"></span>czyli <span class="_ _2"></span>o <span class="_ _4"></span><span class="ff1">4<span class="ls7">%.</span> <span class="_ _2"></span></span>Największy <span class="_ _4"></span><span class="ff1">spadek <span class="_ _2"></span></span>sp<span class="_ _2"></span>rzedaży, <span class="_ _2"></span>o <span class="_ _2"></span><span class="ff1 ls3">20<span class="ls0"> </span>992<span class="ls0"> <span class="_ _2"></span></span></span>ty<span class="_ _2"></span>s. <span class="_ _2"></span>zł <span class="_ _2"></span>z<span class="ff1">(tj. <span class="_ _2"></span>o <span class="_ _2"></span>8%) <span class="_ _2"></span>z<span class="_ _2"></span></span>ostał <span class="_ _2"></span>odno<span class="_ _2"></span>towany w <span class="_ _2"></span>kan<span class="_ _2"></span>ale <span class="_ _4"></span><span class="ff1">eksportowym, </span></div><div class="t m0 x6 he y190 ff3 fs3 fc0 sc0 ls0 ws0">na <span class="_ _e"></span>co <span class="_ _e"></span>główny <span class="_ _e"></span>wpływ <span class="_ _e"></span>miało <span class="_ _e"></span>osł<span class="_ _2"></span>abienie <span class="_ _e"></span>koniunktury<span class="_ _2"></span> <span class="_ _e"></span>i <span class="_ _16"></span>sp<span class="_ _2"></span>adek <span class="_ _e"></span>sprzedaży <span class="_ _e"></span>w <span class="_ _e"></span>Ameryce <span class="_ _e"></span>Połudn<span class="_ _2"></span>iowej <span class="_ _e"></span>(głównie <span class="_ _e"></span>Chile) <span class="_ _e"></span>oraz </div><div class="t m0 x6 he y191 ff3 fs3 fc0 sc0 ls0 ws0">Afryce,  co <span class="_ _1e"> </span>zostało <span class="_ _1e"> </span>częściowo  s<span class="_ _2"></span>kompensowane <span class="_ _1e"> </span>wzrostem  przych<span class="_ _2"></span>odów  ze  s<span class="_ _2"></span>przedaży <span class="_ _19"> </span><span class="ff1">w  Ukrainie</span>. <span class="_ _1e"> </span>Niższe <span class="_ _1e"> </span>przychody </div><div class="t m0 x6 he y192 ff1 fs3 fc0 sc0 ls0 ws0">z<span class="ff3">realizowane zostały także w kanale hurtowym (spadek o 10</span> 0<span class="ls3">82</span> <span class="ff3">tys. zł tj. o 3%), głównie w <span class="_ _0"></span>wyniku niższej sprzedaży na </span></div><div class="t m0 x6 he y193 ff3 fs3 fc0 sc0 ls0 ws0">terenie <span class="_ _0"></span>Polski. Wyższe przychody o<span class="_ _0"></span> 1<span class="ff1"> 50</span>4 <span class="_ _0"></span>tys. zł <span class="_ _0"></span>(3%)<span class="ff1"> <span class="_ _0"></span><span class="ff3">zrealizował kanał <span class="_ _0"></span>sprzedaży detalicznej, <span class="_ _0"></span>na co<span class="_ _0"></span> głównie <span class="_ _0"></span>miała w<span class="_ _0"></span>pływ </span></span></div><div class="t m0 x6 he y194 ff3 fs3 fc0 sc0 ls0 ws0">sprzedaż zrealizowan<span class="_ _2"></span>a za pośrednictwem sklep<span class="_ _2"></span><span class="ff1">u in<span class="_ _2"></span>ternetowego oraz plat<span class="_ _2"></span>formy Allegro w Pols<span class="_ _2"></span>ce. . </span></div><div class="t m0 x6 he y195 ff1 fs3 fc0 sc0 ls0 ws0">Zysk <span class="ff3">brutto ze <span class="_ _0"></span>sprzedaży w<span class="_ _0"></span>zrósł w <span class="_ _0"></span>202<span class="ff1">3 r. <span class="_ _0"></span>o 1 <span class="ls3">386</span> <span class="_ _0"></span><span class="ff3">tys. zł. <span class="_ _0"></span>tj<span class="ff1">. <span class="ls13">o </span>0,6</span>% <span class="_ _0"></span>tys. zł <span class="_ _0"></span>w <span class="_ _0"></span>porównaniu do <span class="_ _0"></span>202<span class="ff1">2 <span class="ls8">r. <span class="_ _0"></span><span class="ff3 ls0">Osiągnięcie w<span class="_ _0"></span>yższego<span class="_ _2"></span> </span></span></span></span></span></span></div><div class="t m0 x6 he y196 ff3 fs3 fc0 sc0 ls0 ws0">zysku  b<span class="_ _2"></span>rutto  pomimo  niższych  przy<span class="_ _2"></span>chodów<span class="_ _2"></span><span class="ff1">  </span>ze  s<span class="_ _2"></span>przedaży  było <span class="_ _1e"> </span>możliwe  dzięki  niższym<span class="_ _2"></span><span class="ff1">  kos<span class="_ _2"></span>zt<span class="ls14">om</span>  </span>nabycia <span class="_ _1e"> </span>towarów </div><div class="t m0 x6 he y197 ff3 fs3 fc0 sc0 ls0 ws0">wynikającymi <span class="_ _11"> </span>z <span class="_ _11"> </span>poziomu <span class="_ _11"> </span>kursu <span class="_ _11"> </span>USD<span class="_ _2"></span><span class="ff1">/PLN <span class="_ _11"> </span></span>oraz <span class="_ _11"> </span>cen <span class="_ _1a"> </span>us<span class="_ _2"></span>ług <span class="_ _1a"> </span>tran<span class="_ _2"></span>sportowych, <span class="_ _11"> </span>a <span class="_ _11"> </span>z <span class="_ _1a"> </span>d<span class="_ _2"></span>rugiej <span class="_ _1a"> </span>strony<span class="_ _2"></span> <span class="_ _1a"> </span>polity<span class="_ _4"></span><span class="ff1 ls15">ce<span class="ls0"> <span class="_ _1a"> </span>cenow<span class="ls16">ej<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 he y54 ff1 fs3 fc0 sc0 ls0 ws0">zorientowan<span class="ls16">ej</span> <span class="_ _2"></span><span class="ff3">na utrzymanie kon<span class="_ _2"></span>kurencyjności.<span class="_ _2"></span></span>   </div></div><div class="c x7b y198 w2a h37"><div class="t m0 x7c h4 y199 ff2 fs1 fc0 sc0 ls1 ws0">732 396</div></div><div class="c x7d y19a w2b h37"><div class="t m0 x7c h4 y19b ff2 fs1 fc0 sc0 ls1 ws0">244 <span class="ls17">051</span></div></div><div class="c x51 y19c w2c h37"><div class="t m0 xc h4 y19d ff2 fs1 fc0 sc0 ls1 ws0">88 765</div></div><div class="c x7e y19e w2c h38"><div class="t m0 xc h4 y19f ff2 fs1 fc0 sc0 ls1 ws0">85 012</div></div><div class="c x7f y19e w2c h39"><div class="t m0 xc h4 y1a0 ff2 fs1 fc0 sc0 ls1 ws0">68 318</div></div><div class="c x6 y19e w2d h3a"><div class="t m0 x80 h4 y1a1 ff2 fs1 fc0 sc0 ls1 ws0">762 590</div><div class="t m0 x66 h4 y1a2 ff2 fs1 fc0 sc0 ls1 ws0">242 665</div><div class="t m0 x81 h4 y1a3 ff2 fs1 fc0 sc0 ls1 ws0">97 644</div><div class="t m0 x82 h4 y1a4 ff2 fs1 fc0 sc0 ls1 ws0">88 349</div><div class="t m0 x83 h4 y1a5 ff2 fs1 fc0 sc0 ls1 ws0">70 220</div><div class="t m0 x84 h5 y1a6 ff1 fs1 fc6 sc0 ls0 ws0">0<span class="_ _32"> </span><span class="ff3 ls1">100 000<span class="_ _33"> </span>200 000<span class="_ _33"> </span>300 000<span class="_ _33"> </span>400 000<span class="_ _33"> </span><span class="ls0">500 000<span class="_ _33"> </span></span>600 000<span class="_ _33"> </span>700 000<span class="_ _33"> </span>800 000<span class="_ _33"> </span>900 000</span></div><div class="t m0 x4e h3b y1a7 ff3 fsc fc6 sc0 ls0 ws0">PRZYCHODY ZE SPRZEDA<span class="_ _0"></span>ŻY</div><div class="t m0 x59 h5 y1a8 ff3 fs1 fc6 sc0 ls0 ws0">ZYSK BRUTTO ZE SPRZEDAŻY</div><div class="t m0 x6a h5 y1a9 ff3 fs1 fc6 sc0 ls0 ws0">ZYSK NA DZIAŁALNOŚCI OPERACYJNEJ</div><div class="t m0 x48 h5 y1aa ff1 fs1 fc6 sc0 ls0 ws0">ZYSK PRZED OPODATKOWANIEM</div><div class="t m0 x85 h5 y1ab ff1 fs1 fc6 sc0 ls0 ws0">ZYSK NETTO</div><div class="t m0 x86 h3c y1ac ff4 fsd fc6 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody i zy<span class="_ _0"></span>sk<span class="_ _0"></span>owność <span class="_ _0"></span>w tys. zł</div><div class="t m0 x87 h5 y1ad ff1 fs1 fc6 sc0 ls1 ws0">2023<span class="_ _34"> </span>2022</div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x2 y1ae w3 h3d" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">12<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Zysk <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dział<span class="_ _2"></span>alności <span class="_ _1a"> </span><span class="ff1">operacyjnej <span class="_ _1a"> </span>w <span class="_ _1a"> </span>202<span class="_ _2"></span>3 <span class="_ _19"> </span></span>r.<span class="_ _2"></span> <span class="_ _1a"> </span>w <span class="_ _1a"> </span>wysokości <span class="_ _11"> </span><span class="ff1 ls3">88<span class="ls0"> 765 <span class="_ _1a"> </span></span></span>tys. <span class="_ _1a"> </span>zł<span class="_ _2"></span> <span class="_ _19"> </span>by<span class="_ _2"></span>ł <span class="_ _1a"> </span>niższy <span class="_ _1a"> </span>od <span class="_ _1a"> </span>osiągniętego <span class="_ _1a"> </span>w <span class="_ _11"> </span>202<span class="ff1">2<span class="_ _2"></span> <span class="_ _19"> </span>r<span class="_ _2"></span>.  </span></div><div class="t m0 x6 he y1af ff1 fs3 fc0 sc0 ls14 ws0">o <span class="ls0">8 <span class="ls3">879</span> <span class="ff3">tys. zł<span class="_ _0"></span>, tj. <span class="ff1 ls13">o <span class="ls0">9,1</span></span>%. <span class="_ _0"></span>Było to spowodowane przede wszystkim wyższymi kosztami świadczeń pracowniczych (wzrost </span></span></div><div class="t m0 x6 he y1b0 ff1 fs3 fc0 sc0 ls0 ws0">o <span class="_ _10"> </span>6,8%  w <span class="_ _f"> </span>sto<span class="_ _2"></span>sunku <span class="_ _10"> </span>do  roku<span class="_ _0"></span> <span class="_ _10"> </span>2022)<span class="_ _2"></span><span class="ls18">, <span class="_ _10"> </span></span><span class="ff3">zwiększeniem  kosztów <span class="_ _10"> </span>odpisów  amortyzacyjnych <span class="_ _10"> </span>w <span class="_ _10"> </span>związku  z <span class="_ _f"> </span>u<span class="_ _2"></span>ruchomieniem </span></div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0">nowego magazynu<span class="_ _2"></span> w Chinach, <span class="_ _2"></span><span class="ff3">a także wyżs<span class="_ _2"></span>zymi kosztami organizowany<span class="_ _2"></span>ch promocji<span class="_ _2"></span></span> <span class="ff3">oraz podróży<span class="_ _2"></span> służbowych<span class="_ _2"></span></span>.  </div><div class="t m0 x6 he y1b2 ff3 fs3 fc0 sc0 ls0 ws0">W  celu <span class="_ _10"> </span>pozyska<span class="_ _2"></span>nia <span class="_ _10"> </span>potrzebnego  kapitału  obrotowego <span class="_ _10"> </span>Gru<span class="_ _2"></span>pa  posługuje <span class="_ _10"> </span>się  głównie <span class="_ _10"> </span>krótkoterminowym<span class="_ _2"></span>i  kredytami </div><div class="t m0 x6 he y1b3 ff3 fs3 fc0 sc0 ls0 ws0">bankowymi. Biorąc pod uwagę znaczący wpływ kosztów finansowych związanych<span class="_ _2"></span> z tymi <span class="_ _0"></span>kredytami na wynik finansowy, </div><div class="t m0 x6 he y1b4 ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>co <span class="_ _16"></span>roku<span class="_ _2"></span> <span class="_ _16"></span>n<span class="_ _2"></span>egocjuje <span class="_ _e"></span>warunki <span class="_ _e"></span>umów <span class="_ _16"></span>kr<span class="_ _2"></span>edy<span class="_ _2"></span>towych <span class="_ _e"></span>tak, <span class="_ _e"></span>aby <span class="_ _e"></span>koszty <span class="_ _e"></span>z <span class="_ _16"></span>n<span class="_ _2"></span>imi <span class="_ _16"></span>związan<span class="_ _2"></span>e <span class="_ _e"></span>były <span class="_ _e"></span>jak <span class="_ _16"></span>n<span class="_ _2"></span>ajniższe. <span class="_ _f"> </span><span class="ff1">W <span class="_ _e"></span>2023 <span class="_ _16"></span>r.<span class="_ _2"></span> </span></div><div class="t m0 x6 he y1b5 ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _4"></span>Dominu<span class="_ _2"></span>jąca <span class="_ _4"></span>korzystała <span class="_ _16"></span>z <span class="_ _4"></span>kredytów <span class="_ _4"></span>banko<span class="_ _2"></span>wych <span class="_ _2"></span>w <span class="_ _4"></span>mni<span class="_ _2"></span>ejszym <span class="_ _4"></span>zakresie <span class="_ _4"></span>niż <span class="_ _4"></span>w <span class="_ _4"></span>r<span class="_ _2"></span>oku <span class="_ _4"></span>poprzedn<span class="_ _2"></span>im.<span class="_ _4"></span><span class="ff1"> <span class="_ _4"></span></span>Jednocześnie </div><div class="t m0 x6 he y1b6 ff3 fs3 fc0 sc0 ls0 ws0">nieznacznie <span class="_ _4"></span>spadły <span class="_ _4"></span><span class="ff1">bazowe <span class="_ _4"></span><span class="ls19">st</span>opy <span class="_ _4"></span>procentowe <span class="_ _2"></span></span>w <span class="_ _4"></span>porównaniu<span class="_ _2"></span> <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _4"></span><span class="ff1">2022 <span class="_ _2"></span>r. <span class="_ _4"></span>W <span class="_ _4"></span>efekcie <span class="_ _2"></span>ponies<span class="_ _2"></span>ione <span class="_ _4"></span>koszty <span class="_ _2"></span>od<span class="_ _2"></span>setek <span class="_ _4"></span></span>z <span class="_ _4"></span>tytułu </div><div class="t m0 x6 he y1b7 ff3 fs3 fc0 sc0 ls0 ws0">kredytów bankowych<span class="_ _2"></span> wynios<span class="_ _2"></span>ły 2<span class="ff1"> <span class="ls3">80</span>5 </span>tys. zł<span class="_ _2"></span> i były niższe o 5<span class="_ _2"></span><span class="ff1"> 3<span class="ls3">49</span> </span>tys. zł w poró<span class="_ _2"></span>wnaniu do poprzedniego roku.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h18 y1b8 ff1 fsb fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1b9 ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności.<span class="ff2"> </span></div><div class="t m0 x6 h7 y1ba ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1bb w2e h24"><div class="t m0 x31 h16 y69 ff1 fsb fc3 sc0 ls0 ws0"> <span class="ff4">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x88 y1bb w2f h24"><div class="t m0 x89 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x22 y1bb w30 h24"><div class="t m0 x6b h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2 </span></div></div><div class="c x6 y1bc w2e h2e"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> sprzedaży<span class="ff1"> </span></div></div><div class="c x88 y1bc w2f h2e"><div class="t m0 x6b h18 y6b ff1 fsb fc0 sc0 ls0 ws0">33,3% </div></div><div class="c x22 y1bc w30 h2e"><div class="t m0 x7a h18 y6b ff1 fsb fc0 sc0 ls0 ws0">31,8% </div></div><div class="c x6 y1bd w2e h20"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> działalności o<span class="_ _0"></span>peracyjnej<span class="ff1"> </span></div></div><div class="c x88 y1bd w2f h20"><div class="t m0 x6b h18 y6b ff1 fsb fc0 sc0 ls0 ws0">12,1% </div></div><div class="c x22 y1bd w30 h20"><div class="t m0 x7a h18 y6b ff1 fsb fc0 sc0 ls0 ws0">12,8% </div></div><div class="c x6 y1be w2e h20"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku przed o<span class="_ _0"></span>podatkowaniem<span class="ff1"> </span></div></div><div class="c x88 y1be w2f h20"><div class="t m0 x6b h18 y69 ff1 fsb fc0 sc0 ls0 ws0">11,6% </div></div><div class="c x22 y1be w30 h20"><div class="t m0 x7a h18 y69 ff1 fsb fc0 sc0 ls0 ws0">11,6% </div></div><div class="c x6 y107 w2e h20"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku netto<span class="ff1"> </span></div></div><div class="c x88 y107 w2f h20"><div class="t m0 x89 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">9,3% </div></div><div class="c x22 y107 w30 h20"><div class="t m0 xd h18 y69 ff1 fsb fc0 sc0 ls0 ws0">9,2% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h3e y1bf ff1 fse fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x5d h3e y1c0 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości sprzedaży <span class="_ _2"></span>–<span class="ff1"> </span>stosunek zysku bru<span class="_ _2"></span>tto do przychodó<span class="_ _2"></span>w ze sprzedaży<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y1c1 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentow<span class="_ _2"></span>ności działalnośc<span class="_ _2"></span>i operacyjnej <span class="_ _2"></span>–<span class="ff1"> </span>stosunek zysku na<span class="_ _2"></span> działalności operacyjn<span class="_ _2"></span>ej do przycho<span class="_ _2"></span>dów ze sprzedaży<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y1c2 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości zysku przed op<span class="_ _2"></span>odatkowaniem –<span class="ff1"> </span>stos<span class="_ _2"></span>unek zysku przed<span class="_ _2"></span> opodatkowan<span class="_ _2"></span>iem do przychodó<span class="_ _2"></span>w ze sprzedaży <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y1c3 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości netto –<span class="ff1"> </span>stosu<span class="_ _2"></span>nek zysku netto do p<span class="_ _2"></span>rzychodów<span class="_ _2"></span> ze sprzedaży <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y1c4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8a he y1c5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1c6 ff3 fs3 fc0 sc0 ls0 ws0">Rentowność <span class="_ _16"></span>s<span class="_ _2"></span>przedaży <span class="_ _16"></span>jes<span class="_ _2"></span>t <span class="_ _16"></span>dla <span class="_ _e"></span>Grupy <span class="_ _16"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _16"></span>pods<span class="_ _2"></span>tawowym <span class="_ _f"> </span>wskaźnikiem<span class="ff1"> <span class="_ _16"></span></span>ko<span class="_ _2"></span>nkurency<span class="_ _2"></span>jności <span class="_ _16"></span>ry<span class="_ _2"></span>nkowej <span class="_ _16"></span>Grupy <span class="_ _e"></span>i <span class="_ _16"></span>ma </div><div class="t m0 x6 he y1c7 ff3 fs3 fc0 sc0 ls0 ws0">decydujący <span class="_ _4"></span>wpły<span class="_ _2"></span>w <span class="_ _4"></span>na <span class="_ _4"></span>jej <span class="_ _2"></span>s<span class="_ _2"></span>ytuację <span class="_ _4"></span>finansową. <span class="_ _4"></span>Analiza <span class="_ _4"></span>tego <span class="_ _4"></span>wska<span class="_ _2"></span>źnika <span class="_ _4"></span>za <span class="_ _4"></span>20<span class="_ _4"></span><span class="ff1">23 <span class="_ _4"></span></span>r. <span class="_ _4"></span>pokazuje, <span class="_ _2"></span>że <span class="_ _4"></span>rento<span class="_ _2"></span>wność <span class="_ _4"></span>sprzedaż<span class="_ _2"></span>y <span class="_ _2"></span>w </div><div class="t m0 x6 he y1c8 ff1 fs3 fc0 sc0 ls0 ws0">tym <span class="_ _16"></span>okresie <span class="_ _16"></span><span class="ff3">wzrosła</span> <span class="_ _16"></span>o<span class="_ _2"></span> <span class="_ _4"></span>1,<span class="_ _2"></span>5 <span class="_ _4"></span>p<span class="_ _2"></span>unktu <span class="_ _16"></span>p<span class="ff3">rocentowego <span class="_ _16"></span>w <span class="_ _16"></span>porów<span class="_ _2"></span>naniu <span class="_ _16"></span>do<span class="_ _2"></span></span> <span class="_ _16"></span><span class="ls3">20</span>22 <span class="_ _16"></span><span class="ls8">r.</span> <span class="_ _16"></span><span class="ff3">co <span class="_ _16"></span>było <span class="_ _16"></span>spowodowane <span class="_ _16"></span>niższymi <span class="_ _16"></span>kosztami </span></div><div class="t m0 x6 he y1c9 ff3 fs3 fc0 sc0 ls0 ws0">nabycia towarów wsku<span class="_ _2"></span>tek spadku kursu USD/PLN<span class="_ _2"></span> oraz obniżenia k<span class="_ _2"></span>osztów trans<span class="_ _2"></span>portu<span class="_ _2"></span><span class="ff1 ls4">. <span class="ls0"> </span></span></div><div class="t m0 x6 he y13d ff3 fs3 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _25"> </span>rentowno<span class="_ _2"></span>ści <span class="_ _25"> </span>na <span class="_ _25"> </span>poziomie <span class="_ _35"> </span>działalności <span class="_ _25"> </span>op<span class="_ _2"></span>eracyjnej <span class="_ _25"> </span>nieznaczn<span class="_ _2"></span>ie <span class="_ _11"> </span>s<span class="_ _2"></span>padł <span class="_ _25"> </span>w <span class="_ _25"> </span>s<span class="_ _2"></span>tosunku <span class="_ _25"> </span>do <span class="_ _25"> </span>2022, <span class="_ _25"> </span>co <span class="_ _25"> </span>było </div><div class="t m0 x6 he y1ca ff3 fs3 fc0 sc0 ls0 ws0">spowodowane głównie<span class="_ _2"></span><span class="ff1"> </span>wyższ<span class="_ _2"></span>ymi kosztami amortyza<span class="_ _2"></span>cji, kosztów świadczeń pra<span class="_ _2"></span>cowniczych ora<span class="_ _2"></span>z podróży służbo<span class="_ _2"></span>wych.<span class="_ _2"></span><span class="ff1">  </span></div></div><div class="c x6 y1cb w31 h3f"><div class="t m0 x8b h4 y1cc ff2 fs1 fc3 sc0 ls0 ws0">33,3%</div><div class="t m0 x8c h4 y1cd ff2 fs1 fc3 sc0 ls0 ws0">12,1%</div><div class="t m0 x8d h4 y1ce ff2 fs1 fc3 sc0 ls0 ws0">11,6%</div><div class="t m0 x66 h4 y1cf ff2 fs1 fc3 sc0 ls0 ws0">9,3%</div><div class="t m0 x8e h4 y1d0 ff2 fs1 fc3 sc0 ls0 ws0">31,8%</div><div class="t m0 x8f h4 y1d1 ff2 fs1 fc3 sc0 ls0 ws0">12,8%</div><div class="t m0 x8d h4 y1d2 ff2 fs1 fc3 sc0 ls0 ws0">11,6%</div><div class="t m0 x90 h4 y1d3 ff2 fs1 fc3 sc0 ls0 ws0">9,2%</div><div class="t m0 x82 h5 y1d4 ff1 fs1 fc6 sc0 ls0 ws0">0,0%<span class="_ _36"> </span><span class="ls17">5,0%<span class="_ _37"> </span></span>10,0%<span class="_ _34"> </span>15,0%<span class="_ _29"> </span>20,0%<span class="_ _34"> </span>25,0%<span class="_ _34"> </span>30,0%<span class="_ _29"> </span>35,0%</div><div class="t m0 x91 h5 y1d5 ff3 fs1 fc6 sc0 ls0 ws0">RENTOWNOŚĆ SPRZEDAŻY</div><div class="t m0 x3e h5 y1d6 ff3 fs1 fc6 sc0 ls0 ws0">RENTOWNOŚĆ DZIAŁALNOŚCI OPERACYJNEJ</div><div class="t m0 x6a h5 y1d7 ff3 fs1 fc6 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU PRZED OPODATKOWANIEM</div><div class="t m0 x76 h3b y1d8 ff3 fsc fc6 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU<span class="_ _0"></span> NETTO</div><div class="t m0 x92 h3c y1d9 ff4 fsd fc6 sc0 ls0 ws0">R<span class="_ _0"></span>entowność</div><div class="t m0 x93 h5 y1da ff1 fs1 fc6 sc0 ls1 ws0">2023<span class="_ _34"> </span>2022</div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x2 y1db wb h40" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">13<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _e"></span>rentowności<span class="_ _2"></span><span class="ff1"> <span class="_ _16"></span>zysku <span class="_ _e"></span>przed <span class="_ _e"></span></span>opodatkowaniem, <span class="_ _e"></span>a <span class="_ _16"></span>także <span class="_ _e"></span>zysku <span class="_ _e"></span>netto <span class="_ _e"></span>pozostały <span class="_ _e"></span>na <span class="_ _16"></span>poziomie <span class="_ _e"></span>porównywalnym <span class="_ _e"></span>z </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">rokiem ubiegłym. <span class="ff1"> <span class="_ _2"></span> </span></div><div class="t m0 x6 he y15f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1dc ff4 fs3 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _2"></span>pieniężnych Grup<span class="_ _2"></span>y (w tys. zł)<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y1dd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1de w32 h24"><div class="t m0 x31 h16 y69 ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c x94 y1de w33 h24"><div class="t m0 x57 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x95 y1de w34 h24"><div class="t m0 x57 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2 </span></div></div><div class="c x6 y1df w32 h22"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i operacy<span class="_ _0"></span>jnej<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x94 y1df w33 h22"><div class="t m0 x61 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">140 345 </div></div><div class="c x95 y1df w34 h22"><div class="t m0 x96 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">55 508 </div></div><div class="c x6 y1e0 w32 h22"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i inwestycyjne<span class="_ _0"></span>j<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x94 y1e0 w33 h22"><div class="t m0 x7c h18 y6b ff1 fsb fc0 sc0 ls0 ws0">(<span class="ls9">10</span> <span class="ls9">520</span>) </div></div><div class="c x95 y1e0 w34 h22"><div class="t m0 x7c h18 y6b ff1 fsb fc0 sc0 ls0 ws0">(20 <span class="ls9">722)</span> </div></div><div class="c x6 y1e1 w32 h22"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnych <span class="_ _0"></span>z działalności<span class="_ _0"></span> finansowej<span class="ff1"> </span></div></div><div class="c x94 y1e1 w33 h22"><div class="t m0 x7c h18 y69 ff1 fsb fc0 sc0 ls0 ws0">(<span class="ls9">95</span> <span class="ls9">081</span>) </div></div><div class="c x95 y1e1 w34 h22"><div class="t m0 x7c h18 y69 ff1 fsb fc0 sc0 ls0 ws0">(33 <span class="ls9">744)</span> </div></div><div class="c x6 y1e2 w32 h41"><div class="t m0 x77 h16 y69 ff4 fsb fc0 sc0 ls0 ws0">Zmiana stanu śro<span class="_ _0"></span>dków pieniężnych n<span class="_ _0"></span>etto przed różni<span class="_ _0"></span>cami kursowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c x94 y1e2 w33 h41"><div class="t m0 x96 h16 y69 ff1 fsb fc0 sc0 ls9 ws0">34<span class="ls0"> </span>744<span class="ff2 ls0"> </span></div></div><div class="c x95 y1e2 w34 h41"><div class="t m0 x4b h16 y69 ff1 fsb fc0 sc0 ls0 ws0">1 <span class="ls9">042</span><span class="ff2"> </span></div></div><div class="c x6 y1e3 w32 h20"><div class="t m0 x77 h16 y6b ff4 fsb fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty n<span class="_ _0"></span>a początek okre<span class="_ _0"></span>su<span class="ff2"> </span></div></div><div class="c x94 y1e3 w33 h20"><div class="t m0 x96 h16 y6b ff2 fsb fc0 sc0 ls9 ws0">38<span class="ls0"> </span>836<span class="ls0"> </span></div></div><div class="c x95 y1e3 w34 h20"><div class="t m0 x91 h16 y6b ff2 fsb fc0 sc0 ls0 ws0"> 38 855  </div></div><div class="c x6 y1e4 w32 h20"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Efekt pr<span class="_ _0"></span>zeliczenia środkó<span class="_ _0"></span>w pieniężnych i ich ekwiwal<span class="_ _0"></span>entów<span class="ff1"> </span></div></div><div class="c x94 y1e4 w33 h20"><div class="t m0 x97 h18 y6b ff1 fsb fc0 sc0 ls1a ws0">                   <span class="ls0">(3 653) </span></div></div><div class="c x95 y1e4 w34 h20"><div class="t m0 x98 h18 y6b ff1 fsb fc0 sc0 ls1b ws0">(1<span class="ls0"> <span class="ls9">061)</span> </span></div></div><div class="c x6 y1e5 w32 h27"><div class="t m0 x77 h16 y1e6 ff4 fsb fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty n<span class="_ _0"></span>a koniec okresu<span class="ff2"> </span></div></div><div class="c x94 y1e5 w33 h27"><div class="t m0 x96 h16 y1e6 ff2 fsb fc0 sc0 ls9 ws0">69<span class="ls0"> </span>927<span class="ls0"> </span></div></div><div class="c x95 y1e5 w34 h27"><div class="t m0 x96 h16 y1e6 ff2 fsb fc0 sc0 ls0 ws0">38 836 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y1e7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1e8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>20<span class="_ _2"></span>23 <span class="_ _4"></span><span class="ff3">r. <span class="_ _4"></span>Grupa <span class="_ _4"></span>wykazywała <span class="_ _4"></span></span>dodatn<span class="_ _2"></span>ie <span class="_ _2"></span><span class="ff3">p<span class="_ _2"></span>rzepływy <span class="_ _4"></span>pieniężne <span class="_ _4"></span>z <span class="_ _4"></span>działalności <span class="_ _4"></span>operacyjnej, <span class="_ _4"></span>które <span class="_ _4"></span>wyniosły<span class="_ _2"></span> <span class="_ _16"></span></span><span class="ls3">140</span> <span class="ls3">345</span> <span class="_ _4"></span><span class="ff3">tys. <span class="_ _4"></span>zł</span><span class="ls1c">. <span class="_ _2"></span></span> </div><div class="t m0 x6 he y1e9 ff3 fs3 fc0 sc0 ls0 ws0">W odpowiedzi na niepewną sytuację rynkową wynikającą z czynników zewnętrznych jak inflacja czy trwający konflikt za </div><div class="t m0 x6 he y1ea ff3 fs3 fc0 sc0 ls0 ws0">granicą <span class="_ _19"> </span>Polski,<span class="_ _2"></span> <span class="_ _19"> </span><span class="ff1">Grupa<span class="_ _2"></span> <span class="_ _19"> </span></span>podjęła <span class="_ _19"> </span>decyzję <span class="_ _1a"> </span>o <span class="_ _19"> </span>optymalizacji <span class="_ _19"> </span>p<span class="_ _2"></span>oziomu <span class="_ _19"> </span>zapas<span class="_ _2"></span>ów, <span class="_ _19"> </span>jednak<span class="_ _2"></span>że <span class="_ _19"> </span>przy <span class="_ _19"> </span>zacho<span class="_ _2"></span>waniu <span class="_ _19"> </span>możliwości </div><div class="t m0 x6 he y1eb ff3 fs3 fc0 sc0 ls0 ws0">utrzymania <span class="_ _19"> </span>wysokich <span class="_ _1e"> </span>wskaźników <span class="_ _19"> </span>realizacji <span class="_ _1e"> </span>zamówień <span class="_ _19"> </span>klientów. <span class="_ _1e"> </span>Stan<span class="_ _2"></span> <span class="_ _1e"> </span>zapas<span class="_ _2"></span>ów <span class="_ _1e"> </span>zmniejszy<span class="_ _2"></span>ł <span class="_ _1e"> </span>się <span class="_ _1e"> </span>o <span class="_ _1a"> </span><span class="ff1 ls3">53<span class="ls0"> </span>886<span class="ls0"> <span class="_ _19"> </span></span></span>tys. <span class="_ _1e"> </span>zł<span class="ff1">, <span class="_ _19"> </span>a </span></div><div class="t m0 x6 he y1ec ff3 fs3 fc0 sc0 ls0 ws0">krótkoterminowe należno<span class="_ _2"></span>ści z tytułu do<span class="_ _2"></span>staw i usług oraz pozostał<span class="_ _2"></span>e należności spadły o <span class="_ _4"></span><span class="ff1 ls3">17<span class="ls0"> </span>298<span class="ls0"> tys<span class="_ _2"></span>. </span></span><span class="ls1d">zł</span><span class="ff1">. </span></div><div class="t m0 x6 he y1ed ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _16"></span>20<span class="_ _2"></span>23 <span class="_ _16"></span>r. <span class="_ _e"></span>Grupa <span class="_ _e"></span><span class="ff3">zakończył<span class="_ _2"></span>a</span> <span class="_ _16"></span><span class="ff3">inwestycję <span class="_ _e"></span>w <span class="_ _16"></span>pos<span class="_ _2"></span>taci <span class="_ _16"></span>b<span class="_ _2"></span>udowy <span class="_ _16"></span>no<span class="_ _2"></span>wego <span class="_ _16"></span>magazynu<span class="_ _2"></span> <span class="_ _16"></span>Chin<span class="_ _2"></span>ach. <span class="_ _16"></span>Inwesty<span class="_ _2"></span>cja <span class="_ _f"> </span><span class="lsf">była</span></span> <span class="_ _16"></span>prowadzon<span class="_ _2"></span>a </div><div class="t m0 x6 he y1c3 ff1 fs3 fc0 sc0 ls0 ws0">przez Yato <span class="ff3">(Jiaxin<span class="_ _2"></span>g) Co. Ltd. Nakłady inwestycy<span class="_ _2"></span>jne poniesione przez te sp<span class="_ _2"></span>ółk<span class="ls16">ę <span class="_ _2"></span></span></span>w 2023 <span class="ff3">r. wyniosły</span> 4 <span class="ls3">323</span> <span class="_ _2"></span><span class="ff3">tys. zł</span><span class="ls1c">. <span class="_ _2"></span></span><span class="ff3">Pozostałe </span></div><div class="t m0 x6 he y1ee ff3 fs3 fc0 sc0 ls0 ws0">wydatki <span class="_ _25"> </span>na <span class="_ _11"> </span>zakup <span class="_ _25"> </span>rzeczowych <span class="_ _11"> </span>ak<span class="_ _2"></span>tywów <span class="_ _11"> </span>trwały<span class="_ _2"></span>ch <span class="_ _11"> </span>obejmują <span class="_ _35"> </span>głównie <span class="_ _25"> </span><span class="ff1">zakup <span class="_ _11"> </span></span>s<span class="_ _2"></span>przętu <span class="_ _11"> </span>IT, <span class="_ _25"> </span>urządzeń <span class="_ _11"> </span>oraz <span class="_ _25"> </span>regałów </div><div class="t m0 x6 he y1ef ff1 fs3 fc0 sc0 ls0 ws0">ekspozycyjny<span class="_ _2"></span>ch.  </div><div class="t m0 x6 he y1f0 ff1 fs3 fc0 sc0 ls0 ws0">W 2023 r. Grupa <span class="ff3">wyg<span class="_ _2"></span>enerowała <span class="_ _2"></span></span>ujemne <span class="ff3">przepływy ś<span class="_ _2"></span>rodków pieniężnych z dzia<span class="_ _2"></span>łaln<span class="_ _2"></span>ości finansowej w kwocie <span class="_ _2"></span></span><span class="ls3">95</span> 081 tys. </div><div class="t m0 x6 he y1f1 ff3 fs3 fc0 sc0 ls0 ws0">zł. Główną przy<span class="_ _2"></span>czyną była cał<span class="_ _2"></span>kowita spłata zadłużenia <span class="_ _2"></span>z tytułu kredytów bankowych (s<span class="_ _2"></span>padek o 81<span class="_ _2"></span><span class="ff1"> </span>722 tys. zł<span class="_ _2"></span>), spłata rat </div><div class="t m0 x6 he y1f2 ff3 fs3 fc0 sc0 ls0 ws0">kapitałowych <span class="_ _2"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>leasingu <span class="_ _2"></span>w <span class="_ _2"></span>kwocie <span class="_ _2"></span>8<span class="ff1"> </span>619 <span class="_ _2"></span>tys<span class="_ _2"></span>. <span class="_ _2"></span>zł, a <span class="_ _2"></span>także <span class="_ _2"></span>zapłacone <span class="_ _2"></span>odsetki <span class="_ _2"></span>od <span class="_ _2"></span>kredytów <span class="_ _2"></span>bankowych <span class="_ _2"></span>oraz <span class="_ _2"></span>leasingu </div><div class="t m0 x6 he y1f3 ff3 fs3 fc0 sc0 ls0 ws0">w wysokości 4<span class="ff1"> <span class="_ _2"></span></span>740 tys. zł.<span class="ff1"> </span></div><div class="t m0 x6 he y1f4 ff3 fs3 fc0 sc0 ls0 ws0">Płynność  Grupy  Kapitałowej <span class="_ _10"> </span>TOYA  S.A.  w<span class="_ _0"></span>  analizowanym  okresie  kształtowała  się  na <span class="_ _10"> </span>właściwym  poziomie. <span class="_ _10"> </span>Kapitał </div><div class="t m0 x6 he y1f5 ff3 fs3 fc0 sc0 ls0 ws0">obrotowy netto Grupy był dodatni, pokrywający zapotrzebowanie <span class="_ _0"></span>wynikające z wielkości realizowanych przychodów ze </div><div class="t m0 x6 he y1f6 ff3 fs3 fc0 sc0 ls0 ws0">sprzedaży. Zd<span class="_ _2"></span>olność do regulowania <span class="_ _2"></span>krótkoterminowych<span class="_ _2"></span> zobowiązań<span class="_ _2"></span> była p<span class="_ _2"></span>rawidłowa.<span class="ff1"> </span></div><div class="t m0 x6 he y1f7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1f8 ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki płynności finanso<span class="_ _2"></span>wej<span class="ff2"> </span></div><div class="t m0 x6 h7 y1f9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1fa w35 h24"><div class="t m0 x31 h16 y6b ff2 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x99 y1fa w36 h24"><div class="t m0 x78 h16 y6b ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x9a y1fa w37 h24"><div class="t m0 x6f h16 y6b ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y1fb w35 h24"><div class="t m0 x77 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik bieżące<span class="_ _0"></span>j płynności<span class="ff1"> </span></div></div><div class="c x99 y1fb w36 h24"><div class="t m0 x98 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">4,17 </div></div><div class="c x9a y1fb w37 h24"><div class="t m0 x9b h18 y6b ff1 fsb fc0 sc0 ls0 ws0">2,63 </div></div><div class="c x6 y1fc w35 h20"><div class="t m0 x77 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _0"></span>i szybkiej<span class="ff1"> </span></div></div><div class="c x99 y1fc w36 h20"><div class="t m0 x98 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">1,48 </div></div><div class="c x9a y1fc w37 h20"><div class="t m0 x9b h18 y69 ff1 fsb fc0 sc0 ls0 ws0">0,79 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5d h3e y1fd ff1 fse fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x5d h3e y1fe ff3 fse fc0 sc0 ls0 ws0">Wskaźnik bieżącej płynno<span class="_ _2"></span>ści –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek aktywów o<span class="_ _2"></span>brotowych do<span class="_ _2"></span> zobowiązań krótkoterminowych<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y1ff ff3 fse fc0 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="_ _2"></span> –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek aktywów o<span class="_ _2"></span>brotowych po<span class="_ _2"></span>mniejszonych o zapasy do zob<span class="_ _2"></span>owiązań krótkoterminowych <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y200 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y201 ff3 fs3 fc0 sc0 ls0 ws0">Wartość wskaźnika <span class="_ _0"></span>płynności bieżącej <span class="_ _0"></span>wzrosła<span class="ff1"> do <span class="_ _0"></span>poziomu 4<span class="_ _0"></span>,<span class="ls3">17</span> <span class="ff3">na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>20<span class="ff1">23 <span class="_ _0"></span><span class="ff3">r. w <span class="_ _3"></span>s<span class="_ _2"></span>tosunku<span class="_ _2"></span> <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="ff1">2,<span class="ls3">63</span> </span></span></span></span></span></div><div class="t m0 x6 he y202 ff3 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>20<span class="_ _2"></span><span class="ff1">22 <span class="ls8">r.</span><span class="fc7"> <span class="_ _2"></span></span></span>Wy<span class="_ _2"></span>ższy <span class="_ _2"></span>poziom <span class="_ _2"></span>wartości <span class="_ _2"></span>wskaźnika<span class="_ _2"></span> b<span class="_ _2"></span>ieżącej p<span class="_ _2"></span>łynności <span class="_ _2"></span>wskazuje <span class="_ _2"></span>zatem <span class="_ _2"></span>na <span class="_ _2"></span>n<span class="_ _2"></span>iższą <span class="_ _2"></span>dynamikę </div><div class="t m0 x6 he y203 ff3 fs3 fc0 sc0 ls0 ws0">wzrostu zobo<span class="_ _2"></span>wiązań względem dynamiki wzros<span class="_ _2"></span>tu majątku o<span class="_ _2"></span>brotowego.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y204 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y205 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _4"></span>płynności <span class="_ _2"></span>szybkiej <span class="_ _4"></span>wykazuje <span class="_ _4"></span><span class="ff1">wzrost <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>poziomu <span class="_ _4"></span>1,<span class="ls3">48</span> <span class="_ _2"></span></span>na <span class="_ _2"></span>d<span class="_ _2"></span>zień <span class="_ _2"></span>31 <span class="_ _2"></span>grud<span class="_ _2"></span>nia <span class="_ _2"></span>20<span class="ff1">23 <span class="_ _4"></span></span>r. <span class="_ _2"></span>w <span class="_ _2"></span>porównan<span class="_ _2"></span>iu <span class="_ _2"></span>do <span class="_ _4"></span>wartości </div><div class="t m0 x6 he y206 ff1 fs3 fc0 sc0 ls3 ws0">0,79<span class="ls0"> <span class="ff3">na dzień <span class="_ _2"></span>31 grudnia 20</span>22<span class="_ _2"></span> <span class="ff3">r. Należy po<span class="_ _2"></span>dkreślić, że </span>ob<span class="_ _2"></span>ydwa <span class="ff3">wskaźnik</span>i u<span class="_ _2"></span>trzymuj<span class="ff3">ą</span> <span class="ff3">się</span> <span class="lsf">na</span> bardzo<span class="_ _2"></span> dobrym poziomie<span class="ls4">. <span class="_ _2"></span></span> </span></div><div class="t m0 x6 he y207 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y208 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y209 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x2 y20a w38 h42" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">14<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1af ff4 fs3 fc0 sc0 ls0 ws0">Struktura aktywó<span class="_ _2"></span>w Grupy Kapitałowej TOY<span class="_ _2"></span>A S.A. (w tys. zł)<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y1b0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y20b w39 h43"><div class="t m0 x77 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x9c y20b w3a h43"><div class="t m0 x63 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x9d y20b w3b h43"><div class="t m0 x79 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y20c w39 h24"><div class="t m0 x77 h16 yad ff4 fsb fc0 sc0 ls0 ws0">Aktywa trwałe, w t<span class="_ _0"></span>ym:<span class="ff2"> </span></div></div><div class="c x9c y20c w3a h24"><div class="t m0 x4f h16 yad ff2 fsb fc0 sc0 ls0 ws0">107 946 </div></div><div class="c x9d y20c w3b h24"><div class="t m0 x9e h16 yad ff2 fsb fc0 sc0 ls0 ws0">104 590 </div></div><div class="c x6 y20d w39 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe<span class="ff1"> </span></div></div><div class="c x9c y20d w3a h20"><div class="t m0 x9f h18 y9e ff1 fsb fc0 sc0 ls0 ws0">63 750 </div></div><div class="c x9d y20d w3b h20"><div class="t m0 xa0 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">64 672 </div></div><div class="c x6 y20e w39 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iematerialne<span class="ff1"> </span></div></div><div class="c x9c y20e w3a h20"><div class="t m0 xa1 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">4 348 </div></div><div class="c x9d y20e w3b h20"><div class="t m0 x91 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">4 610 </div></div><div class="c x6 y20f w39 h44"><div class="t m0 x77 h18 y210 ff3 fsb fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania<span class="ff1"> </span></div></div><div class="c x9c y20f w3a h44"><div class="t m0 x9f h18 y210 ff1 fsb fc0 sc0 ls0 ws0">34 524 </div></div><div class="c x9d y20f w3b h44"><div class="t m0 xa0 h18 y210 ff1 fsb fc0 sc0 ls0 ws0">29 725 </div></div><div class="c x6 y211 w39 h45"><div class="t m0 x77 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x9c y211 w3a h45"><div class="t m0 xa2 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x9d y211 w3b h45"><div class="t m0 xa3 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y212 w39 h20"><div class="t m0 x77 h16 y9e ff2 fsb fc0 sc0 ls0 ws0">Aktywa obrotowe, w t<span class="_ _0"></span>ym: </div></div><div class="c x9c y212 w3a h20"><div class="t m0 x4f h16 y9e ff2 fsb fc0 sc0 ls0 ws0">445 482 </div></div><div class="c x9d y212 w3b h20"><div class="t m0 x9e h16 y9e ff2 fsb fc0 sc0 ls0 ws0">486 208 </div></div><div class="c x6 y213 w39 h20"><div class="t m0 x77 h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x9c y213 w3a h20"><div class="t m0 x4f h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">287 280 </div></div><div class="c x9d y213 w3b h20"><div class="t m0 x9e h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">341 166 </div></div><div class="c x6 y214 w39 h20"><div class="t m0 x77 h18 yc3 ff3 fsb fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należnośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c x9c y214 w3a h20"><div class="t m0 x9f h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">88 061 </div></div><div class="c x9d y214 w3b h20"><div class="t m0 x9e h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">105 359 </div></div><div class="c x6 y215 w39 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty<span class="ff1"> </span></div></div><div class="c x9c y215 w3a h20"><div class="t m0 x9f h18 y6b ff1 fsb fc0 sc0 ls0 ws0">69 927 </div></div><div class="c x9d y215 w3b h20"><div class="t m0 xa0 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">38 836 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y216 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y217 ff4 fs3 fc0 sc0 ls0 ws0">Struktura % aktywów <span class="_ _2"></span>Grupy Kapitałowej TOYA S.A<span class="_ _2"></span>.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y125 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y218 w3c h46"><div class="t m0 x77 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c xa4 y218 w3d h46"><div class="t m0 x67 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xa5 y218 w3b h46"><div class="t m0 x79 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y219 w3c h24"><div class="t m0 x77 h16 yad ff4 fsb fc0 sc0 ls0 ws0">Aktywa trwałe / <span class="_ _0"></span>Aktywa<span class="ff2"> </span></div></div><div class="c xa4 y219 w3d h24"><div class="t m0 xa6 h16 yad ff2 fsb fc0 sc0 ls9 ws0">19<span class="ls0">% </span></div></div><div class="c xa5 y219 w3b h24"><div class="t m0 x64 h16 yad ff2 fsb fc0 sc0 ls9 ws0">18%<span class="ls0"> </span></div></div><div class="c x6 y21a w3c h20"><div class="t m0 x77 h18 yc3 ff3 fsb fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe / Aktywa<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa4 y21a w3d h20"><div class="t m0 xa6 h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">12%<span class="ls0"> </span></div></div><div class="c xa5 y21a w3b h20"><div class="t m0 x64 h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">11%<span class="ls0"> </span></div></div><div class="c x6 y21b w3c h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iematerialne / Ak<span class="_ _0"></span>tywa<span class="ff1"> </span></div></div><div class="c xa4 y21b w3d h20"><div class="t m0 x2a h18 y9e ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xa5 y21b w3b h20"><div class="t m0 x85 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y21c w3c h41"><div class="t m0 x77 h18 y21d ff3 fsb fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania / Aktywa<span class="ff1"> </span></div></div><div class="c xa4 y21c w3d h41"><div class="t m0 x2a h18 y21d ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c xa5 y21c w3b h41"><div class="t m0 x85 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y21e w3c h45"><div class="t m0 x77 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y21e w3d h45"><div class="t m0 x97 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y21e w3b h45"><div class="t m0 xa3 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y21f w3c h20"><div class="t m0 x77 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">Aktywa obrotowe / <span class="_ _0"></span>Aktywa </div></div><div class="c xa4 y21f w3d h20"><div class="t m0 xa6 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">81% </div></div><div class="c xa5 y21f w3b h20"><div class="t m0 x64 h16 yc3 ff2 fsb fc0 sc0 ls9 ws0">82%<span class="ls0"> </span></div></div><div class="c x6 y220 w3c h20"><div class="t m0 x77 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Zapasy / Akty<span class="_ _0"></span>wa </div></div><div class="c xa4 y220 w3d h20"><div class="t m0 xa6 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">52%<span class="ls0"> </span></div></div><div class="c xa5 y220 w3b h20"><div class="t m0 x64 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">57% </div></div><div class="c x6 y221 w3c h47"><div class="t m0 x77 h18 ye8 ff3 fsb fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należnośc<span class="_ _0"></span>i / Aktywa<span class="ff1"> </span></div></div><div class="c xa4 y221 w3d h47"><div class="t m0 xa6 h18 ye8 ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c xa5 y221 w3b h47"><div class="t m0 x64 h18 ye8 ff1 fsb fc0 sc0 ls9 ws0">18%<span class="ls0"> </span></div></div><div class="c x6 y222 w3c h48"><div class="t m0 x77 h18 y9c ff3 fsb fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty / Aktywa<span class="ff1"> </span></div></div><div class="c xa4 y222 w3d h48"><div class="t m0 xa6 h18 y9c ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c xa5 y222 w3b h48"><div class="t m0 x85 h18 y9c ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y223 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y224 ff4 fs3 fc0 sc0 ls0 ws0">Struktura p<span class="_ _2"></span>asywów Grupy Kapitałowej TOYA S.A. (w tys. zł<span class="_ _2"></span>)<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y225 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y226 w3e h49"><div class="t m0 x77 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c xa7 y226 w3f h49"><div class="t m0 x11 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x95 y226 w40 h49"><div class="t m0 xa8 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y227 w3e h24"><div class="t m0 x77 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa7 y227 w3f h24"><div class="t m0 x59 h18 yad ff1 fsb fc0 sc0 ls0 ws0">419 951 </div></div><div class="c x95 y227 w40 h24"><div class="t m0 xa9 h18 yad ff1 fsb fc0 sc0 ls0 ws0">370 694 </div></div><div class="c x6 y228 w3e h24"><div class="t m0 x77 h18 y229 ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe<span class="ff1"> </span></div></div><div class="c xa7 y228 w3f h24"><div class="t m0 x3b h18 y229 ff1 fsb fc0 sc0 ls0 ws0">26 594 </div></div><div class="c x95 y228 w40 h24"><div class="t m0 xaa h18 y229 ff1 fsb fc0 sc0 ls0 ws0">35 530 </div></div><div class="c x6 y22a w3e h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe, w tym:<span class="ff1"> </span></div></div><div class="c xa7 y22a w3f h20"><div class="t m0 x59 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">106 883 </div></div><div class="c x95 y22a w40 h20"><div class="t m0 xa9 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">184 574 </div></div><div class="c x6 y22b w3e h20"><div class="t m0 x1c h3e y229 ff1 fse fc0 sc0 ls1e ws0">       <span class="ff3 ls0">Zobow<span class="_ _2"></span>iązania z tytułu dostaw i us<span class="_ _2"></span>ług oraz pozo<span class="_ _2"></span>stałe zobowiązania krótkoter<span class="_ _2"></span>minowe <span class="_ _2"></span><span class="ff1"> </span></span></div></div><div class="c xa7 y22b w3f h20"><div class="t m0 x37 h3e y229 ff1 fse fc0 sc0 ls0 ws0">83 422 </div></div><div class="c x95 y22b w40 h20"><div class="t m0 x61 h3e y229 ff1 fse fc0 sc0 ls0 ws0">95 619 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y22c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y22d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y22e ff4 fs3 fc0 sc0 ls0 ws0">Struktura % pasywów <span class="_ _2"></span>Grupy Kapitałowej TOYA S.A<span class="_ _2"></span>.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y22f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y230 w41 h24"><div class="t m0 x77 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c xab y230 w42 h24"><div class="t m0 x9b h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x9d y230 w3b h24"><div class="t m0 x79 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y231 w41 h4a"><div class="t m0 x77 h18 y232 ff3 fsb fc0 sc0 ls0 ws0">Kapitał własny / <span class="_ _0"></span>Pasywa<span class="ff1"> </span></div></div><div class="c xab y231 w42 h4a"><div class="t m0 xac h18 y232 ff1 fsb fc0 sc0 ls9 ws0">76%<span class="ls0"> </span></div></div><div class="c x9d y231 w3b h4a"><div class="t m0 x64 h18 y232 ff1 fsb fc0 sc0 ls9 ws0">63%<span class="ls0"> </span></div></div><div class="c x6 y233 w41 h27"><div class="t m0 x77 h18 yc3 ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Pasywa<span class="ff1"> </span></div></div><div class="c xab y233 w42 h27"><div class="t m0 xac h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">19%<span class="ls0"> </span></div></div><div class="c x9d y233 w3b h27"><div class="t m0 x64 h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">31%<span class="ls0"> </span></div></div><div class="c x6 y234 w41 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Pasy<span class="_ _0"></span>wa<span class="ff1"> </span></div></div><div class="c xab y234 w42 h20"><div class="t m0 xad h18 y9e ff1 fsb fc0 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c x9d y234 w3b h20"><div class="t m0 x85 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c x6 y235 w41 h4b"><div class="t m0 x77 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xab y235 w42 h4b"><div class="t m0 xa2 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x9d y235 w3b h4b"><div class="t m0 xa3 h18 y6b ff1 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y236 w41 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Zobowiązania<span class="ff1"> </span></div></div><div class="c xab y236 w42 h20"><div class="t m0 xac h18 y9e ff1 fsb fc0 sc0 ls9 ws0">80%<span class="ls0"> </span></div></div><div class="c x9d y236 w3b h20"><div class="t m0 x64 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">84%<span class="ls0"> </span></div></div><div class="c x6 y237 w41 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Zo<span class="_ _0"></span>bowiązania<span class="ff1"> </span></div></div><div class="c xab y237 w42 h20"><div class="t m0 xac h18 y9e ff1 fsb fc0 sc0 ls9 ws0">20%<span class="ls0"> </span></div></div><div class="c x9d y237 w3b h20"><div class="t m0 x64 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y238 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y239 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y23a ff2 fs3 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 x2 y23b w3 h4c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">15<span class="ls0"> </span></div><div class="t m0 x6 h7 ya ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1af ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności kapitału własnego, aktywów <span class="_ _2"></span>oraz aktywów ob<span class="_ _2"></span>rotowych<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y1b0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y23c w43 h24"><div class="t m0 x77 h16 y69 ff1 fsb fc3 sc0 ls0 ws0"> <span class="ff2 ls1f">Za </span><span class="ff4">okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c xae y23c w44 h24"><div class="t m0 xac h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xaf y23c w45 h24"><div class="t m0 x64 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">20<span class="ls0">22 </span></div></div><div class="c x6 y23d w43 h24"><div class="t m0 x77 h18 y229 ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów ROA<span class="ff1"> </span></div></div><div class="c xae y23d w44 h24"><div class="t m0 xb0 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">12%<span class="ls0"> </span></div></div><div class="c xaf y23d w45 h24"><div class="t m0 x57 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">12%<span class="ls0"> </span></div></div><div class="c x6 y23e w43 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> kapitału własnego RO<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c xae y23e w44 h20"><div class="t m0 xb0 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c xaf y23e w45 h20"><div class="t m0 x57 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">19%<span class="ls0"> </span></div></div><div class="c x6 y23f w43 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów obrot<span class="_ _0"></span>owych<span class="ff1"> </span></div></div><div class="c xae y23f w44 h20"><div class="t m0 xb0 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">15%<span class="ls0"> </span></div></div><div class="c xaf y23f w45 h20"><div class="t m0 x57 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">14%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5d h3e y240 ff1 fse fc0 sc0 ls0 ws0">Legenda:  </div><div class="t m0 x5d h3e y241 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości aktywów ROA <span class="_ _2"></span>–<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku netto do sumy aktywó<span class="_ _2"></span>w na koniec okresu <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y242 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik aktywnośc<span class="_ _2"></span>i kapitału własnego ROE <span class="_ _2"></span>–<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku netto do kapi<span class="_ _2"></span>tału własnego n<span class="_ _2"></span>a koniec okresu<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d h3e y243 ff3 fse fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ość aktywów ob<span class="_ _2"></span>rotowych <span class="ff1">- stosu<span class="_ _2"></span>nek zysku </span>netto do ak<span class="_ _2"></span>tywów obroto<span class="_ _2"></span>wych na koniec o<span class="_ _2"></span>kresu<span class="ff1"> </span></div><div class="t m0 x6 he y244 ff3 fs3 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _1a"> </span>aktywa <span class="_ _11"> </span>trwałe <span class="_ _1a"> </span>Grupy, <span class="_ _1a"> </span>n<span class="_ _2"></span>a <span class="_ _19"> </span>d<span class="_ _2"></span>zień <span class="_ _1a"> </span>31 <span class="_ _1a"> </span>grudn<span class="_ _2"></span>ia <span class="_ _19"> </span>20<span class="_ _2"></span><span class="ff1">23 <span class="_ _1a"> </span></span>r., <span class="_ _11"> </span>stanowią <span class="_ _11"> </span><span class="ff1">12</span>% <span class="_ _1a"> </span>sumy <span class="_ _1a"> </span>aktywów <span class="_ _11"> </span>zaangażowanych <span class="ff1"> </span></div><div class="t m0 x6 he y122 ff3 fs3 fc0 sc0 ls0 ws0">w działalność G<span class="_ _0"></span>rupy. Na <span class="_ _0"></span>rzeczowe <span class="_ _0"></span>aktywa trwałe <span class="_ _0"></span>składają się <span class="_ _0"></span>w <span class="_ _0"></span>głównej m<span class="_ _0"></span>ierze<span class="_ _2"></span><span class="ff1"> nowo <span class="_ _0"></span>wybudowany<span class="_ _2"></span> magazyn w<span class="_ _0"></span> Chinach,<span class="_ _0"></span> </span></div><div class="t m0 x6 he y245 ff3 fs3 fc0 sc0 ls0 ws0">a także grunty<span class="_ _2"></span>, budynki i budowle niezb<span class="_ _2"></span>ędne do prowadzenia <span class="_ _2"></span>przez Jednostk<span class="_ _2"></span>ę Dominującą działaln<span class="_ _2"></span>ości handlowej<span class="_ _4"></span><span class="ff1 ls4">. <span class="ls0"> </span></span></div><div class="t m0 x6 he y246 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>31 <span class="_ _2"></span>gru<span class="_ _2"></span>dnia <span class="_ _2"></span>20<span class="_ _2"></span>23 <span class="_ _2"></span><span class="ff3">r. <span class="_ _2"></span>aktywa <span class="_ _4"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>praw <span class="_ _2"></span>d<span class="_ _2"></span>o <span class="_ _2"></span>użytkowania <span class="_ _2"></span>s<span class="_ _2"></span>tanowiły <span class="_ _4"></span></span>6% <span class="_ _2"></span>su<span class="_ _2"></span>my <span class="_ _2"></span>bilansowej<span class="ls18">, <span class="_ _2"></span></span>(5% <span class="_ _4"></span><span class="ff3">w <span class="_ _2"></span>roku <span class="_ _2"></span>ub<span class="_ _2"></span>iegłym</span>). <span class="_ _2"></span>Na </div><div class="t m0 x6 he y247 ff3 fs3 fc0 sc0 ls0 ws0">pozycję  tę  skł<span class="_ _2"></span>adają  s<span class="_ _2"></span>ię  główn<span class="_ _2"></span>ie  prawo  wieczy<span class="_ _2"></span>stego  użytko<span class="_ _2"></span>wania  gruntów <span class="_ _1e"> </span>w  Polsce <span class="_ _1e"> </span>i  w <span class="_ _1e"> </span>Chinach  ,  wyn<span class="_ _2"></span>ajmowane </div><div class="t m0 x6 he y248 ff1 fs3 fc0 sc0 ls0 ws0">powierzchnie biurow<span class="_ _2"></span>e i magazynowe <span class="_ _2"></span>w Polsce i Rumun<span class="_ _2"></span>ii <span class="ff3">oraz samoch<span class="_ _2"></span>ody, wózki widłowe<span class="_ _2"></span><span class="ls18">, a także</span></span> serwery w leasingu.  </div><div class="t m0 x6 he y249 ff3 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>strukturze <span class="_ _10"> </span>aktywów <span class="_ _f"> </span>obrotowych <span class="_ _f"> </span>wykorzy<span class="_ _2"></span>stywanych <span class="_ _f"> </span>w <span class="_ _f"> </span>działaln<span class="_ _2"></span>ości <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>Kapitałowej <span class="_ _f"> </span>TOYA <span class="_ _f"> </span>S.A., <span class="_ _10"> </span>które <span class="_ _f"> </span>na <span class="_ _f"> </span>d<span class="_ _2"></span>zień <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y24a ff1 fs3 fc0 sc0 ls0 ws0">31 grudnia <span class="_ _2"></span>2023<span class="_ _2"></span> <span class="ff3">r. <span class="_ _2"></span>stanowią <span class="_ _2"></span></span>81<span class="ff3">% <span class="_ _2"></span>sumy ak<span class="_ _2"></span>tywów, prz<span class="_ _2"></span>eważają <span class="_ _2"></span>zapas<span class="_ _2"></span>y i <span class="_ _2"></span>należności <span class="_ _2"></span>z tytu<span class="_ _2"></span>łu dos<span class="_ _2"></span>taw i u<span class="_ _2"></span>sług <span class="_ _2"></span>oraz po<span class="_ _2"></span>zostałe </span></div><div class="t m0 x6 he y24b ff3 fs3 fc0 sc0 ls0 ws0">należności, co jest charakterystyczne dla prowadzonej przez <span class="_ _0"></span>TOYA S.A. i <span class="_ _0"></span>jej Grupę Kapitałową działalnoś<span class="_ _2"></span>ci gospodarczej. </div><div class="t m0 x6 he y24c ff3 fs3 fc0 sc0 ls0 ws0">Obie te pozycje stan<span class="_ _2"></span>owią łącznie na dzień <span class="_ _2"></span>31 grudnia 20<span class="_ _2"></span><span class="ff1">22 <span class="ls8">r. <span class="ls3">84</span></span></span>% su<span class="_ _2"></span>my aktywów obrotow<span class="_ _2"></span>ych. <span class="_ _2"></span><span class="ff1 fc7"> </span></div><div class="t m0 x6 he y24d ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y24e ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki struktur<span class="_ _2"></span>y kapitału i zadłużenia<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y24f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y250 w46 h4d"><div class="t m0 x31 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x9c y250 w47 h4d"><div class="t m0 xaa h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x80 y250 w48 h4d"><div class="t m0 xd h16 y69 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y251 w46 h24"><div class="t m0 x77 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia<span class="ff1"> </span></div></div><div class="c x9c y251 w47 h24"><div class="t m0 x50 h18 y69 ff1 fsb fc0 sc0 ls9 ws0">24%<span class="ls0"> </span></div></div><div class="c x80 y251 w48 h24"><div class="t m0 x4d h18 y69 ff1 fsb fc0 sc0 ls9 ws0">37%<span class="ls0"> </span></div></div><div class="c x6 y252 w46 h20"><div class="t m0 x77 h18 yc3 ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go<span class="ff1"> </span></div></div><div class="c x9c y252 w47 h20"><div class="t m0 x50 h18 y69 ff1 fsb fc0 sc0 ls9 ws0">32%<span class="ls0"> </span></div></div><div class="c x80 y252 w48 h20"><div class="t m0 x4d h18 y69 ff1 fsb fc0 sc0 ls9 ws0">60%<span class="ls0"> </span></div></div><div class="c x6 y253 w46 h27"><div class="t m0 x77 h18 y254 ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długoter<span class="_ _0"></span>minowego<span class="ff1"> </span></div></div><div class="c x9c y253 w47 h27"><div class="t m0 xb1 h18 y6b ff1 fsb fc0 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c x80 y253 w48 h27"><div class="t m0 x4f h18 y6b ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c x6 y255 w46 h20"><div class="t m0 x77 h18 y9e ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego<span class="ff1"> </span></div></div><div class="c x9c y255 w47 h20"><div class="t m0 x50 h18 y6b ff1 fsb fc0 sc0 ls9 ws0">19%<span class="ls0"> </span></div></div><div class="c x80 y255 w48 h20"><div class="t m0 x4d h18 y6b ff1 fsb fc0 sc0 ls9 ws0">31%<span class="ls0"> </span></div></div><div class="c x6 y256 w46 h4e"><div class="t m0 x77 h18 y257 ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym<span class="ff1"> </span></div><div class="t m0 x1c h18 yad ff1 fsb fc0 sc0 ls0 ws0"> <span class="ff3">i zobowiązaniami dłu<span class="_ _0"></span>goterminowy<span class="_ _0"></span>mi<span class="ff1"> </span></span></div></div><div class="c x9c y256 w47 h4e"><div class="t m0 xb2 h18 y69 ff1 fsb fc0 sc0 ls9 ws0">390%<span class="ls0"> </span></div></div><div class="c x80 y256 w48 h4e"><div class="t m0 x4b h18 y69 ff1 fsb fc0 sc0 ls9 ws0">379%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5d h18 y258 ff1 fsb fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x5d h18 y259 ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia –<span class="ff1"> </span>sto<span class="_ _0"></span>sunek zobowiązań d<span class="_ _0"></span>ługo<span class="ff1">-</span>i krótko<span class="_ _0"></span>terminowych do p<span class="_ _0"></span>asywów ogółem <span class="ff1"> </span></div><div class="t m0 x5d h18 y25a ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go –<span class="ff1"> </span>stosune<span class="_ _0"></span>k zobowiązań długo<span class="ff1">-</span>i krót<span class="_ _0"></span>koterminowych <span class="_ _0"></span>do kapitału własneg<span class="_ _0"></span>o<span class="ff1"> </span></div><div class="t m0 x5d h18 y25b ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długoter<span class="_ _0"></span>minowego –<span class="ff1"> </span>stosunek<span class="_ _0"></span> zobowiązań długoterm<span class="_ _0"></span>inowych do<span class="_ _0"></span> pasywów ogółem <span class="ff1"> </span></div><div class="t m0 x5d h18 y25c ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek zobowiązań kr<span class="_ _0"></span>ótkoterminowych do pas<span class="_ _0"></span>ywów ogółem <span class="ff1"> </span></div><div class="t m0 x5d h18 y25d ff3 fsb fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym i zobowi<span class="_ _0"></span>ązaniami d<span class="_ _0"></span>ługoterminowymi –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek sumy kapi<span class="_ _0"></span>tału własnego i zobowi<span class="_ _0"></span>ązań </div><div class="t m0 x5d h18 y25e ff3 fsb fc0 sc0 ls0 ws0">długoterminowyc<span class="_ _0"></span>h do aktywó<span class="_ _0"></span>w trwałych<span class="ff1"> </span></div><div class="t m0 x6 he y25f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y260 ff3 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 20<span class="ff1">23 </span>r. główną pozycję kapitału własnego Grupy stano<span class="_ _2"></span>wiły<span class="_ _2"></span> zyski zatrzymane w <span class="_ _0"></span>kwocie <span class="ff1">3<span class="lsd">85</span> <span class="ls3">032</span> tys<span class="_ _2"></span>. </span></div><div class="t m0 x6 he y261 ff3 fs3 fc0 sc0 ls0 ws0">zł. Kapitał p<span class="_ _2"></span>odstawowy Grupy na dzień 31 gru<span class="_ _2"></span>dnia 20<span class="_ _2"></span><span class="ff1">23 </span>r. wynosił<span class="_ _2"></span> 7<span class="ff1"> <span class="ls3">504 </span></span>tys<span class="_ _2"></span>. zł. <span class="ff1">  </span></div><div class="t m0 x6 he y262 ff3 fs3 fc0 sc0 ls0 ws0">Głównymi źródłami finans<span class="_ _2"></span>owania działaln<span class="_ _2"></span>ości operacyjnej, a w szczególności akt<span class="_ _2"></span>ywów obrotowych, jes<span class="_ _2"></span>t kapitał własny, </div><div class="t m0 x6 he y263 ff3 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _16"></span>również <span class="_ _16"></span>finansowanie <span class="_ _16"></span>krótkoterminow<span class="_ _2"></span>e <span class="_ _16"></span><span class="ff1">- <span class="_ _16"></span></span>głównie <span class="_ _16"></span>kred<span class="_ _2"></span>yty <span class="_ _16"></span>bankowe. <span class="_ _16"></span>Na <span class="_ _16"></span>dzień <span class="_ _16"></span>31 <span class="_ _16"></span>grudnia <span class="_ _16"></span>20<span class="_ _2"></span><span class="ff1">23 <span class="_ _16"></span>r. <span class="_ _16"></span>Grupa <span class="_ _16"></span>w <span class="_ _16"></span><span class="ls3">75</span>,9<span class="ls7">% </span></span></div><div class="t m0 x6 he y264 ff3 fs3 fc0 sc0 ls0 ws0">finansowała d<span class="_ _2"></span>ziałalność kapitałem własny<span class="_ _2"></span>m. Grupa na ten dzień<span class="_ _2"></span><span class="ff1"> </span>nie p<span class="_ _2"></span>osiadała zadłużenia <span class="_ _2"></span>z tytułu kredytó<span class="_ _2"></span>w bankowych </div><div class="t m0 x6 he y139 ff3 fs3 fc0 sc0 ls0 ws0">(na <span class="_ _e"></span>31 <span class="_ _e"> </span>gru<span class="_ _2"></span>dnia <span class="_ _e"></span>2022 <span class="_ _e"> </span>r. <span class="_ _f"> </span>zobo<span class="_ _2"></span>wiązania <span class="_ _e"></span>kró<span class="_ _2"></span>tkoterminowe <span class="_ _e"></span>or<span class="_ _2"></span>az <span class="_ _e"></span>dłu<span class="_ _2"></span>goterminowe <span class="_ _e"></span>z <span class="_ _e"></span>t<span class="_ _2"></span>ego <span class="_ _e"></span>tytuł<span class="_ _2"></span>u <span class="_ _e"></span>wynosiły <span class="_ _f"> </span>82<span class="_ _4"></span><span class="ff1"> </span>167 <span class="_ _e"></span>tys<span class="_ _2"></span>. <span class="_ _e"></span>zł).<span class="ff1"> </span></div><div class="t m0 x6 he y265 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźnik za<span class="_ _2"></span>dłużenia długoterminowego na <span class="_ _2"></span>dzień 31 grudnia 20<span class="_ _2"></span><span class="ff1">23 r. wyn<span class="_ _2"></span>osi 4,8%. <span class="_ _2"></span> </span></div><div class="t m0 x6 he y266 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y267 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y268 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y269 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y26a ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x2 y26b w3 h4f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">16<span class="ls0"> </span></div><div class="t m0 x6 h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki sprawno<span class="_ _2"></span>ści zarządzania Grupy.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y26c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y26d w49 h22"><div class="t m0 x31 h16 ya3 ff4 fsb fc3 sc0 ls0 ws0">Za okres 12 mi<span class="_ _0"></span>esięcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></div></div><div class="c x36 y26d w4a h22"><div class="t m0 xb3 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x4a y26d w4b h22"><div class="t m0 x50 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2 </span></div></div><div class="c x6 y26e w49 h50"><div class="t m0 x77 h18 y26f ff1 fsb fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniac<span class="_ _0"></span>h) </div></div><div class="c x36 y26e w4a h50"><div class="t m0 xb4 h18 y26f ff1 fsb fc0 sc0 ls9 ws0">141<span class="ls0"> </span></div></div><div class="c x4a y26e w4b h50"><div class="t m0 xb1 h18 y26f ff1 fsb fc0 sc0 ls9 ws0">161<span class="ls0"> </span></div></div><div class="c x6 y270 w49 h22"><div class="t m0 x77 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>ływu należności (<span class="_ _0"></span>w dniach)<span class="ff1"> </span></div></div><div class="c x36 y270 w4a h22"><div class="t m0 xb5 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">43<span class="ls0"> </span></div></div><div class="c x4a y270 w4b h22"><div class="t m0 xac h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">50<span class="ls0"> </span></div></div><div class="c x6 y271 w49 h24"><div class="t m0 x77 h18 y229 ff3 fsb fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w <span class="ff1">dniac<span class="_ _0"></span>h) </span></div></div><div class="c x36 y271 w4a h24"><div class="t m0 xb5 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">41<span class="ls0"> </span></div></div><div class="c x4a y271 w4b h24"><div class="t m0 xac h18 y229 ff1 fsb fc0 sc0 ls9 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5d h5 y272 ff1 fs1 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x5d h18 y273 ff1 fsb fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniac<span class="_ _0"></span>h) <span class="ff3">–</span> <span class="ff3">stosunek<span class="_ _0"></span> zapasów na koniec o<span class="_ _0"></span>kresu pomnożonych przez 3<span class="_ _0"></span>60 dni do przyc<span class="_ _0"></span>hodów ze sprzedaży<span class="ff1"> </span></span></div><div class="t m0 x5d h18 y274 ff3 fsb fc0 sc0 ls0 ws0">Okres <span class="_ _4"></span>spływu <span class="_ _4"></span>należności <span class="_ _4"></span>(w <span class="_ _16"></span>dniach) <span class="_ _16"></span>–<span class="ff1"> <span class="_ _4"></span></span>stosunek <span class="_ _16"></span>krótkotermino<span class="_ _0"></span>wych <span class="_ _4"></span>należności <span class="_ _4"></span>z<span class="_ _2"></span> <span class="_ _4"></span>tytułu <span class="_ _4"></span>dostaw <span class="_ _16"></span>i <span class="_ _16"></span>usług <span class="_ _16"></span>oraz <span class="_ _16"></span>pozostałych <span class="_ _4"></span>należności <span class="_ _4"></span>na <span class="_ _4"></span>koniec </div><div class="t m0 x5d h18 y275 ff3 fsb fc0 sc0 ls0 ws0">okresu p<span class="_ _0"></span>omnożonych przez 360 dni d<span class="_ _0"></span>o przychodów ze s<span class="_ _0"></span>przedaży<span class="ff1"> </span></div><div class="t m0 x5d h18 y276 ff3 fsb fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w dni<span class="_ _0"></span>ach) –<span class="ff1"> </span>st<span class="_ _0"></span>osunek zobo<span class="_ _0"></span>wiązań z tytułu <span class="_ _0"></span>dostaw i usług<span class="_ _0"></span> oraz pozost<span class="_ _0"></span>ałych zobowią<span class="_ _0"></span>zań na koni<span class="_ _0"></span>ec okresu po<span class="_ _0"></span>mnożonych </div><div class="t m0 x5d h18 y277 ff3 fsb fc0 sc0 ls0 ws0">przez 360 dni do pr<span class="_ _0"></span>zychodów ze sprz<span class="_ _0"></span>edaży<span class="ff1"> </span></div><div class="t m0 x6 he y278 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y123 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>2023 <span class="_ _4"></span><span class="ff3">r. <span class="_ _4"></span>okres <span class="_ _4"></span>s<span class="_ _2"></span>płaty <span class="_ _4"></span>zob<span class="_ _2"></span>owiązań <span class="_ _4"></span>był <span class="_ _16"></span>krótszy<span class="_ _2"></span></span> <span class="_ _4"></span><span class="ff3">niż <span class="_ _4"></span>okres <span class="_ _4"></span>spływu <span class="_ _4"></span>n<span class="_ _2"></span>ależności. <span class="_ _4"></span>Oznacza <span class="_ _4"></span>to<span class="_ _2"></span>, <span class="_ _4"></span>że <span class="_ _4"></span>Grupa <span class="_ _4"></span>udzielała <span class="_ _e"></span>dłuższego</span> </div><div class="t m0 x6 he y279 ff3 fs3 fc0 sc0 ls0 ws0">kredytu <span class="_ _14"> </span>kupieckiego <span class="_ _14"> </span>odb<span class="_ _2"></span>iorcom <span class="_ _14"> </span>niż <span class="_ _14"> </span>sama <span class="_ _14"> </span>otrzymywała <span class="_ _14"> </span>od <span class="_ _14"> </span>dostawców. <span class="_ _14"> </span>Sytuacja <span class="_ _d"> </span>taka <span class="_ _14"> </span>oznacza <span class="_ _13"> </span>zwiększenie </div><div class="t m0 x6 he y27a ff3 fs3 fc0 sc0 ls0 ws0">zapotrzebowania <span class="_ _4"></span>na <span class="_ _2"></span>finans<span class="_ _2"></span>owanie <span class="_ _2"></span>kapitału <span class="_ _2"></span>obro<span class="_ _2"></span>towego. <span class="_ _2"></span>Okres <span class="_ _2"></span>ob<span class="_ _2"></span>rotu <span class="_ _2"></span>zapasami <span class="_ _4"></span>w <span class="_ _2"></span>20<span class="_ _2"></span><span class="ff1">23 <span class="_ _4"></span>r., <span class="_ _2"></span></span>skrócił<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>się <span class="_ _2"></span><span class="ff1">do <span class="_ _2"></span>pozio<span class="_ _2"></span>mu <span class="_ _2"></span>141 </span></div><div class="t m0 x6 he y27b ff1 fs3 fc0 sc0 ls0 ws0">dni <span class="ff3 ls20">gł<span class="ls0">ó</span></span>wnie w wyn<span class="_ _2"></span>iku <span class="ff3">niższego</span> <span class="_ _2"></span>wolumenu <span class="ff3">zakupu<span class="_ _2"></span> towarów <span class="_ _2"></span>zrealizowanych w 2023 r. w p<span class="_ _2"></span>orównan<span class="_ _2"></span>iu do 2022 <span class="_ _2"></span></span><span class="ls8">r.</span><span class="fc7"> </span></div><div class="t m0 x6 h7 y27c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y27d ff4 fs3 fc0 sc0 ls0 ws0">SEZONOWOŚĆ<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y27e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y27f ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>posiada <span class="_ _e"></span>w <span class="_ _e"></span>swojej <span class="_ _e"></span>ofercie <span class="_ _e"></span>produkty <span class="_ _e"></span>sezonowe. <span class="_ _e"></span>Ze <span class="_ _e"></span>względu <span class="_ _e"></span>jednak <span class="_ _e"></span>na <span class="_ _e"></span>ograniczoną <span class="_ _e"></span>ich <span class="_ _e"></span>wartość, <span class="_ _e"></span>szeroką <span class="_ _e"></span>ofertę </div><div class="t m0 x6 he y280 ff1 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _f"> </span><span class="ff3">produktów</span>, <span class="_ _f"> </span><span class="ff3">na <span class="_ _e"></span>które <span class="_ _e"></span>popyt <span class="_ _f"> </span>występuje <span class="_ _e"></span>przez <span class="_ _f"> </span>cały <span class="_ _e"> </span>rok <span class="_ _f"> </span>oraz <span class="_ _e"></span>ze <span class="_ _f"> </span>względu <span class="_ _e"></span>na<span class="_ _4"></span></span> <span class="_ _e"></span><span class="ff3">zróżnicowanie <span class="_ _e"></span>geograficzn<span class="_ _2"></span>e <span class="_ _e"></span>sp<span class="_ _2"></span>ółek </span></div><div class="t m0 x6 he y281 ff3 fs3 fc0 sc0 ls0 ws0">zależnych<span class="ff1">, </span>s<span class="_ _2"></span>ezonowość nie występ<span class="_ _2"></span>uje.<span class="ff1"> </span></div><div class="t m0 x6 he y282 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 he y283 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y284 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y234 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y285 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y286 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y197 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y287 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y288 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="fs3"> </span></div></div><div class="c x6 y289 w2d h51"><div class="t m0 x28 h5 y28a ff1 fs1 fc8 sc0 ls0 ws0">0</div><div class="t m0 x30 h5 y28b ff1 fs1 fc8 sc0 ls1 ws0">50</div><div class="t m0 x20 h3b y28c ff1 fsc fc8 sc0 ls21 ws0">100</div><div class="t m0 x20 h5 y28d ff1 fs1 fc8 sc0 ls1 ws0">150</div><div class="t m0 x20 h5 y202 ff1 fs1 fc8 sc0 ls1 ws0">200</div><div class="t m0 x20 h5 y2b ff1 fs1 fc8 sc0 ls1 ws0">250</div><div class="t m0 xa9 h5 y28e ff1 fs1 fc8 sc0 ls1 ws0">2019<span class="_ _38"> </span><span class="ls17">2020<span class="_ _38"> </span></span>2021<span class="_ _38"> </span><span class="ls17">2022<span class="_ _38"> </span></span>2023</div><div class="t m3 x39 h5 y28f ff3 fs1 fc8 sc0 ls0 ws0">mln zł</div><div class="t m0 x76 h52 y290 ff4 fsf fc8 sc0 ls0 ws0">Sprzedaż w poszcz<span class="_ _0"></span>ególny<span class="_ _0"></span>ch kwartałach w latach </div><div class="t m0 xb6 h52 y291 ff2 fsf fc8 sc0 ls22 ws0">2019<span class="ls0">-</span>2023</div><div class="t m0 xb7 h5 y292 ff3 fs1 fc8 sc0 ls0 ws0">I kwartał<span class="_ _39"> </span>II kwartał<span class="_ _39"> </span>III kwartał<span class="_ _39"> </span>IV kwartał</div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x2 y293 w3 h53" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">17<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls5 ws0">9.<span class="ff8 ls0"> <span class="_ _b"></span><span class="ff4">INFORMACJE <span class="_ _18"> </span>O <span class="_ _39"> </span>PRZYJĘTEJ <span class="_ _32"> </span>STRATEG<span class="_ _0"></span>II <span class="_ _32"> </span>ROZWOJU<span class="_ _0"></span> </span></span></div><div class="t m0 xc hc y11d ff4 fs0 fc0 sc0 ls0 ws0">EMITENTA <span class="_ _18"> </span>I <span class="_ _32"> </span>JEGO <span class="_ _32"> </span>GRU<span class="_ _0"></span>PY <span class="_ _32"> </span>KAPITAŁOWEJ <span class="_ _18"> </span>ORAZ </div><div class="t m0 xc hc y181 ff4 fs0 fc0 sc0 ls0 ws0">DZIAŁANIACH <span class="_ _0"></span>PODJĘTYCH W<span class="_ _0"></span> RAMACH <span class="_ _0"></span>JEJ <span class="_ _0"></span>REALIZACJI W<span class="_ _0"></span> </div><div class="t m0 xc hc y182 ff4 fs0 fc0 sc0 ls0 ws0">OKRESIE <span class="_ _34"> </span>OBJĘTYM <span class="_ _c"> </span>RA<span class="_ _0"></span>PORTEM <span class="_ _3a"> </span>WRAZ <span class="_ _34"> </span>Z <span class="_ _3a"> </span>OPISEM </div><div class="t m0 xc hc y183 ff4 fs0 fc0 sc0 ls0 ws0">PERSPEKTYW <span class="_ _25"> </span>ROZWOJU  D<span class="_ _0"></span>ZIAŁALNOŚCI <span class="_ _35"> </span>EMITENTA <span class="_ _35"> </span>CO </div><div class="t m0 xc hc y294 ff2 fs0 fc0 sc0 ls0 ws0">NAJMNIEJ W <span class="ff4">NAJ<span class="_ _0"></span>BLIŻSZYM ROKU O<span class="_ _0"></span>BROTOWYM<span class="ff2"> </span></span></div><div class="t m0 x6 he y186 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y295 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _25"> </span><span class="ff3">p<span class="_ _2"></span>rzywiązuje <span class="_ _25"> </span>du<span class="_ _2"></span>żą <span class="_ _25"> </span>wagę <span class="_ _25"> </span>do <span class="_ _25"> </span>jako<span class="_ _2"></span>ści <span class="_ _25"> </span>obsługi <span class="_ _25"> </span>klienta. <span class="_ _35"> </span>Jest <span class="_ _25"> </span>to <span class="_ _25"> </span>klu<span class="_ _2"></span>czowy <span class="_ _25"> </span>czynnik <span class="_ _25"> </span>dla <span class="_ _25"> </span>utrz<span class="_ _2"></span>ymania <span class="_ _25"> </span>przewagi </span></div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">konkurencyjnej <span class="_ _1e"> </span>na  rynku,  a  jednym  z <span class="_ _1e"> </span>jej  najważniejszy<span class="_ _2"></span>ch  elementów  jest  zap<span class="_ _2"></span>ewnienie  pełnej  dos<span class="_ _2"></span>tępności  oferty </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">produktowej <span class="_ _2"></span>dla ka<span class="_ _2"></span>żdego klien<span class="_ _2"></span>ta w <span class="_ _2"></span>dowolnym r<span class="_ _2"></span>egi<span class="_ _2"></span>onie <span class="_ _2"></span>świata. <span class="_ _2"></span>Wspierając <span class="_ _2"></span>te cele <span class="_ _4"></span><span class="ff1">Grupa <span class="_ _2"></span>doskonali <span class="_ _2"></span>procesy <span class="_ _2"></span>logistyczn<span class="_ _2"></span>e </span></div><div class="t m0 x6 he y298 ff3 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _0"></span>utrzymuje <span class="_ _0"></span>dobre <span class="_ _0"></span>relacje <span class="_ _3"></span>z<span class="_ _2"></span> <span class="_ _0"></span>dostawcami <span class="_ _0"></span>mając <span class="_ _0"></span>na <span class="_ _3"></span>wzg<span class="_ _2"></span>lędzie <span class="_ _0"></span>konieczność <span class="_ _0"></span>minimalizacji kosztów <span class="_ _0"></span>dostaw. <span class="ff1">Grupa <span class="_ _0"></span><span class="ff3">będzie </span></span></div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">wzmacniać pozycję rynko<span class="_ _2"></span>wą i poszu<span class="_ _2"></span>kiwać nowych, atra<span class="_ _2"></span>kcyjnych możliwości e<span class="_ _2"></span><span class="ff1">ksp<span class="_ _2"></span>ansji.  </span></div><div class="t m0 x6 he y29a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y29b ff3 fs3 fc0 sc0 ls0 ws0">Najważniejsze dział<span class="_ _2"></span>ania dla realizacji tego programu t<span class="_ _2"></span>o:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y29c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Rozwój grupy kap<span class="_ _2"></span>itałowej<span class="ff1"> </span></span></span></div><div class="t m0 x98 he y29d ff3 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _16"></span>za<span class="_ _2"></span>leżne <span class="_ _16"></span>osiągnęły <span class="_ _e"></span>w <span class="_ _16"></span>2<span class="_ _2"></span>02<span class="ff1">3 <span class="_ _16"></span></span>ro<span class="_ _2"></span>ku <span class="_ _16"></span>dob<span class="_ _2"></span>re <span class="_ _16"></span>wyniki <span class="_ _e"></span>finansowe <span class="_ _16"></span>p<span class="_ _2"></span>okazując, <span class="_ _e"></span>że <span class="_ _16"></span>dyspon<span class="_ _2"></span>ując <span class="_ _16"></span>dob<span class="_ _2"></span>rym <span class="_ _16"></span>zapleczem </div><div class="t m0 x98 he y29e ff3 fs3 fc0 sc0 ls0 ws0">organizacyjnym i finan<span class="_ _2"></span>sowym gotowe są do<span class="_ _2"></span> dalszego intensywnego rozwoju<span class="_ _2"></span>. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x98 he y29f ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _f"> </span>zależna <span class="_ _f"> </span>Yato <span class="_ _e"> </span>Tools<span class="_ _2"></span> <span class="_ _e"> </span>(J<span class="_ _2"></span>iaxing) <span class="_ _e"></span>z <span class="_ _f"> </span>siedzibą <span class="_ _f"> </span>w <span class="_ _e"> </span>Baib<span class="_ _2"></span>u <span class="_ _f"> </span>Town, <span class="_ _e"></span>miejscowości <span class="_ _f"> </span>położon<span class="_ _2"></span>ej <span class="_ _e"></span>w <span class="_ _f"> </span>prowincji <span class="_ _f"> </span>Zhejiang </div><div class="t m0 x98 he y2a0 ff3 fs3 fc0 sc0 ls0 ws0">Chińskiej <span class="_ _f"> </span>Republiki <span class="_ _f"> </span>Ludowej<span class="_ _2"></span><span class="ff1">, <span class="_ _e"></span></span>uruch<span class="_ _2"></span>omiła <span class="_ _e"> </span>magazy<span class="_ _2"></span>n <span class="_ _f"> </span>wysokiego <span class="_ _e"></span>skł<span class="_ _2"></span>adowania, <span class="_ _10"> </span>będący<span class="ff1"> <span class="_ _e"></span>centralny<span class="_ _2"></span>m <span class="_ _e"></span>magazyn<span class="_ _2"></span>em </span></div><div class="t m0 x98 he y2a1 ff3 fs3 fc0 sc0 ls0 ws0">Grupy. <span class="_ _4"></span>Magazyn <span class="_ _4"></span>ten<span class="_ _2"></span> <span class="_ _4"></span>wyposażony <span class="_ _4"></span>jest <span class="_ _4"></span>w <span class="_ _4"></span>nowoczesn<span class="_ _2"></span>ą <span class="_ _4"></span>automatykę <span class="_ _4"></span>magazynową, <span class="_ _4"></span>umożli<span class="_ _2"></span>wiającą <span class="_ _4"></span>optymalizację </div><div class="t m0 x98 he y2a2 ff3 fs3 fc0 sc0 ls0 ws0">procesów <span class="_ _10"> </span>logistycznych<span class="ff1">,<span class="_ _2"></span> <span class="_ _f"> </span></span>a <span class="_ _10"> </span>jed<span class="_ _2"></span>nocześnie <span class="_ _10"> </span>niewymagającą <span class="_ _10"> </span>angażowania <span class="_ _10"> </span>znaczny<span class="_ _2"></span>ch <span class="_ _f"> </span>za<span class="_ _2"></span>sobów <span class="_ _f"> </span>lud<span class="_ _2"></span>zkich. <span class="_ _10"> </span>Bardzo </div><div class="t m0 x98 he y2a3 ff3 fs3 fc0 sc0 ls0 ws0">dobra <span class="_ _11"> </span>lokalizacj<span class="_ _2"></span>a <span class="_ _1a"> </span>magazy<span class="_ _2"></span>nu, <span class="_ _11"> </span>który <span class="_ _11"> </span>położony <span class="_ _11"> </span>jest <span class="_ _11"> </span>blisko <span class="_ _11"> </span>dwóch<span class="_ _2"></span> <span class="_ _11"> </span>portów <span class="_ _11"> </span>morskich, <span class="_ _11"> </span>będących <span class="_ _11"> </span>jed<span class="_ _2"></span>nymi <span class="_ _11"> </span>z </div><div class="t m0 x98 he y2a4 ff3 fs3 fc0 sc0 ls0 ws0">największych<span class="ff1"> <span class="_ _1e"> </span></span>centró<span class="_ _2"></span>w  p<span class="_ _2"></span>rzeładu<span class="_ _2"></span>nkowych <span class="_ _1e"> </span>świata <span class="_ _1e"> </span>ora<span class="_ _2"></span>z <span class="_ _1e"> </span>w <span class="_ _1e"> </span>stos<span class="_ _2"></span>unkowo <span class="_ _1e"> </span>niedużej <span class="_ _1e"> </span>od<span class="_ _2"></span>ległości <span class="_ _1e"> </span>od <span class="_ _1e"> </span>największy<span class="_ _2"></span>ch </div><div class="t m0 x98 he y2a5 ff3 fs3 fc0 sc0 ls0 ws0">dostawców <span class="_ _33"> </span>sprzy<span class="_ _2"></span>ja <span class="_ _33"> </span>optymalizacji <span class="_ _33"> </span>procesów <span class="_ _33"> </span>logisty<span class="_ _2"></span>cznych <span class="_ _3b"> </span>umożliwi <span class="_ _33"> </span>utrzymanie <span class="_ _33"> </span>na <span class="_ _33"> </span>wyso<span class="_ _2"></span>kim <span class="_ _33"> </span>poziomie<span class="ff1"> </span></div><div class="t m0 x98 he y2a6 ff3 fs3 fc0 sc0 ls0 ws0">dostępnoś<span class="_ _2"></span><span class="ff1 ls15">ci<span class="ls0"> </span></span>oferty produ<span class="_ _2"></span>ktowej dla klientów <span class="_ _2"></span><span class="ff1">Grupy<span class="ls4">. <span class="_ _2"></span></span>Jest to is<span class="_ _2"></span>totny element <span class="_ _2"></span>budowy przewagi<span class="_ _2"></span> konkurencyjnej<span class="_ _2"></span> </span></div><div class="t m0 x98 he y2a7 ff3 fs3 fc0 sc0 ls0 ws0">w długim okresie<span class="ff1">.<span class="_ _2"></span> </span></div><div class="t m0 x98 he y2a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y2a9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Rozwój kanału<span class="_ _2"></span> eksportowego<span class="ff1"> </span></span></span></div><div class="t m0 x98 he y2aa ff3 fs3 fc0 sc0 ls0 ws0">Konflikt  wojenny  pomiędzy  Ros<span class="_ _2"></span>ją,  Białorusią  a  Ukrainą  nie  pozostaje  bez  wpływu  na  s<span class="_ _2"></span>przedaż  w  kanale </div><div class="t m0 x98 he y2ab ff3 fs3 fc0 sc0 ls0 ws0">eksportowym. Sprzedaż do <span class="_ _0"></span>klientów mających siedzibę w <span class="_ _0"></span>tych krajach <span class="_ _0"></span>stanowiła w <span class="_ _0"></span>2022 roku około <span class="ff1">7</span>% udział<span class="ff1">u </span></div><div class="t m0 x98 he y2ac ff3 fs3 fc0 sc0 ls0 ws0">w całej <span class="_ _2"></span>sprzedaży <span class="_ _2"></span>Grupy. <span class="_ _2"></span>W 2<span class="_ _2"></span>023 roku <span class="_ _2"></span>sprzedaż<span class="_ _2"></span> do <span class="_ _2"></span>klientów tego <span class="_ _2"></span>regionu <span class="_ _2"></span>został<span class="_ _2"></span>a odb<span class="_ _2"></span>udowana i <span class="_ _2"></span>stanowiła <span class="_ _2"></span>już </div><div class="t m0 x98 he y2ad ff1 fs3 fc0 sc0 ls0 ws0">blisko <span class="_ _f"> </span>9<span class="ff3">% <span class="_ _f"> </span>udział</span>u<span class="_ _2"></span><span class="ff3">, <span class="_ _e"> </span>a <span class="_ _f"> </span>n<span class="_ _2"></span>ajwiększy</span>, <span class="_ _f"> </span>bo <span class="_ _f"> </span>pon<span class="_ _2"></span>ad <span class="_ _f"> </span>40% <span class="_ _f"> </span><span class="ff3">wzrost <span class="_ _f"> </span>sprzedaż<span class="_ _2"></span>y <span class="_ _e"> </span>n<span class="_ _2"></span>astąpił <span class="_ _f"> </span>do <span class="_ _f"> </span>klientów <span class="_ _f"> </span>ukraińs<span class="_ _2"></span>kich. <span class="_ _f"> </span>Można </span></div><div class="t m0 x98 he y2ae ff3 fs3 fc0 sc0 ls0 ws0">oczekiwać  w <span class="_ _10"> </span>przys<span class="_ _2"></span>złości  zacieśniania  w<span class="_ _0"></span>spółpra<span class="_ _2"></span>cy  z<span class="_ _0"></span>  klientami <span class="_ _10"> </span>ukraińs<span class="_ _2"></span>kimi<span class="_ _2"></span><span class="ff1">,  ale <span class="_ _10"> </span>warunkiem  koniecznym  jest </span></div><div class="t m0 x98 he y2af ff1 fs3 fc0 sc0 ls0 ws0">stabilizacja <span class="_ _2"></span>sytuacji politycznej i makro<span class="_ _2"></span>ekonomicznej n<span class="_ _2"></span>a tym <span class="_ _2"></span>rynku<span class="ls4">. </span> </div><div class="t m0 x98 he y2b0 ff3 fs3 fc0 sc0 ls0 ws0">Niezależnie <span class="_ _2"></span>od<span class="_ _2"></span> <span class="_ _2"></span>s<span class="_ _2"></span>ytuacji, <span class="_ _4"></span>o <span class="_ _2"></span>kt<span class="_ _2"></span>órej <span class="_ _2"></span>mowa <span class="_ _4"></span>powyżej <span class="_ _2"></span>Gru<span class="_ _2"></span>pa <span class="_ _4"></span>będzie <span class="_ _2"></span>wzmacniać <span class="_ _4"></span>pozycję <span class="_ _4"></span>na <span class="_ _4"></span>pozostałych <span class="_ _4"></span>rynkach, <span class="_ _4"></span>na </div><div class="t m0 x98 he y2b1 ff3 fs3 fc0 sc0 ls0 ws0">których jest obecna. Dotyczy to rynków, na których Grupa tradycyjnie obecna jest już od wielu lat <span class="_ _0"></span>np. na rynku </div><div class="t m0 x98 he y2b2 ff3 fs3 fc0 sc0 ls0 ws0">węgierskim, ale również w kra<span class="_ _2"></span>jach poł<span class="_ _2"></span>udnia Europy, gdzie Grup<span class="_ _2"></span>a <span class="_ _2"></span>do tej pory był<span class="_ _2"></span>a mniej widoczna. <span class="ff1"> </span></div><div class="t m0 x98 he y2b3 ff3 fs3 fc0 sc0 ls0 ws0">Grupa wzmacniać <span class="_ _2"></span>się b<span class="_ _2"></span>ędzie również <span class="_ _2"></span>poza E<span class="_ _2"></span>uropą. Na <span class="_ _2"></span>tych rynkach <span class="_ _2"></span>chińska spółka <span class="_ _2"></span>zależna Yato <span class="_ _2"></span>Tools (<span class="_ _4"></span><span class="ff1">Jiaxing) </span></div><div class="t m0 x98 he y2b4 ff3 fs3 fc0 sc0 ls0 ws0">rozwijać <span class="_ _16"></span>będzie <span class="_ _16"></span>sprzedaż <span class="_ _16"></span>oraz <span class="_ _16"></span>p<span class="_ _2"></span>ozyskiwać <span class="_ _16"></span>nowych <span class="_ _16"></span>klientów. <span class="_ _16"></span>Ws<span class="_ _2"></span>parciem <span class="_ _4"></span>dla <span class="_ _16"></span>eks<span class="_ _2"></span>pansji <span class="_ _16"></span>zagranicznej <span class="_ _16"></span>tej <span class="_ _16"></span>spół<span class="_ _2"></span>ki </div><div class="t m0 x98 he y2b5 ff3 fs3 fc0 sc0 ls0 ws0">będzie <span class="_ _2"></span>rozwój <span class="_ _4"></span>procesów <span class="_ _2"></span>logis<span class="_ _2"></span>tycznych <span class="_ _4"></span>w <span class="_ _2"></span>Grupie <span class="_ _2"></span>kapitał<span class="_ _2"></span>owej, <span class="_ _2"></span>w <span class="_ _2"></span>oparciu <span class="_ _4"></span>o <span class="_ _2"></span>nowo <span class="_ _2"></span>wyb<span class="_ _2"></span>udowany, <span class="_ _2"></span>wypos<span class="_ _2"></span>ażony <span class="_ _2"></span>w </div><div class="t m0 x98 he y2b6 ff3 fs3 fc0 sc0 ls0 ws0">nowoczesną infrastru<span class="_ _2"></span>kturę, magazyn w Chin<span class="_ _2"></span>ach.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y2b7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y2b8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Efektywne zarządzan<span class="_ _2"></span>ie produktem <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x98 he y2b9 ff1 fs3 fc0 sc0 ls0 ws0">Dobre wyniki finansowe Grupy <span class="ff3">i jej <span class="_ _0"></span>stały rozwój nie był<span class="ff1">y</span>by <span class="_ _0"></span>możliw<span class="ff1">e </span>bez stałego rozwijania oferty produktowej, </span></div><div class="t m0 x98 he y2ba ff3 fs3 fc0 sc0 ls0 ws0">aby  była <span class="_ _10"> </span>bardzo  dobrze <span class="_ _10"> </span>dopasowana  do <span class="_ _10"> </span>oczekiwań  klientów.  Proces <span class="_ _10"> </span>ten  re<span class="_ _0"></span>alizowany<span class="_ _2"></span> <span class="_ _10"> </span>jest  między <span class="_ _10"> </span>innymi </div><div class="t m0 x98 he y2bb ff3 fs3 fc0 sc0 ls0 ws0">poprzez <span class="_ _2"></span>Product Ma<span class="_ _2"></span>nagerów z <span class="_ _2"></span>Działu <span class="_ _2"></span>Rozwoju Pro<span class="_ _2"></span>duktów dysp<span class="_ _2"></span>onujących b<span class="_ _2"></span>ardzo szeroką <span class="_ _2"></span>wiedzą o <span class="_ _2"></span>produkcie,<span class="_ _2"></span> </div><div class="t m0 x98 he y2bc ff1 fs3 fc0 sc0 ls0 ws0">technikach  <span class="ff3">ks<span class="_ _2"></span>ztałtowania <span class="_ _1e"> </span>jego  wizerunku,  znających<span class="_ _2"></span>  zwyczaje  klientów  i  kształ<span class="_ _2"></span>tujące  się  trendy  za<span class="_ _2"></span>równo </span></div><div class="t m0 x98 he y2bd ff3 fs3 fc0 sc0 ls0 ws0">lokalne, <span class="_ _10"> </span>jak <span class="_ _f"> </span>również <span class="_ _10"> </span>na <span class="_ _10"> </span>rynkach <span class="_ _f"> </span>światowych. <span class="_ _10"> </span>Wspar<span class="_ _2"></span>ciem <span class="_ _f"> </span>dla <span class="_ _10"> </span>zespołu <span class="_ _10"> </span>jest <span class="_ _f"> </span>nowoczesna <span class="_ _10"> </span>technologia <span class="_ _10"> </span>IT <span class="_ _f"> </span>o<span class="_ _4"></span><span class="ff1">raz </span></div><div class="t m0 x98 he y2be ff3 fs3 fc0 sc0 ls0 ws0">systemy i urzą<span class="_ _2"></span>dzenia wspomagające zarządza<span class="_ _2"></span>nie produktem.<span class="_ _2"></span><span class="ff1"> </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 x2 y2bf w3 h54" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">18<span class="ls0"> </span></div><div class="t m0 x98 he ya ff3 fs3 fc0 sc0 ls0 ws0">Proces ten będzie konty<span class="_ _2"></span>nuowany w naj<span class="_ _2"></span>bliższych kwartałach<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x98 he y1af ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y2c0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Rozwój procesów logistyczn<span class="_ _2"></span>ych<span class="ff1"> </span></span></span></div><div class="t m0 x98 he ycd ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="ff3">prowadzi <span class="_ _0"></span>prace <span class="_ _0"></span>a<span class="_ _0"></span>nalityczne mające <span class="_ _0"></span>na <span class="_ _0"></span>celu <span class="_ _0"></span>optymalizację <span class="_ _3"></span>p<span class="_ _2"></span>rocesów <span class="_ _0"></span>logistycznych. Z <span class="_ _3"></span>jednej strony <span class="_ _0"></span>polega </span></div><div class="t m0 x98 he y2c1 ff3 fs3 fc0 sc0 ls0 ws0">to <span class="_ _1f"> </span>na <span class="_ _1f"> </span>wyposażeniu <span class="_ _1f"> </span>ob<span class="_ _2"></span>ecnie <span class="_ _12"> </span>użytkowan<span class="_ _2"></span>ych <span class="_ _1f"> </span>magazynów <span class="_ _1f"> </span>w <span class="_ _1f"> </span>nowoczesną <span class="_ _1f"> </span>au<span class="_ _2"></span>tomatykę <span class="_ _1f"> </span>magazynową </div><div class="t m0 x98 he y2c2 ff3 fs3 fc0 sc0 ls0 ws0">wspomagającą <span class="_ _1e"> </span>procesy<span class="_ _2"></span> <span class="_ _1e"> </span>magazynowania, <span class="_ _1e"> </span>a <span class="_ _1e"> </span>z <span class="_ _1e"> </span>dru<span class="_ _2"></span>giej  strony <span class="_ _1e"> </span>n<span class="_ _2"></span>a  zn<span class="_ _2"></span>alezieni<span class="_ _2"></span>u <span class="_ _1e"> </span>rozwiązań <span class="_ _1e"> </span>dających<span class="_ _2"></span>  przewag<span class="_ _2"></span>ę </div><div class="t m0 x98 he y2c3 ff3 fs3 fc0 sc0 ls0 ws0">konkurencyjną <span class="_ _2"></span>w długim horyzoncie czaso<span class="_ _2"></span>wym. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x98 he y23f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x98 he y2c4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y2c5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Inwestycje kapitało<span class="_ _2"></span>we<span class="ff1"> </span></span></span></div><div class="t m0 x91 he y2c6 ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _4"></span>Dominująca <span class="_ _2"></span>s<span class="_ _2"></span>ystematycznie <span class="_ _2"></span>wspiera <span class="_ _2"></span>ro<span class="_ _2"></span>zwój <span class="_ _2"></span>spół<span class="_ _2"></span>ek <span class="_ _2"></span>zależnych. <span class="_ _4"></span>W <span class="_ _2"></span>grudniu<span class="_ _2"></span> <span class="_ _2"></span>2022 <span class="_ _2"></span>roku <span class="_ _16"></span><span class="ff1">Toya <span class="_ _4"></span>S.A. <span class="_ _2"></span></span>wpłaciła </div><div class="t m0 x91 he y2c7 ff3 fs3 fc0 sc0 ls0 ws0">ostatnią <span class="_ _f"> </span>trans<span class="_ _2"></span>zę <span class="_ _e"> </span>ka<span class="_ _2"></span>pitałową <span class="_ _e"> </span>d<span class="_ _2"></span>la <span class="_ _f"> </span>spółki <span class="_ _f"> </span>Yato <span class="_ _f"> </span>Tools <span class="_ _10"> </span>(Jiaxing) <span class="_ _f"> </span>kończąc <span class="_ _f"> </span>pro<span class="_ _2"></span>ces <span class="_ _e"> </span>wpł<span class="_ _2"></span>aty <span class="_ _f"> </span>kapitału <span class="_ _f"> </span>dla <span class="_ _f"> </span>tej <span class="_ _f"> </span>sp<span class="_ _2"></span>ółki <span class="_ _f"> </span>w </div><div class="t m0 x91 he y2c8 ff3 fs3 fc0 sc0 ls0 ws0">wysokości 12,5 mln USD. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x91 he y2c9 ff1 fs3 fc0 sc0 ls0 ws0"> Grupa <span class="_ _f"> </span><span class="ff3">w <span class="_ _f"> </span>dalszym <span class="_ _f"> </span>ciągu <span class="_ _f"> </span>monitoru<span class="_ _2"></span>je <span class="_ _e"></span>ryn<span class="_ _2"></span>ek <span class="_ _e"></span>w <span class="_ _f"> </span>poszu<span class="_ _2"></span>kiwaniu <span class="_ _f"> </span>atrakcy<span class="_ _2"></span>jnego <span class="_ _f"> </span>celu <span class="_ _e"></span>akwizy<span class="_ _2"></span>cyjnego, <span class="_ _f"> </span>stan<span class="_ _2"></span>owiącego </span></div><div class="t m0 x91 he y2ca ff3 fs3 fc0 sc0 ls0 ws0">wartość dodan<span class="_ _2"></span>ą dla spółki.<span class="ff1"> </span></div><div class="t m0 x6 he y2cb ff1 fs3 fc0 sc0 lsb ws0">  <span class="ls0"> </span></div><div class="t m0 x91 he y2cc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2cd ff2 fs0 fc0 sc0 ls0 ws0">10.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OBJAŚ</span></span><span class="ls23">NI<span class="_ _2"></span><span class="ls24">EN</span></span>IE <span class="_ _3c"> </span><span class="ff4">RÓŻNIC <span class="_ _3c"> </span>POMIĘDZY<span class="_ _0"></span> <span class="_ _3c"> </span>WYNIKAMI<span class="_ _0"></span> </span></div><div class="t m0 xc hc y2ce ff2 fs0 fc0 sc0 ls0 ws0">FINANSOWYM<span class="_ _0"></span>I <span class="_ _1e"></span>WYKAZANYMI <span class="_ _1e"></span>W <span class="_ _1e"></span>RAPOR<span class="_ _0"></span>CIE <span class="_ _1e"></span>ROCZNYM </div><div class="t m0 xc hc y2cf ff4 fs0 fc0 sc0 ls0 ws0">A WCZEŚNIEJ <span class="_ _0"></span>PUBLIKOWANYMI PROGN<span class="_ _0"></span>OZAMI<span class="ff2"> </span></div><div class="t m0 x6 h6 y2d0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2d1 ff3 fs3 fc0 sc0 ls0 ws0">Zarząd Jedno<span class="_ _2"></span>stki Dominującej<span class="ff1"> </span>n<span class="_ _2"></span>ie publikował progn<span class="_ _2"></span>oz wyników <span class="ff1">Grupy<span class="_ _2"></span> na 2022 <span class="ls8">r.<span class="_ _2"></span></span> </span></div><div class="t m0 x6 hc y2a6 ff2 fs0 fc0 sc0 ls0 ws0">11.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OPIS <span class="_ _4"></span>ISTOTNYCH <span class="_ _4"></span>CZYNNIKÓW <span class="_ _4"></span>RYZYKA <span class="_ _4"></span>I <span class="_ _4"></span>ZAGROŻEŃ,<span class="_ _0"></span> <span class="_ _4"></span>Z </span></span></div><div class="t m0 xc hc y2d2 ff4 fs0 fc0 sc0 ls0 ws0">OKREŚLENIEM<span class="_ _0"></span>, W<span class="_ _0"></span> JAK<span class="_ _0"></span>IM <span class="_ _0"></span>STOPNIU <span class="_ _3"></span>E<span class="_ _2"></span>MITENT <span class="_ _0"></span>JEST<span class="_ _0"></span> NA<span class="_ _0"></span> N<span class="_ _0"></span>IE </div><div class="t m0 xc hc y2d3 ff4 fs0 fc0 sc0 ls0 ws0">NARAŻONY<span class="ff2">  </span></div><div class="t m0 x6 hd y2d4 ff2 fs6 fc0 sc0 ls6 ws0">11.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">RYZYKA FINANSO<span class="_ _0"></span>WE </span></span></div><div class="t m0 x6 he y2d5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2d6 ff1 fs3 fc0 sc0 ls0 ws0">Do <span class="ff3">podsta<span class="_ _2"></span>wowych ryzyk finansowych n<span class="_ _2"></span>ależy <span class="_ _2"></span>zaliczyć</span>: </div><div class="t m0 xc he y2d7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">ryzyko walutowe, </span></span></div><div class="t m0 xc he y2d8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">ryzyko stopy p<span class="_ _2"></span>rocentowej, </span></span></div><div class="t m0 xc he y2d9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">ryzyko utra<span class="_ _2"></span>ty płynności<span class="ff1">. </span></span></span></div><div class="t m0 x6 he y2da ff3 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> ryzyk finansowych zosta<span class="_ _2"></span>ła zawarta w pu<span class="_ _2"></span>nkcie <span class="ff1 ls3">12<span class="ls0">.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 he y2db ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2dc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2dd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2de ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2df ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf16" ><span class="d m1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">19<span class="ls0"> </span></div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">11.2.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">RYZYKA NIEFINANSO<span class="_ _0"></span>WE: </span></span></div><div class="t m0 x6 h6 y15e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y15f ff3 fs3 fc0 sc0 ls0 ws0">Do podstawowych r<span class="_ _2"></span>yzyk niefinanso<span class="_ _2"></span>wych należy zaliczyć:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y2e0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">ryzyko <span class="_ _2"></span>zmian <span class="_ _4"></span>w <span class="_ _2"></span>sytuacji <span class="_ _2"></span>makroekonomicznej<span class="_ _2"></span><span class="ff3">, <span class="_ _2"></span>w <span class="_ _2"></span>ty<span class="_ _2"></span>m <span class="_ _2"></span>szczególnie <span class="_ _2"></span>zmian<span class="_ _2"></span>y <span class="_ _4"></span></span>tempa <span class="_ _2"></span>wzrostu <span class="_ _2"></span>PKB, <span class="_ _4"></span>poziomu <span class="_ _4"></span>inflacji, </span></span></div><div class="t m0 x98 he y161 ff3 fs3 fc0 sc0 ls0 ws0">sytuacja <span class="_ _10"> </span>w <span class="_ _f"> </span>segmentach <span class="_ _f"> </span>prze<span class="_ _2"></span>mysłowym, <span class="_ _f"> </span>motoryza<span class="_ _2"></span>cyjnym, <span class="_ _f"> </span>dom <span class="_ _10"> </span>i <span class="_ _f"> </span>ogród, <span class="_ _f"> </span>bu<span class="_ _2"></span>downictwa <span class="_ _f"> </span>in<span class="_ _2"></span>frastrukturalnego <span class="_ _10"> </span>i </div><div class="t m0 x98 he y2e1 ff3 fs3 fc0 sc0 ls0 ws0">mieszkaniowego, <span class="_ _1f"> </span>bud<span class="_ _2"></span>owlano‐montażowym, <span class="_ _1f"> </span>pozio<span class="_ _2"></span>m <span class="_ _12"> </span>in<span class="_ _2"></span>westycji <span class="_ _1f"> </span>w <span class="_ _1f"> </span>przedsiębiors<span class="_ _2"></span>twach, <span class="_ _1f"> </span>polity<span class="_ _2"></span>ka <span class="_ _1f"> </span>stóp </div><div class="t m0 x98 he y2e2 ff3 fs3 fc0 sc0 ls0 ws0">procentowych, sy<span class="_ _2"></span>tuacja budżetowa<span class="ff1">, <span class="_ _2"></span></span>czy sytuacj<span class="_ _2"></span>a dochodowa społ<span class="_ _2"></span>eczeństwa<span class="ff1">, </span></div><div class="t m0 xc he y64 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">ryzyko kon<span class="_ _2"></span>kurencji, </span></span></div><div class="t m0 xc he y2e3 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">ryzyko związan<span class="_ _2"></span>e ze zmianami otoczenia p<span class="_ _2"></span>rawno<span class="_ _2"></span><span class="ff1">-podatkowego<span class="_ _2"></span>. </span></span></span></div><div class="t m0 xc he y242 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">ryzyko zakłócenia ł<span class="_ _2"></span>ańcucha dostaw<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x98 he y2e4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2e5 ff3 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> tych ryzyk została <span class="_ _2"></span>zawarta w punkcie<span class="_ _2"></span><span class="ff1"> 11.3. </span></div><div class="t m0 x6 hd y2e6 ff2 fs6 fc0 sc0 ls6 ws0">11.3.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">CHARAKTERYSTYK<span class="_ _0"></span>A <span class="_ _3d"> </span>ZEWNĘTRZNYCH <span class="_ _26"> </span>I <span class="_ _3d"> </span>WEWNĘTRZNYCH <span class="_ _3d"> </span>CZYNNIKÓW </span></span></div><div class="t m0 x64 hd y27b ff4 fs6 fc0 sc0 ls0 ws0">RYZYKA I ZAGROŻEŃ <span class="_ _0"></span>ISTOTNYCH <span class="_ _0"></span>DLA ROZWOJU <span class="_ _0"></span>GRUPY<span class="ff2"> </span></div><div class="t m0 x6 h6 y29a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2e7 ff2 fs3 fc0 sc0 ls0 ws0">Sytuacja makroeko<span class="_ _2"></span>nomiczna<span class="_ _2"></span> </div><div class="t m0 x6 he y2e8 ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _11"> </span>obecna <span class="_ _25"> </span>jest <span class="_ _11"> </span>na <span class="_ _11"> </span>rynkach <span class="_ _11"> </span>w <span class="_ _11"> </span>różn<span class="_ _2"></span>ych <span class="_ _11"> </span>częściach <span class="_ _11"> </span>świata, <span class="_ _25"> </span>choć <span class="_ _11"> </span>najwięcej <span class="_ _11"> </span>jej <span class="_ _11"> </span>klientó<span class="_ _2"></span>w <span class="_ _11"> </span>prowadzi <span class="_ _11"> </span>dzia<span class="_ _2"></span>łalność <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y2e9 ff3 fs3 fc0 sc0 ls0 ws0">w Polsce. Ze <span class="_ _0"></span>względu na powiązanie polskiej gospodarki z systemem światowym <span class="_ _0"></span>oraz ze względu na szeroką działalność </div><div class="t m0 x6 he y2ea ff3 fs3 fc0 sc0 ls0 ws0">prowadzoną <span class="_ _1e"> </span>p<span class="_ _2"></span>oza  lok<span class="_ _2"></span>alnym  rynkiem, <span class="_ _19"> </span>koniunktura <span class="_ _1e"> </span>globalna <span class="_ _1e"> </span>ma <span class="_ _1e"> </span>wpły<span class="_ _2"></span>w  na <span class="_ _1e"> </span>wielkość <span class="_ _1e"> </span>obrotó<span class="_ _2"></span>w  realizowan<span class="_ _2"></span>ych <span class="_ _1e"> </span>przez </div><div class="t m0 x6 he y2eb ff3 fs3 fc0 sc0 ls0 ws0">klientów <span class="_ _0"></span>Grupy. <span class="_ _0"></span>Destabilizacja <span class="_ _0"></span>sytuacji <span class="_ _3"></span>p<span class="_ _2"></span>olitycznej <span class="_ _0"></span>w <span class="_ _3"></span>kt<span class="_ _2"></span>órymś <span class="_ _0"></span>z <span class="_ _3"></span>lokaln<span class="_ _2"></span>ych <span class="_ _0"></span>regionów <span class="_ _3"></span>może <span class="_ _0"></span>okresowo <span class="_ _0"></span>zmniejszyć <span class="_ _0"></span>ekspansję </div><div class="t m0 x6 he y2ec ff3 fs3 fc0 sc0 ls0 ws0">Grupy na ryn<span class="_ _2"></span>kach zagranicznych i zmusić d<span class="_ _2"></span>o poszukiwania nowych k<span class="_ _2"></span>lien<span class="_ _2"></span>tów. <span class="ff1"> </span></div><div class="t m0 x6 he y2ed ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2ee ff3 fs3 fc0 sc0 ls0 ws0">Rynki <span class="_ _1e"> </span>europejskie <span class="_ _1e"> </span>s<span class="_ _2"></span>tanowią <span class="_ _1e"> </span>jeden <span class="_ _1e"> </span>z <span class="_ _1e"> </span>więks<span class="_ _2"></span>zych <span class="_ _1e"> </span>obsza<span class="_ _2"></span>rów <span class="_ _1e"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _1e"> </span>Grupy <span class="_ _1e"> </span>Toya, <span class="_ _1e"> </span>dlatego <span class="_ _1e"> </span>potencjaln<span class="_ _2"></span>e  p<span class="_ _2"></span>roblemy </div><div class="t m0 x6 he y2ef ff3 fs3 fc0 sc0 ls0 ws0">wewnętrzne <span class="_ _2"></span>Un<span class="_ _2"></span>ii <span class="_ _2"></span>Eu<span class="_ _2"></span>ropejskiej <span class="_ _4"></span>mogą <span class="_ _4"></span>mieć <span class="_ _2"></span>negaty<span class="_ _2"></span>wny <span class="_ _4"></span>wpływ <span class="_ _2"></span>na <span class="_ _4"></span>gosp<span class="_ _2"></span>odarkę. <span class="_ _4"></span>Efektem <span class="_ _2"></span>tego <span class="_ _4"></span>może <span class="_ _4"></span>być <span class="_ _2"></span>zmn<span class="_ _2"></span>iejszenie <span class="_ _4"></span>siły </div><div class="t m0 x6 he y2f0 ff3 fs3 fc0 sc0 ls0 ws0">nabywczej <span class="_ _25"> </span>s<span class="_ _2"></span>połeczeństw <span class="_ _25"> </span>eu<span class="_ _2"></span>ropejskich, <span class="_ _35"> </span>p<span class="_ _2"></span>owstanie <span class="_ _25"> </span>b<span class="_ _2"></span>arier <span class="_ _25"> </span>w <span class="_ _35"> </span>wymianie <span class="_ _35"> </span>handlowej, <span class="_ _35"> </span>które <span class="_ _35"> </span>mogą <span class="_ _25"> </span>być<span class="_ _2"></span> <span class="_ _25"> </span>dodat<span class="_ _2"></span>kowo </div><div class="t m0 x6 he y2f1 ff3 fs3 fc0 sc0 ls0 ws0">wzmocnione <span class="_ _e"></span>dewaluacją<span class="_ _2"></span> <span class="_ _e"></span>lokalnych <span class="_ _e"></span>walut <span class="_ _e"></span>w <span class="_ _e"></span>stos<span class="_ _2"></span>unku <span class="_ _e"></span>do <span class="_ _e"></span>naj<span class="_ _2"></span>ważniejszych <span class="_ _e"></span>walut <span class="_ _e"></span>świato<span class="_ _2"></span>wych. <span class="_ _e"></span>Wpływ <span class="_ _e"></span>tych<span class="_ _2"></span> <span class="_ _e"></span>czynników </div><div class="t m0 x6 he y2f2 ff3 fs3 fc0 sc0 ls0 ws0">trudno <span class="_ _f"> </span>jed<span class="_ _2"></span>nak <span class="_ _f"> </span>oszacować <span class="_ _f"> </span>gd<span class="_ _2"></span>yż <span class="_ _f"> </span>przyszła <span class="_ _10"> </span>ekonomiczna <span class="_ _f"> </span>i <span class="_ _f"> </span>regulacyjna <span class="_ _10"> </span>sytuacja <span class="_ _f"> </span>może <span class="_ _f"> </span>różn<span class="_ _2"></span>ić <span class="_ _f"> </span>s<span class="_ _4"></span>ię <span class="_ _f"> </span>od <span class="_ _f"> </span>oczekiwań <span class="_ _10"> </span>Zarządu </div><div class="t m0 x6 he y2f3 ff3 fs3 fc0 sc0 ls0 ws0">Jednostki <span class="_ _f"> </span>Dominują<span class="_ _2"></span>cej. <span class="_ _e"></span>Kiero<span class="_ _2"></span>wnictwo <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>uważnie <span class="_ _f"> </span>przygląda <span class="_ _f"> </span>s<span class="_ _2"></span>ię <span class="_ _e"></span>rozwojowi <span class="_ _10"> </span>wydarzeń <span class="_ _f"> </span>i <span class="_ _f"> </span>dostoso<span class="_ _2"></span>wuje <span class="_ _e"></span>zamierzenia<span class="_ _2"></span> </div><div class="t m0 x6 he y2f4 ff3 fs3 fc0 sc0 ls0 ws0">strategiczne w celu mini<span class="_ _2"></span>malizowania ty<span class="_ _2"></span>ch zagrożeń.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y2f5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2f6 ff3 fs3 fc0 sc0 ls0 ws0">Koniunktura <span class="_ _2"></span>na rynku <span class="_ _2"></span>azjatyckim związana <span class="_ _2"></span>z ak<span class="_ _2"></span>tualnym wzrostem <span class="_ _2"></span>PKB tamtejszy<span class="_ _2"></span>ch krajów <span class="_ _2"></span>również wpły<span class="_ _2"></span>wa na <span class="_ _2"></span>sytuację </div><div class="t m0 x6 he y1f7 ff3 fs3 fc0 sc0 ls0 ws0">finansową całej G<span class="_ _0"></span>rupy ze <span class="_ _0"></span>względu <span class="_ _0"></span>na to, <span class="_ _0"></span>że <span class="_ _0"></span>Grupa <span class="_ _0"></span>nabywa tow<span class="_ _0"></span>ary głównie <span class="_ _0"></span>od wytwórców <span class="_ _0"></span>tamtejszego rejonu. <span class="_ _0"></span>Związane </div><div class="t m0 x6 he y2f7 ff1 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _0"></span>to <span class="_ _0"></span>z <span class="_ _3"></span>cenami <span class="_ _0"></span>nabywanych tow<span class="ff3">arów, <span class="_ _0"></span>warunkami <span class="_ _0"></span>handlowymi, <span class="_ _0"></span>terminami <span class="_ _3"></span>real<span class="_ _2"></span>izacji <span class="_ _0"></span>zamówień, <span class="_ _0"></span>jak <span class="_ _0"></span>również <span class="_ _0"></span>z <span class="_ _3"></span>sy<span class="_ _2"></span>stemem </span></div><div class="t m0 x6 he y2f8 ff3 fs3 fc0 sc0 ls0 ws0">logistycznym pomiędzy<span class="_ _2"></span> Azją i Europ<span class="_ _2"></span>ą.<span class="ff1"> </span></div><div class="t m0 x6 he y2f9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2fa ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _25"> </span>Dominująca <span class="_ _11"> </span>Grupy<span class="_ _2"></span>, <span class="_ _11"> </span>jest <span class="_ _11"> </span>pod<span class="_ _2"></span>miotem <span class="_ _1a"> </span>p<span class="_ _2"></span>olskim <span class="_ _11"> </span>i <span class="_ _11"> </span>zd<span class="_ _2"></span>ecydowana <span class="_ _25"> </span>większość <span class="_ _11"> </span>jej <span class="_ _25"> </span>działalności <span class="_ _25"> </span>gospodarczej </div><div class="t m0 x6 he y2fb ff3 fs3 fc0 sc0 ls0 ws0">prowadzona jes<span class="_ _2"></span>t na terenie Polski. Dlatego też <span class="_ _2"></span>polityka gospodar<span class="_ _2"></span>cza rządu, polski sys<span class="_ _2"></span>tem podatkowy, stop<span class="_ _2"></span>a bezrobocia </div><div class="t m0 x6 he y2fc ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _e"></span>decyzje <span class="_ _f"> </span>podejmowane <span class="_ _f"> </span>przez <span class="_ _f"> </span>Nar<span class="_ _2"></span><span class="ff3">odowy <span class="_ _e"> </span>Ban<span class="_ _2"></span>k <span class="_ _e"></span>Polski <span class="_ _f"> </span>oraz <span class="_ _e"> </span>Rad<span class="_ _2"></span>ę <span class="_ _e"></span>Polityki <span class="_ _f"> </span>Pieniężnej, <span class="_ _e"></span>s<span class="_ _2"></span>ą <span class="_ _e"></span>dodat<span class="_ _2"></span>kowymi <span class="_ _e"></span>czynnika<span class="_ _2"></span>mi </span></div><div class="t m0 x6 he y2fd ff3 fs3 fc0 sc0 ls0 ws0">mającymi wpływ na rozwój<span class="_ _2"></span> całej Grupy<span class="_ _2"></span> kapitałowej. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y2fe ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2ff ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y300 ff2 fs3 fc0 sc0 ls0 ws0">Konkurencja </div><div class="t m0 x6 he y301 ff3 fs3 fc0 sc0 ls0 ws0">Polski <span class="_ _e"></span>rynek <span class="_ _e"></span>dys<span class="_ _2"></span>trybucji <span class="_ _e"></span>artykułów <span class="_ _e"></span>przemysłowych, <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>którym <span class="_ _e"></span>głównie <span class="_ _e"></span>działa <span class="_ _e"></span>Grup<span class="_ _2"></span>a, <span class="_ _e"></span>charakteryzuje <span class="_ _e"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>dość <span class="_ _e"></span>dużym </div><div class="t m0 x6 he y302 ff3 fs3 fc0 sc0 ls0 ws0">rozproszeniem <span class="_ _2c"> </span>mimo <span class="_ _2b"> </span>obecności <span class="_ _2c"> </span>na <span class="_ _2c"> </span>nim <span class="_ _2b"> </span>kilku <span class="_ _2c"> </span>liderów <span class="_ _2b"> </span>rynku. <span class="_ _2c"> </span>Podmioty <span class="_ _2c"> </span>dotychczas <span class="_ _2b"> </span>konku<span class="_ _2"></span>rujące <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y303 ff3 fs3 fc0 sc0 ls0 ws0">z <span class="_ _e"> </span>Gru<span class="_ _2"></span>pą <span class="_ _f"> </span>cały <span class="_ _f"> </span>czas <span class="_ _e"> </span>p<span class="_ _2"></span>odejmują <span class="_ _f"> </span>działania <span class="_ _f"> </span>zmierzające <span class="_ _f"> </span>do <span class="_ _f"> </span>i<span class="_ _2"></span>ntens<span class="_ _2"></span>yfikacji <span class="_ _f"> </span>swojego <span class="_ _e"> </span>ro<span class="_ _2"></span>zwoju <span class="_ _f"> </span>poprzez <span class="_ _f"> </span>p<span class="_ _2"></span>rzyjęcie <span class="_ _e"></span>agresy<span class="_ _2"></span>wnej </div><div class="t m0 x6 he y304 ff3 fs3 fc0 sc0 ls0 ws0">polityki <span class="_ _1e"> </span>cenowej  skierowan<span class="_ _2"></span>ej  d<span class="_ _2"></span>o  obecny<span class="_ _2"></span>ch,  do<span class="_ _2"></span>celowych  lub <span class="_ _1e"> </span>potencjaln<span class="_ _2"></span>ych  o<span class="_ _2"></span>dbiorców.  Działan<span class="_ _2"></span>ia  takie <span class="_ _1e"> </span>będą <span class="_ _1e"> </span>mieć </div><div class="t m0 x6 he y305 ff3 fs3 fc0 sc0 ls0 ws0">negatywny <span class="_ _16"></span>wpływ <span class="_ _16"></span>na <span class="_ _16"></span>sy<span class="_ _2"></span>tuację <span class="_ _4"></span>finansową <span class="_ _16"></span>Grupy<span class="_ _2"></span>, <span class="_ _4"></span>gd<span class="_ _2"></span>yż <span class="_ _16"></span>dalsze <span class="_ _4"></span>powiększenie <span class="_ _16"></span>ryn<span class="_ _2"></span>ku <span class="_ _16"></span>może <span class="_ _16"></span>być <span class="_ _16"></span>spo<span class="_ _2"></span>w<span class="_ _2"></span><span class="ff1">oln<span class="_ _2"></span>ione, <span class="_ _16"></span>utrudnione </span></div><div class="t m0 x6 he y306 ff3 fs3 fc0 sc0 ls0 ws0">albo wręcz<span class="_ _2"></span> niemożliw<span class="_ _2"></span>e. Grup<span class="_ _2"></span>a będzie <span class="_ _2"></span>monitorować <span class="_ _2"></span>ryn<span class="_ _2"></span>ek i j<span class="_ _2"></span>ego oto<span class="_ _2"></span>czenie, p<span class="_ _2"></span>rowadząc ró<span class="_ _2"></span>żnorod<span class="_ _2"></span>ne działan<span class="_ _2"></span>ia mające <span class="_ _2"></span>na </div><div class="t m0 x6 he y307 ff3 fs3 fc0 sc0 ls0 ws0">celu utrzymanie i powiększeni<span class="_ _2"></span>e przewagi konkurencyjn<span class="_ _2"></span>ej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y308 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y309 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:548.260000px;bottom:1197.740000px;width:22.230000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x2 y30a w3 h55" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">20<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1af ff2 fs3 fc0 sc0 ls0 ws0">Zmiany na rynkach<span class="_ _2"></span> walutowych<span class="_ _2"></span> </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">Silne <span class="_ _e"></span>powiązan<span class="_ _2"></span>ie <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>z <span class="_ _f"> </span>dostawcami <span class="_ _f"> </span>zagranicznymi <span class="_ _f"> </span>i <span class="_ _f"> </span>rozliczan<span class="_ _2"></span>ie <span class="_ _e"></span>się <span class="_ _f"> </span>z <span class="_ _f"> </span>nimi <span class="_ _10"> </span><span class="ff1">w <span class="_ _f"> </span>USD <span class="_ _f"> </span>oraz <span class="_ _f"> </span>CNY <span class="_ _f"> </span>powodu<span class="_ _2"></span>je <span class="_ _f"> </span></span>wrażliwość<span class="_ _2"></span> </div><div class="t m0 x6 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">wyników <span class="_ _19"> </span>finansowych <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>na <span class="_ _19"> </span>zmiany <span class="_ _19"> </span>kursu <span class="_ _19"> </span>walut. <span class="_ _19"> </span>Grupa <span class="_ _19"> </span>uważnie <span class="_ _19"> </span>obserwuje <span class="_ _19"> </span>sytuację <span class="_ _19"> </span>walutową <span class="_ _19"> </span>na <span class="_ _19"> </span>ryn<span class="_ _2"></span>kach </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">światowych <span class="_ _4"></span>i <span class="_ _2"></span>wys<span class="_ _2"></span>tępujące <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>nich <span class="_ _4"></span>trendy <span class="_ _4"></span>i <span class="_ _4"></span>okresowo <span class="_ _2"></span>ak<span class="_ _2"></span>tualizuje <span class="_ _2"></span>ceny <span class="_ _4"></span>swoich <span class="_ _4"></span>towarów. <span class="_ _2"></span>W <span class="_ _4"></span>związku <span class="_ _4"></span>z <span class="_ _4"></span>tym <span class="_ _2"></span>marże <span class="_ _4"></span>mogą </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">podlegać okresowo wahan<span class="_ _2"></span>iom. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">Należy jednak p<span class="_ _2"></span>odkreślić, że ponieważ spora cz<span class="_ _2"></span>ęść przychodó<span class="_ _2"></span>w Grupy realizowana jest w <span class="_ _2"></span>kanale eksporto<span class="_ _2"></span>wym, według </div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">cen <span class="_ _2"></span>okreś<span class="_ _2"></span>lonych <span class="_ _4"></span>w <span class="_ _2"></span>walutach<span class="_ _2"></span> <span class="_ _2"></span>ob<span class="_ _2"></span>cych <span class="_ _4"></span>w <span class="_ _2"></span>pewnym <span class="_ _4"></span>stopniu <span class="_ _4"></span>zabezpiecza <span class="_ _4"></span>to <span class="_ _2"></span>Grup<span class="_ _2"></span>ę <span class="_ _2"></span>przed <span class="_ _4"></span>gwałto<span class="_ _2"></span>wnymi <span class="_ _2"></span>wahan<span class="_ _2"></span>iami <span class="_ _2"></span>ku<span class="_ _2"></span>rsów </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">walut. <span class="_ _0"></span>Zabezpieczenie to <span class="_ _0"></span>jest niepełne <span class="_ _0"></span>i <span class="_ _0"></span>niewystarczające co <span class="_ _0"></span>powoduje, że <span class="_ _0"></span>wahania <span class="_ _0"></span>kursów <span class="_ _0"></span>walut mogą <span class="_ _0"></span>mieć <span class="ff1">negatywny </span></div><div class="t m0 x6 he y184 ff3 fs3 fc0 sc0 ls0 ws0">wpływ na wyniki finan<span class="_ _2"></span>sowe. <span class="ff1"> </span></div><div class="t m0 x6 he y185 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>poniższym <span class="_ _2"></span>wykresie <span class="_ _2"></span>przedstawiono <span class="_ _2"></span>wahania <span class="_ _2"></span>średniego <span class="_ _2"></span>kurs<span class="_ _2"></span>u NBP <span class="_ _2"></span>d<span class="_ _2"></span>la pods<span class="_ _2"></span>tawowych ku<span class="_ _2"></span>rsów <span class="_ _2"></span>walut s<span class="_ _2"></span>tosowanych <span class="_ _2"></span>w </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">działalności spó<span class="_ _2"></span>łki w 2023 r.<span class="ff1"> </span></div><div class="t m0 x6 he y296 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 he y310 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y311 ff3 fsb fc0 sc0 ls0 ws0">Źródło: opr<span class="_ _0"></span>acowanie własne n<span class="_ _0"></span>a podstawie<span class="ff1"> <span class="fc9">https<span class="_ _0"></span>://nbp.pl/statystyk<span class="_ _0"></span>a-i-sprawozdawczosc/kur<span class="_ _0"></span>sy/archiwum-tabela-a-csv<span class="_ _0"></span>-xls<span class="fc0"> </span></span></span></div><div class="t m0 x6 h7 y312 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y313 ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"> </span>korzysta <span class="_ _10"> </span>z <span class="_ _10"> </span>finansowania <span class="_ _f"> </span>kap<span class="_ _2"></span>itałem <span class="_ _f"> </span>ob<span class="_ _2"></span>cym. <span class="_ _f"> </span>Wzros<span class="_ _2"></span>t <span class="_ _f"> </span>s<span class="_ _2"></span>tóp <span class="_ _10"> </span>procentowych <span class="_ _10"> </span>na <span class="_ _f"> </span>ry<span class="_ _2"></span>nku <span class="_ _f"> </span>finansowym <span class="_ _10"> </span>może <span class="_ _10"> </span>wpłynąć </div><div class="t m0 x6 he y314 ff3 fs3 fc0 sc0 ls0 ws0">negatywnie <span class="_ _0"></span>na <span class="_ _0"></span>koszty obsługi f<span class="_ _0"></span>inansowania i <span class="_ _0"></span>zmniejszyć re<span class="_ _0"></span>nto<span class="_ _2"></span>wność <span class="_ _0"></span>Grupy, gdyż <span class="_ _0"></span>Jednostka <span class="_ _0"></span>Dominująca zawiera <span class="_ _0"></span>umowy </div><div class="t m0 x6 he y315 ff1 fs3 fc0 sc0 ls0 ws0">kredytowe o zmienny<span class="_ _2"></span>m oprocentowaniu w <span class="_ _2"></span><span class="ff3">złoty<span class="_ _2"></span>ch.</span> </div><div class="t m0 x6 he y28 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y316 ff3 fs3 fc0 sc0 ls0 ws0">Aby <span class="_ _10"> </span>minimalizować <span class="_ _f"> </span>to<span class="_ _2"></span> <span class="_ _10"> </span>ryzyko, <span class="_ _10"> </span>Jednostka <span class="_ _10"> </span>Dominująca <span class="_ _10"> </span>przeprowadza<span class="_ _2"></span> <span class="_ _f"> </span>s<span class="_ _2"></span>ymulację <span class="_ _f"> </span>różn<span class="_ _2"></span>ych <span class="_ _10"> </span>scenariuszy<span class="_ _2"></span> <span class="_ _f"> </span>w <span class="_ _10"> </span>celu <span class="_ _10"> </span>wyboru </div><div class="t m0 x6 he y317 ff3 fs3 fc0 sc0 ls0 ws0">optymalnych <span class="_ _e"></span>źród<span class="_ _2"></span>eł <span class="_ _e"></span>finansowania, <span class="_ _e"></span>biorąc <span class="_ _e"></span>pod <span class="_ _e"></span>uwagę <span class="_ _e"></span>refinanso<span class="_ _2"></span>wanie, <span class="_ _e"></span>odnawianie <span class="_ _e"></span>istniejących <span class="_ _e"></span>pozy<span class="_ _2"></span>cji, <span class="_ _e"></span>finansowanie </div><div class="t m0 x6 he y318 ff3 fs3 fc0 sc0 ls0 ws0">alternatywne jak również tren<span class="_ _2"></span>dy średn<span class="_ _2"></span>ioo<span class="_ _2"></span>kresowe na rynku dłu<span class="_ _2"></span>gu.<span class="ff1"> </span></div><div class="t m0 x6 he y319 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y31a ff3 fs3 fc0 sc0 ls0 ws0">Na poniżs<span class="_ _2"></span>zym wykresie przedstawiono<span class="_ _2"></span> zmiany referencyjnej s<span class="_ _2"></span>topy procentowej NPB w ok<span class="_ _2"></span>resie 2022<span class="_ _2"></span><span class="ff1">-2<span class="_ _2"></span>023 r.  </span></div><div class="t m0 x6 he y31b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y31c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y31d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y31e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y31f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y320 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y11b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y321 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y322 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y323 w2d h56"><div class="t m0 x75 h5 y324 ff1 fs1 fc0 sc0 ls0 ws0">0,48</div><div class="t m0 x75 h5 y325 ff1 fs1 fc0 sc0 ls0 ws0">0,5</div><div class="t m0 x75 h5 y326 ff1 fs1 fc0 sc0 ls0 ws0">0,52</div><div class="t m0 x75 h5 y327 ff1 fs1 fc0 sc0 ls0 ws0">0,54</div><div class="t m0 x75 h5 y328 ff1 fs1 fc0 sc0 ls0 ws0">0,56</div><div class="t m0 x75 h5 y329 ff1 fs1 fc0 sc0 ls0 ws0">0,58</div><div class="t m0 x75 h5 y32a ff1 fs1 fc0 sc0 ls0 ws0">0,6</div><div class="t m0 x75 h5 y32b ff1 fs1 fc0 sc0 ls0 ws0">0,62</div><div class="t m0 x75 h5 y32c ff1 fs1 fc0 sc0 ls0 ws0">0,64</div><div class="t m0 x75 h3b y32d ff1 fsc fc0 sc0 ls0 ws0">0,66</div><div class="t m0 x75 h5 y32e ff1 fs1 fc0 sc0 ls0 ws0">0,68</div><div class="t m0 x20 h5 y324 ff1 fs1 fc0 sc0 ls0 ws0">3,5</div><div class="t m0 x20 h5 y32f ff1 fs1 fc0 sc0 ls0 ws0">3,7</div><div class="t m0 x20 h5 y330 ff1 fs1 fc0 sc0 ls0 ws0">3,9</div><div class="t m0 x20 h5 y331 ff1 fs1 fc0 sc0 ls0 ws0">4,1</div><div class="t m0 x20 h5 y332 ff1 fs1 fc0 sc0 ls0 ws0">4,3</div><div class="t m0 x20 h5 y333 ff1 fs1 fc0 sc0 ls0 ws0">4,5</div><div class="t m0 x20 h5 y334 ff1 fs1 fc0 sc0 ls0 ws0">4,7</div><div class="t m0 x20 h5 y32e ff1 fs1 fc0 sc0 ls0 ws0">4,9</div><div class="t m3 xb8 h4 y335 ff2 fs1 fc0 sc0 ls0 ws0">CNY</div><div class="t m3 x41 h4 y336 ff2 fs1 fc0 sc0 ls0 ws0">USD ORAZ EUR</div><div class="t m0 xb9 h52 y337 ff4 fsf fc0 sc0 ls0 ws0">Ś<span class="_ _16"></span>r<span class="_ _16"></span>e<span class="_ _16"></span>d<span class="_ _16"></span>n<span class="_ _16"></span>i<span class="_ _16"></span>e<span class="_ _e"></span> <span class="_ _e"></span>k<span class="_ _4"></span>u<span class="_ _e"></span>r<span class="_ _4"></span>s<span class="_ _4"></span>y<span class="_ _16"></span> <span class="_ _f"></span>N<span class="_ _16"></span>B<span class="_ _e"></span>P<span class="_ _16"></span> <span class="_ _16"></span>w<span class="_ _16"></span> <span class="_ _e"></span>2<span class="_ _16"></span>0<span class="_ _16"></span>2<span class="_ _16"></span>3</div><div class="t m0 x10 h5 y338 ff1 fs1 fca sc0 ls0 ws0">USD<span class="_ _3e"> </span>EUR<span class="_ _3e"> </span>CNY</div></div><span class="d m1" style="border-style:none;position:absolute;left:387.360000px;bottom:620.420000px;width:259.590000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x2 y339 w3 h57" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">21<span class="ls0"> </span></div><div class="t m0 x3 he y29c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y33a ff3 fsb fc0 sc0 ls0 ws0">Źródło: opr<span class="_ _0"></span>acowanie własne n<span class="_ _0"></span>a podstawie <span class="ff1 fc9">https<span class="_ _0"></span>://nbp.pl/polityka-pieni<span class="_ _0"></span>ezna/decyzje-rpp/podstawowe-sto<span class="_ _0"></span>py-proce<span class="_ _0"></span>ntowe-<span class="ls2">nbp</span><span class="fc0"> </span></span></div><div class="t m0 x6 he y33b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y33c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y33d ff4 fs3 fc0 sc0 ls0 ws0">Interpretac<span class="_ _2"></span>ja i stosowanie przepisów prawa<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 he y33e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y33f ff3 fs3 fc0 sc0 ls0 ws0">Utrudnieniem <span class="_ _33"> </span>dla <span class="_ _3b"> </span>działalności <span class="_ _33"> </span>Grupy<span class="_ _2"></span> <span class="_ _33"> </span>są <span class="_ _3b"> </span>zmieniające <span class="_ _33"> </span>się <span class="_ _33"> </span>przepisy<span class="_ _2"></span> <span class="_ _33"> </span>prawa <span class="_ _3b"> </span>i <span class="_ _33"> </span>jego <span class="_ _33"> </span>różne <span class="_ _33"> </span>interp<span class="_ _2"></span>retacje. <span class="_ _33"> </span>Zmiany<span class="_ _2"></span> <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y340 ff3 fs3 fc0 sc0 ls0 ws0">w <span class="_ _3b"> </span>przepisach <span class="_ _3b"> </span>prawa, <span class="_ _3b"> </span>a <span class="_ _3b"> </span>w <span class="_ _3b"> </span>szczególnoś<span class="_ _2"></span>ci <span class="_ _3b"> </span>w <span class="_ _3b"> </span>prawie <span class="_ _33"> </span>p<span class="_ _2"></span>odatkowym, <span class="_ _3b"> </span>celnym, <span class="_ _3b"> </span>pracy<span class="_ _2"></span> <span class="_ _3b"> </span>i <span class="_ _3b"> </span>ubezpieczeń <span class="_ _3b"> </span>społecznych <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y341 ff3 fs3 fc0 sc0 ls0 ws0">i <span class="_ _4"></span>wpro<span class="_ _2"></span>wadzanie <span class="_ _16"></span>nowych <span class="_ _16"></span>obci<span class="_ _2"></span>ążeń, <span class="_ _16"></span>może <span class="_ _4"></span>wy<span class="_ _2"></span>wierać <span class="_ _16"></span>nega<span class="_ _2"></span>ty<span class="_ _2"></span>wne <span class="_ _4"></span>s<span class="_ _2"></span>kutki <span class="_ _16"></span>dla <span class="_ _16"></span>dział<span class="_ _2"></span>alności. <span class="_ _16"></span>Szczególnie <span class="_ _4"></span>uciążl<span class="_ _2"></span>iwe <span class="_ _16"></span>są <span class="_ _16"></span>częste<span class="_ _2"></span> </div><div class="t m0 x6 he y342 ff3 fs3 fc0 sc0 ls0 ws0">zmiany <span class="_ _33"> </span>interpretacyjn<span class="_ _2"></span>e <span class="_ _33"> </span>przepis<span class="_ _2"></span>ów <span class="_ _33"> </span>podatkowych <span class="_ _33"> </span>o<span class="_ _2"></span>raz <span class="_ _33"> </span>brak <span class="_ _33"> </span>jednolitoś<span class="_ _2"></span>ci <span class="_ _33"> </span>w <span class="_ _33"> </span>praktyce <span class="_ _33"> </span>adminis<span class="_ _2"></span>tracji <span class="_ _33"> </span>skarbowej <span class="_ _33"> </span>i<span class="_ _2"></span> </div><div class="t m0 x6 he y343 ff3 fs3 fc0 sc0 ls0 ws0">orzecznictwie <span class="_ _1c"> </span>s<span class="_ _2"></span>ądowym <span class="_ _1d"> </span>w <span class="_ _1c"> </span>sferze <span class="_ _1c"> </span>sto<span class="_ _2"></span>sowania <span class="_ _1d"> </span>przepisów <span class="_ _1c"> </span>pod<span class="_ _2"></span>atkowych. <span class="_ _1d"> </span>Może <span class="_ _1c"> </span>to <span class="_ _1d"> </span>wiązać <span class="_ _1c"> </span>się <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y344 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _4"></span>r<span class="ff3">yzykiem <span class="_ _4"></span>roszczeń <span class="_ _4"></span>o<span class="_ _2"></span>sób <span class="_ _4"></span>trzecich <span class="_ _4"></span>oraz <span class="_ _4"></span>pos<span class="_ _2"></span>tępowań <span class="_ _4"></span>różnych<span class="_ _2"></span> <span class="_ _4"></span>organów <span class="_ _4"></span>państwowych<span class="_ _2"></span>. <span class="_ _4"></span>Ponadto, <span class="_ _4"></span>ze <span class="_ _4"></span>względu <span class="_ _4"></span>na <span class="_ _16"></span>złożony </span></div><div class="t m0 x6 he y345 ff3 fs3 fc0 sc0 ls0 ws0">charakter <span class="_ _17"> </span>oraz <span class="_ _3f"> </span>niejednolitą <span class="_ _17"> </span>praktykę <span class="_ _3f"> </span>pod<span class="_ _2"></span>atkową, <span class="_ _3f"> </span>interpretacje <span class="_ _17"> </span>często <span class="_ _3f"> </span>są <span class="_ _17"> </span>przedmiotem <span class="_ _3f"> </span>spo<span class="_ _2"></span>rów <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y346 ff3 fs3 fc0 sc0 ls0 ws0">z <span class="_ _11"> </span>organ<span class="_ _2"></span>ami <span class="_ _11"> </span>podat<span class="_ _2"></span>kowymi. <span class="_ _25"> </span>Pomimo, <span class="_ _11"> </span>ż<span class="_ _2"></span>e <span class="_ _11"> </span>Jedno<span class="_ _2"></span>stka <span class="_ _25"> </span>Dominująca <span class="_ _25"> </span>d<span class="_ _2"></span>okład<span class="_ _2"></span>a <span class="_ _11"> </span>należy<span class="_ _2"></span>tych <span class="_ _11"> </span>starań<span class="_ _2"></span> <span class="_ _11"> </span>w <span class="_ _25"> </span>celu <span class="_ _11"> </span>zapewni<span class="_ _2"></span>enia </div><div class="t m0 x6 he y347 ff3 fs3 fc0 sc0 ls0 ws0">poprawności <span class="_ _f"> </span>trans<span class="_ _2"></span>akcji <span class="_ _e"></span>pod <span class="_ _f"> </span>względem <span class="_ _f"> </span>ich <span class="_ _f"> </span>zgodności <span class="_ _f"> </span>z <span class="_ _f"> </span>przepisami <span class="_ _f"> </span>prawa, <span class="_ _f"> </span>w <span class="_ _f"> </span>szczególności <span class="_ _f"> </span>prawa <span class="_ _f"> </span>podatko<span class="_ _2"></span>wego, <span class="_ _e"></span>nie </div><div class="t m0 x6 he y348 ff3 fs3 fc0 sc0 ls0 ws0">można <span class="_ _1e"> </span>wyklu<span class="_ _2"></span>czyć <span class="_ _1e"> </span>ryzy<span class="_ _2"></span>ka <span class="_ _1e"> </span>roszczeń <span class="_ _1e"> </span>os<span class="_ _2"></span>ób <span class="_ _1e"> </span>trz<span class="_ _2"></span>ecich, <span class="_ _1e"> </span>powstania <span class="_ _1e"> </span>ewentualny<span class="_ _2"></span>ch <span class="_ _1e"> </span>sp<span class="_ _2"></span>orów <span class="_ _1e"> </span>z <span class="_ _1e"> </span>organ<span class="_ _2"></span>ami <span class="_ _1e"> </span>podat<span class="_ _2"></span>kowymi <span class="_ _1e"> </span>lub<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y349 ff3 fs3 fc0 sc0 ls0 ws0">postępowań <span class="_ _1a"> </span>inny<span class="_ _2"></span>ch <span class="_ _19"> </span>o<span class="_ _2"></span>rganów <span class="_ _19"> </span>pańs<span class="_ _2"></span>twowych. <span class="_ _1a"> </span>Takie <span class="_ _19"> </span>ros<span class="_ _2"></span>zczenia, <span class="_ _1a"> </span>spory <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>postępowania, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>także <span class="_ _1a"> </span>przyjęcie <span class="_ _1a"> </span>przez </div><div class="t m0 x6 he y34a ff3 fs3 fc0 sc0 ls0 ws0">administrację <span class="_ _1a"> </span>skarb<span class="_ _2"></span>ową <span class="_ _19"> </span>lub <span class="_ _1a"> </span>orzecznictwo <span class="_ _1a"> </span>sąd<span class="_ _2"></span>owe <span class="_ _19"> </span>interpretacji <span class="_ _1a"> </span>przepis<span class="_ _2"></span>ów <span class="_ _19"> </span>po<span class="_ _2"></span>datkowych, <span class="_ _1a"> </span>kwalifikacji <span class="_ _19"> </span>p<span class="_ _2"></span>odatkowej </div><div class="t m0 x6 he y34b ff3 fs3 fc0 sc0 ls0 ws0">zdarzeń <span class="_ _1e"> </span>i <span class="_ _1e"> </span>trans<span class="_ _2"></span>akcji, <span class="_ _1e"> </span>w <span class="_ _1e"> </span>których <span class="_ _1e"> </span>b<span class="_ _2"></span>rała <span class="_ _1e"> </span>udzi<span class="_ _2"></span>ał<span class="_ _2"></span>  Jedno<span class="_ _2"></span>stka <span class="_ _1e"> </span>Dominująca, <span class="_ _1e"> </span>inn<span class="_ _2"></span>ej  n<span class="_ _2"></span>iż <span class="_ _1e"> </span>Jednostka <span class="_ _19"> </span>Dominująca, <span class="_ _1e"> </span>może <span class="_ _1e"> </span>mieć<span class="_ _2"></span> </div><div class="t m0 x6 he y34c ff3 fs3 fc0 sc0 ls0 ws0">negatywny wpływ na <span class="_ _2"></span>wyniki finansowe Grupy<span class="_ _2"></span>.<span class="ff1"> </span></div><div class="t m0 x6 he y34d ff3 fs3 fc0 sc0 ls0 ws0">Należy <span class="_ _4"></span>podkreślić <span class="_ _4"></span>jedn<span class="_ _2"></span>ak, <span class="_ _4"></span>że <span class="_ _2"></span>Grupa <span class="_ _4"></span>p<span class="_ _2"></span>odejmuje <span class="_ _4"></span>działania <span class="_ _4"></span>mające <span class="_ _4"></span>ograniczyć <span class="_ _4"></span>s<span class="_ _2"></span>kutki <span class="_ _4"></span>zmieniającego <span class="_ _4"></span>się <span class="_ _4"></span>prawa. <span class="_ _4"></span>Jednostka </div><div class="t m0 x6 he y34e ff3 fs3 fc0 sc0 ls0 ws0">Dominująca <span class="_ _19"> </span>korzys<span class="_ _2"></span>ta <span class="_ _19"> </span>z <span class="_ _19"> </span>usług <span class="_ _19"> </span>zewnętrznych <span class="_ _19"> </span>renomowan<span class="_ _2"></span>ych <span class="_ _19"> </span>kancelarii <span class="_ _19"> </span>prawnych <span class="_ _19"> </span>i <span class="_ _19"> </span>pod<span class="_ _2"></span>atkowych, <span class="_ _19"> </span>które <span class="_ _19"> </span>ułatwiają </div><div class="t m0 x6 he y34f ff3 fs3 fc0 sc0 ls0 ws0">prowadzenie bieżącej d<span class="_ _2"></span>ziałalności.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y350 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y351 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y352 ff4 fs3 fc0 sc0 ls0 ws0">Łańcuch dostaw<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 he y353 ff3 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _f"> </span>nabywa <span class="_ _f"> </span>towary <span class="_ _f"> </span>od <span class="_ _f"> </span>dos<span class="_ _2"></span>tawców <span class="_ _e"></span>zloka<span class="_ _2"></span>lizowanych <span class="_ _f"> </span>w <span class="_ _f"> </span>ró<span class="_ _2"></span>żnych <span class="_ _f"> </span>częściach <span class="_ _f"> </span>świata, <span class="_ _f"> </span>głównie <span class="_ _f"> </span>jednak <span class="_ _f"> </span>na <span class="_ _f"> </span>ter<span class="_ _2"></span>enie <span class="_ _e"></span>Azji.<span class="_ _2"></span> </div><div class="t m0 x6 he y354 ff3 fs3 fc0 sc0 ls0 ws0">Towary <span class="_ _16"></span>te <span class="_ _e"></span>transportowane <span class="_ _e"></span>są <span class="_ _16"></span>drogą <span class="_ _e"></span>morską. <span class="_ _16"></span>Taki <span class="_ _e"></span>łańcuch <span class="_ _16"></span>d<span class="_ _2"></span>ostaw <span class="_ _16"></span>po<span class="_ _2"></span>woduje, <span class="_ _16"></span>że <span class="_ _16"></span>ja<span class="_ _2"></span>kiekolwiek <span class="_ _16"></span>ni<span class="_ _2"></span>ekorzystne <span class="_ _e"></span>zdarzenia </div><div class="t m0 x6 he y355 ff3 fs3 fc0 sc0 ls0 ws0">dotyczące <span class="_ _f"> </span>m.in. <span class="_ _f"> </span>środków <span class="_ _f"> </span>produkcji <span class="_ _f"> </span>i <span class="_ _10"> </span>transportu, <span class="_ _e"></span>siły <span class="_ _f"> </span>roboczej, <span class="_ _f"> </span>infrastrukt<span class="_ _2"></span>ury, <span class="_ _e"></span>zjawis<span class="_ _2"></span>k <span class="_ _e"></span>i <span class="_ _e"></span>zd<span class="_ _2"></span>arzeń <span class="_ _f"> </span>naturalnych<span class="_ _2"></span><span class="ff1">,<span class="_ _2"></span> <span class="_ _e"></span></span>mające </div><div class="t m0 x6 he y356 ff1 fs3 fc0 sc0 ls0 ws0">charakter  powszechny,  <span class="ff3">mogą  zakłócić  łańcuch <span class="_ _10"> </span>dostaw.  Grupa  ogranicza  to <span class="_ _10"> </span>ryzyko  poprzez <span class="_ _10"> </span>współ<span class="_ _2"></span>pracę  z <span class="_ _10"> </span>wieloma </span></div><div class="t m0 x6 he y357 ff3 fs3 fc0 sc0 ls0 ws0">kontrahentami, <span class="_ _10"> </span>którzy <span class="_ _10"> </span>dodatkowo <span class="_ _f"> </span>mają <span class="_ _10"> </span>siedziby<span class="_ _2"></span> <span class="_ _f"> </span>w <span class="_ _10"> </span>różnych <span class="_ _10"> </span>regionach <span class="_ _f"> </span>wielu <span class="_ _10"> </span>krajów. <span class="_ _10"> </span>W <span class="_ _10"> </span>sytuacji <span class="_ _10"> </span>jednak <span class="_ _f"> </span>szcz<span class="_ _2"></span>ególnie </div><div class="t m0 x6 he y358 ff3 fs3 fc0 sc0 ls0 ws0">geograficznie rozległych<span class="_ _2"></span> zdarzeń powyższa s<span class="_ _2"></span>trategia może być<span class="_ _2"></span><span class="ff1"> </span>niewysta<span class="_ _2"></span>rczająca.   <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y359 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y35a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y35b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y35c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35d w2d h58"><div class="t m0 x2c h4 y35e ff2 fs1 fc3 sc0 ls0 ws0">2,3%</div><div class="t m0 xba h4 y35f ff2 fs1 fc3 sc0 ls0 ws0">2,8%</div><div class="t m0 x97 h4 y360 ff2 fs1 fc3 sc0 ls0 ws0">3,5%</div><div class="t m0 xbb h4 y361 ff2 fs1 fc3 sc0 ls0 ws0">4,5%</div><div class="t m0 x96 h4 y362 ff2 fs1 fc3 sc0 ls0 ws0">5,3%</div><div class="t m0 xbc h4 y363 ff2 fs1 fc3 sc0 ls0 ws0">6,0%</div><div class="t m0 xbd h4 y364 ff2 fs1 fc3 sc0 ls0 ws0">6,5%</div><div class="t m0 x7e h4 y365 ff2 fs1 fc3 sc0 ls0 ws0">6,8%</div><div class="t m0 xbe h4 y363 ff2 fs1 fc3 sc0 ls0 ws0">6,0%</div><div class="t m0 x8b h4 y366 ff2 fs1 fc3 sc0 ls0 ws0">5,8%<span class="_ _40"> </span>5,8%</div><div class="t m0 x6a h3b y367 ff1 fsc fc6 sc0 ls21 ws0">0%</div><div class="t m0 x6a h5 y368 ff1 fs1 fc6 sc0 ls1 ws0">1%</div><div class="t m0 x6a h5 y369 ff1 fs1 fc6 sc0 ls1 ws0">2%</div><div class="t m0 x6a h5 y36a ff1 fs1 fc6 sc0 ls1 ws0">3%</div><div class="t m0 x6a h5 y36b ff1 fs1 fc6 sc0 ls1 ws0">4%</div><div class="t m0 x6a h5 y36c ff1 fs1 fc6 sc0 ls1 ws0">5%</div><div class="t m0 x6a h5 y36d ff1 fs1 fc6 sc0 ls1 ws0">6%</div><div class="t m0 x6a h5 y36e ff1 fs1 fc6 sc0 ls1 ws0">7%</div><div class="t m0 x6a h5 y36f ff1 fs1 fc6 sc0 ls1 ws0">8%</div></div><div class="c x7a y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.01.2022</div></div><div class="c x98 y35d w4d h59"><div class="t m3 xbf h3b y370 ff1 fsc fc6 sc0 ls0 ws0">01.02.2022</div></div><div class="c x9f y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.03.2022</div></div><div class="c xc0 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.04.2022</div></div><div class="c xc1 y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.05.2022</div></div><div class="c xc2 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.06.2022</div></div><div class="c x5f y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.07.2022</div></div><div class="c xc3 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.08.2022</div></div><div class="c x87 y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.09.2022</div></div><div class="c x90 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.10.2022</div></div><div class="c xc4 y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.11.2022</div></div><div class="c xa y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.12.2022</div></div><div class="c xc5 y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.01.2023</div></div><div class="c xc6 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.02.2023</div></div><div class="c xc7 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.03.2023</div></div><div class="c xc8 y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.04.2023</div></div><div class="c xc9 y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.05.2023</div></div><div class="c xca y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.06.2023</div></div><div class="c xcb y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.07.2023</div></div><div class="c x9d y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.08.2023</div></div><div class="c xcc y35d w4c h59"><div class="t m3 xbf h3b y370 ff1 fsc fc6 sc0 ls0 ws0">01.09.2023</div></div><div class="c xcd y35d w4d h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.10.2023</div></div><div class="c xce y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.11.2023</div></div><div class="c xcf y35d w4c h59"><div class="t m3 xbf h5 y370 ff1 fs1 fc6 sc0 ls0 ws0">01.12.2023</div></div><div class="c x6 y35d w2d h58"><div class="t m0 xa8 h3c y371 ff2 fsd fc6 sc0 ls0 ws0">R<span class="_ _0"></span>ef<span class="_ _0"></span>er<span class="_ _0"></span>encyjna st<span class="_ _0"></span>opa pr<span class="_ _0"></span>ocentow<span class="_ _0"></span>a <span class="_ _0"></span>NBP w lat<span class="_ _0"></span>ach </div><div class="t m0 xd0 h3c y372 ff2 fsd fc6 sc0 ls25 ws0">2022<span class="ls0">-</span>2023</div></div><span class="d m1" style="border-style:none;position:absolute;left:387.360000px;bottom:991.040000px;width:276.180000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">22<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls0 ws0">12.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">INSTRUMENTY <span class="_ _41"> </span>FINANSOWE <span class="_ _41"> </span>I <span class="_ _41"> </span>ZARZĄDZANIE </span></span></div><div class="t m0 xc hc y11d ff2 fs0 fc0 sc0 ls0 ws0">RYZYKIEM </div><div class="t m0 x6 hd y11e ff2 fs6 fc0 sc0 ls6 ws0">12.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">INSTRUMENTY <span class="_ _42"> </span>FINANSOWE <span class="_ _42"> </span>W <span class="_ _42"> </span>ZAKRESIE <span class="_ _42"> </span>RYZYKA <span class="_ _2a"> </span>ZMIANY <span class="_ _42"> </span>CEN, </span></span></div><div class="t m0 x64 hd y373 ff4 fs6 fc0 sc0 ls0 ws0">KREDYTOWEGO ORA<span class="_ _0"></span>Z UTRATY PŁYNNOŚ<span class="_ _0"></span>CI<span class="ff2"> </span></div><div class="t m0 x6 he y374 ff3 fs3 fc0 sc0 ls0 ws0">Ceny <span class="_ _2"></span>za<span class="_ _2"></span>kupu <span class="_ _4"></span>towarów <span class="_ _4"></span>sprzedawany<span class="_ _2"></span>ch <span class="_ _2"></span>p<span class="_ _2"></span>rzez <span class="_ _2"></span>Grup<span class="_ _2"></span>ę, <span class="_ _2"></span>ul<span class="_ _2"></span>egają <span class="_ _4"></span>wahaniom <span class="_ _4"></span>w <span class="_ _4"></span>szczególności <span class="_ _4"></span>ze <span class="_ _4"></span>względu <span class="_ _4"></span>na <span class="_ _e"></span>zmieniające <span class="_ _2"></span>s<span class="_ _2"></span>ię </div><div class="t m0 x6 he y375 ff3 fs3 fc0 sc0 ls0 ws0">koszty  wytworzenia  nabywan<span class="_ _2"></span>ych  towarów  (w  tym  ceny  surowców)  ponoszone  przez  ich  producentów,  będących </div><div class="t m0 x6 he y376 ff1 fs3 fc0 sc0 ls0 ws0">dostawcami <span class="_ _e"></span>Grupy. <span class="_ _e"></span>P<span class="ff3">onadto, <span class="_ _e"></span>cena <span class="_ _16"></span>za<span class="_ _2"></span>kupu <span class="_ _16"></span>to<span class="_ _2"></span>warów</span> <span class="_ _e"></span><span class="ff3">jest <span class="_ _16"></span>uzależniona <span class="_ _e"></span>od</span> <span class="_ _e"></span><span class="ff3">kursów <span class="_ _e"></span>USD/PLN <span class="_ _16"></span>o<span class="_ _2"></span>raz <span class="_ _16"></span>CNY/PLN.<span class="_ _2"></span></span> <span class="_ _e"></span>Czynniki <span class="_ _e"></span>te </div><div class="t m0 x6 he y377 ff3 fs3 fc0 sc0 ls0 ws0">mają <span class="_ _2"></span>wpływ <span class="_ _4"></span>na <span class="_ _2"></span>wysokoś<span class="_ _2"></span>ć <span class="_ _2"></span>realizowan<span class="_ _2"></span>ych <span class="_ _2"></span>marż. <span class="_ _4"></span>Aby <span class="_ _2"></span>zminim<span class="_ _2"></span>alizować <span class="_ _2"></span>negatywny <span class="_ _4"></span>wpływ <span class="_ _4"></span>wahań <span class="_ _2"></span>cen <span class="_ _4"></span>zakupu <span class="_ _4"></span>towarów <span class="_ _2"></span>na </div><div class="t m0 x6 he y378 ff3 fs3 fc0 sc0 ls0 ws0">wynik <span class="_ _f"> </span>finan<span class="_ _2"></span>sowy, <span class="_ _10"> </span>Grupa <span class="_ _10"> </span>negocjuje <span class="_ _f"> </span>kon<span class="_ _2"></span>trakty <span class="_ _10"> </span>o <span class="_ _f"> </span>s<span class="_ _2"></span>tosunkowo <span class="_ _f"> </span>du<span class="_ _2"></span>żej <span class="_ _f"> </span>wartoś<span class="_ _2"></span>ci <span class="_ _f"> </span>oraz <span class="_ _10"> </span>wybiera <span class="_ _10"> </span>producentó<span class="_ _2"></span>w <span class="_ _f"> </span>oferują<span class="_ _2"></span>cych </div><div class="t m0 x6 he y379 ff1 fs3 fc0 sc0 ls0 ws0">konkurencyjne <span class="_ _16"></span>ceny <span class="_ _16"></span>oraz <span class="_ _e"></span>warun<span class="_ _2"></span><span class="ff3">ki <span class="_ _4"></span>h<span class="_ _2"></span>andlowe. <span class="_ _16"></span>Grupa <span class="_ _16"></span>nie <span class="_ _16"></span>st<span class="_ _2"></span>osuje <span class="_ _16"></span>instrumentów<span class="_ _2"></span></span> <span class="_ _16"></span><span class="ff3">finans<span class="_ _2"></span>owych <span class="_ _16"></span>zabezp<span class="_ _2"></span>ieczających <span class="_ _16"></span>ryzyko </span></div><div class="t m0 x6 he y37a ff3 fs3 fc0 sc0 ls0 ws0">zmian cen zakup<span class="_ _2"></span>u towarów w wyniku<span class="_ _2"></span> zmian kursu walu<span class="_ _2"></span>t.<span class="ff1"> </span></div><div class="t m0 x6 he y37b ff3 fs3 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _10"> </span>kredytowe <span class="_ _10"> </span>klientów  nie <span class="_ _f"> </span>jest  istotne <span class="_ _f"> </span>z  uwagi <span class="_ _f"> </span>na <span class="_ _10"> </span>duże <span class="_ _10"> </span>rozpros<span class="_ _2"></span>zenie <span class="_ _10"> </span>odbiorców.<span class="_ _2"></span><span class="ff1">  W <span class="_ _f"> </span>celu <span class="_ _10"> </span>ogranicz<span class="_ _2"></span>enia <span class="_ _10"> </span>ryzyka </span></div><div class="t m0 x6 he y37c ff3 fs3 fc0 sc0 ls0 ws0">przeterminowanych <span class="_ _1e"> </span>należno<span class="_ _2"></span>ści  klientów  Gru<span class="_ _2"></span>pa  okr<span class="_ _2"></span>esowo  bad<span class="_ _2"></span>a  zdolnoś<span class="_ _2"></span>ć  kredytową <span class="_ _1e"> </span>kontrahentów <span class="_ _1e"> </span>oraz  p<span class="_ _2"></span>rowadzi </div><div class="t m0 x6 he y37d ff3 fs3 fc0 sc0 ls0 ws0">systematyczny<span class="_ _2"></span> <span class="_ _19"> </span>monito<span class="_ _2"></span>ring <span class="_ _19"> </span>(wewnętrzn<span class="_ _2"></span>y <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>zewnętrzny) <span class="_ _1a"> </span>należny<span class="_ _2"></span>ch <span class="_ _1a"> </span>sald. <span class="_ _1a"> </span>Limity <span class="_ _1a"> </span>kredytowe <span class="_ _1a"> </span>dla <span class="_ _1a"> </span>poszczególny<span class="_ _2"></span>ch </div><div class="t m0 x6 he y37e ff3 fs3 fc0 sc0 ls0 ws0">kontrahentów s<span class="_ _2"></span>ą ustalane p<span class="_ _2"></span>rzez Zarząd. W stosunku d<span class="_ _2"></span>o klientów, którzy systematyczn<span class="_ _2"></span>ie przekraczają terminy płatnoś<span class="_ _2"></span>ci </div><div class="t m0 x6 he y37f ff3 fs3 fc0 sc0 ls0 ws0">stosowana <span class="_ _16"></span>jes<span class="_ _2"></span>t <span class="_ _16"></span>odpowiednia <span class="_ _16"></span>procedura <span class="_ _16"></span>windy<span class="_ _2"></span>kacyjna <span class="_ _16"></span>i <span class="_ _16"></span>ograniczenia <span class="_ _16"></span>w <span class="_ _e"></span>możliwośc<span class="_ _2"></span>i <span class="_ _16"></span>naby<span class="_ _2"></span>wania <span class="_ _16"></span>towarów <span class="_ _16"></span>od <span class="_ _16"></span>Grup<span class="_ _2"></span>y. <span class="_ _16"></span>W </div><div class="t m0 x6 he y380 ff3 fs3 fc0 sc0 ls0 ws0">celu <span class="_ _0"></span>minimalizacji <span class="_ _0"></span>ryzyka <span class="_ _0"></span>Jednostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>zawiera <span class="_ _3"></span>takż<span class="_ _2"></span>e <span class="_ _0"></span>umowy <span class="_ _3"></span>ubezp<span class="_ _2"></span>ieczenia <span class="_ _0"></span>należności <span class="_ _0"></span>przez <span class="_ _0"></span>jedną <span class="_ _0"></span>z <span class="_ _0"></span>w<span class="_ _0"></span>iodących </div><div class="t m0 x6 he y381 ff1 fs3 fc0 sc0 ls0 ws0">instytucji fina<span class="_ _2"></span>nsowych. </div><div class="t m0 x6 he y382 ff3 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>uwagi <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>specyfikę <span class="_ _2"></span>p<span class="_ _2"></span>rowadzonej <span class="_ _2"></span>d<span class="_ _2"></span>ziałalności <span class="_ _4"></span>Grupa <span class="_ _2"></span>wykazuje <span class="_ _2"></span>zapotrzebo<span class="_ _2"></span>wanie <span class="_ _2"></span>na <span class="_ _2"></span>ka<span class="_ _2"></span>pitał <span class="_ _2"></span>obrotowy <span class="_ _4"></span>zabezpieczający </div><div class="t m0 x6 he y383 ff3 fs3 fc0 sc0 ls0 ws0">rozliczenia <span class="_ _4"></span>z <span class="_ _16"></span>dostawcami <span class="_ _16"></span>przed <span class="_ _4"></span>o<span class="_ _2"></span>trzymaniem <span class="_ _4"></span>zapłat<span class="_ _2"></span>y <span class="_ _4"></span>od <span class="_ _4"></span>odbiorców <span class="_ _4"></span>to<span class="_ _2"></span>warów <span class="_ _4"></span>w <span class="_ _4"></span>zamian <span class="_ _16"></span>za <span class="_ _16"></span>korzystne <span class="_ _4"></span>warun<span class="_ _2"></span>ki <span class="_ _4"></span>zakupu. </div><div class="t m0 x6 he y384 ff3 fs3 fc0 sc0 ls0 ws0">Niezbędny <span class="_ _0"></span>kapitał <span class="_ _0"></span>zapewniany <span class="_ _0"></span>jest<span class="ff1"> <span class="_ _0"></span><span class="ff3">m.in. <span class="_ _3"></span>p<span class="_ _2"></span>oprzez <span class="_ _0"></span>zawarte <span class="_ _3"></span>krótkoterminow<span class="_ _2"></span>e <span class="_ _0"></span>umowy <span class="_ _3"></span>kredy<span class="_ _2"></span>towe <span class="_ _0"></span>na <span class="_ _3"></span>finan<span class="_ _2"></span>sowanie <span class="_ _0"></span>majątku </span></span></div><div class="t m0 x6 he y385 ff3 fs3 fc0 sc0 ls0 ws0">obrotowego. <span class="_ _16"></span>W <span class="_ _16"></span>celu <span class="_ _16"></span>dyw<span class="_ _2"></span>ersyfikacji <span class="_ _16"></span>kredytodawcó<span class="_ _2"></span>w, <span class="_ _16"></span>Jednostka <span class="_ _16"></span>Dominu<span class="_ _2"></span>jąca <span class="_ _16"></span>korzysta<span class="_ _2"></span> <span class="_ _4"></span>z <span class="_ _16"></span>kilku <span class="_ _16"></span>ban<span class="_ _2"></span>ków, <span class="_ _16"></span>które <span class="_ _16"></span>posiadają </div><div class="t m0 x6 he y386 ff3 fs3 fc0 sc0 ls0 ws0">ratingi <span class="_ _25"> </span>o <span class="_ _35"> </span>wysokiej <span class="_ _25"> </span>wiarygod<span class="_ _2"></span>ności. <span class="_ _35"> </span>Oprocentowanie <span class="_ _35"> </span>kredytów <span class="_ _35"> </span>oparte <span class="_ _25"> </span>j<span class="_ _4"></span>est <span class="_ _25"> </span>o <span class="_ _35"> </span>stopę <span class="_ _35"> </span>WIBOR. <span class="_ _35"> </span>Grupa <span class="_ _25"> </span>n<span class="_ _2"></span>ie <span class="_ _25"> </span>stosu<span class="_ _2"></span>je </div><div class="t m0 x6 he y387 ff3 fs3 fc0 sc0 ls0 ws0">instrumentów zabezp<span class="_ _2"></span>ieczających ryzy<span class="_ _2"></span>ko zmian stóp p<span class="_ _2"></span>rocentowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y388 ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _e"></span>Dominu<span class="_ _2"></span>jąca <span class="_ _e"></span>posiada <span class="_ _e"></span>dobre <span class="_ _e"></span>relacj<span class="_ _2"></span>e <span class="_ _e"></span>z <span class="_ _e"></span>bankami <span class="_ _e"></span>i <span class="_ _e"></span>nie <span class="_ _e"></span>miała <span class="_ _e"></span>dotych<span class="_ _2"></span>czas <span class="_ _e"></span>problemu <span class="_ _e"></span>z <span class="_ _e"></span>odnawian<span class="_ _2"></span>iem <span class="_ _e"></span>kredytów.<span class="_ _2"></span> </div><div class="t m0 x6 he y389 ff3 fs3 fc0 sc0 ls0 ws0">Dlatego też Zarząd J<span class="_ _2"></span>ednostki Dominującej uważa, ż<span class="_ _2"></span>e ryzyko związan<span class="_ _2"></span>e z krótkoterminowym z<span class="_ _2"></span>adłużeniem jest niewielkie<span class="_ _2"></span>.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y38a ff3 fs3 fc0 sc0 ls0 ws0">Zdaniem <span class="_ _0"></span>Zarządu Jednostki <span class="_ _0"></span>Dominującej <span class="_ _0"></span>płynnoś<span class="_ _2"></span>ć <span class="_ _0"></span>Grupy <span class="_ _0"></span>jest <span class="_ _0"></span>zabezpieczona w<span class="_ _0"></span> <span class="_ _0"></span>dającej się <span class="_ _3"></span>p<span class="_ _2"></span>rzewidzieć przyszłości. G<span class="_ _0"></span>rupa </div><div class="t m0 x6 he y38b ff3 fs3 fc0 sc0 ls0 ws0">prowadzi <span class="_ _16"></span>ry<span class="_ _2"></span>gorystyczną <span class="_ _16"></span>p<span class="_ _2"></span>olitykę <span class="_ _16"></span>zarządzania <span class="_ _e"></span>ryzykiem <span class="_ _16"></span>utraty <span class="_ _e"></span>płynności, <span class="_ _16"></span>polegającą <span class="_ _e"></span>na <span class="_ _4"></span>u<span class="_ _2"></span>trzymywaniu <span class="_ _16"></span>od<span class="_ _2"></span>powiedniego </div><div class="t m0 x6 he y38c ff3 fs3 fc0 sc0 ls0 ws0">poziomu <span class="_ _1e"> </span>środkó<span class="_ _2"></span>w <span class="_ _1e"> </span>pieniężnych<span class="ff1"> <span class="_ _1e"> </span></span>oraz <span class="_ _19"> </span>zapewnieniu  możliwoś<span class="_ _2"></span>ci  wyko<span class="_ _2"></span>rzystania <span class="_ _1e"> </span>uruch<span class="_ _2"></span>omionych <span class="_ _1e"> </span>limitów  kredy<span class="_ _2"></span>towych. </div><div class="t m0 x6 he y38d ff3 fs3 fc0 sc0 ls0 ws0">Jednostka  Dominująca <span class="_ _f"> </span>mon<span class="_ _2"></span>itoruje <span class="_ _f"> </span>p<span class="_ _2"></span>oziom <span class="_ _10"> </span>zobowiązań  krótkoterminowych <span class="_ _f"> </span>oraz  majątku <span class="_ _10"> </span>obrotowego <span class="_ _10"> </span>oraz  bie<span class="_ _0"></span>żące </div><div class="t m0 x6 he y38e ff3 fs3 fc0 sc0 ls0 ws0">przepływy śro<span class="_ _2"></span>dków pieniężnych Spółki i Grup<span class="_ _2"></span>y. <span class="ff1"> </span></div><div class="t m0 x6 hd y38f ff2 fs6 fc0 sc0 ls6 ws0">12.2.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">CELE I METODY Z<span class="_ _0"></span>ARZĄDZANIA RYZ<span class="_ _0"></span>YKIEM FINANSOW<span class="_ _0"></span>YM<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y300 ff3 fs3 fc0 sc0 ls0 ws0">Silne powiązanie Grupy<span class="_ _2"></span> z dostawcami<span class="_ _2"></span> zagranicznymi po<span class="_ _2"></span>woduje wrażli<span class="_ _2"></span>wość Grupy na zmia<span class="_ _2"></span>ny ku<span class="_ _2"></span>rsu walut, a t<span class="_ _2"></span>ym samym </div><div class="t m0 x6 he y301 ff3 fs3 fc0 sc0 ls0 ws0">konieczność  zwiększenia <span class="_ _1e"> </span>wydatków  na <span class="_ _1e"> </span>zakup  towarów  za  granicą. <span class="_ _1e"> </span>Z  drugiej  jednak  strony<span class="_ _2"></span>,  część  przychodów <span class="_ _1e"> </span>ze </div><div class="t m0 x6 he y302 ff3 fs3 fc0 sc0 ls0 ws0">sprzedaży Grupy jest <span class="_ _0"></span>realizowana przez<span class="ff1"> </span>działalnoś<span class="_ _2"></span>ć e<span class="_ _0"></span>ksportową, według <span class="_ _0"></span>cen określonych w <span class="_ _0"></span>walutach obcych, w<span class="_ _0"></span> związku </div><div class="t m0 x6 he y303 ff3 fs3 fc0 sc0 ls0 ws0">z czym w Grupie częścio<span class="_ _2"></span>wo wys<span class="_ _2"></span>tępuje hedging natura<span class="_ _2"></span>lny. Istnieje jednak ryzy<span class="_ _2"></span>ko, iż w przyszł<span class="_ _2"></span>ości wahania ku<span class="_ _2"></span>rsów walut </div><div class="t m0 x6 he y304 ff3 fs3 fc0 sc0 ls0 ws0">mogą mieć przejściowy negat<span class="_ _2"></span>ywny wpły<span class="_ _2"></span>w na wyniki finansowe Grup<span class="_ _2"></span><span class="ff1 lsc">y.<span class="ls0"> </span></span></div><div class="t m0 x6 he y390 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y391 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y392 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x2 y393 w3 h5a" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeUAAAVcCAIAAACN2BWbAAAACXBIWXMAAAsSAAAWJQFWJO7rAAAgAElEQVR42uzdd5hdV33u8ff9rbXPOVM06paMe8GNuIDBYAy2MSV0U0IIxVRDIAmkwKVcSigJhFBCKCGEhNCrCQ49xITiQjPGNjbukiU3yVYfzcw5e+/1+90/9kiYAIFc7MHA+3n0+NmSpaM5mvN8Z806a6/FiNjS4JrZAEAyIgDcTtc9Z0QUojUYmEtkBwwgmxKeUANmjBKJQIEZe007yTIz1t/cRjZM1iA4Z1ETfUM/mCOCaIFiLBEALMB0+z6R3dfLKhw0ToiI3P4ygG9977KXvPvzC9BrWMCTM7dGg1elEB7RD/NgHYQhm7mHGVi1c/127lH3P+6IA1a85QOf2cqls23uGZIPrVeNWiPajHDQEQCDucBSgAGyLEyvf++Uu77ytPvrZSQiC9TrHU11+fQUAIKBXUm6Ha49GRwAwoLh5h6GiEEQZAMvFka6A5XPHrv31HMe9ZAHHXfI+KCaWLXXOz/xzf+4+PoZG0vox87GaBZWWLU2AQTQMoLhFsXgjonb9Ynsvt4wl/QaEpGF67Ubm5y6cSN2j4Vvl+sKURgeUQiSaG0S3Ea3KFNBK7lBSdmnjz9i37e/+DH7T6ZelNbt2MP2+btX7P3qf/nqh8+6ahZjSAneojSwCjYGBKIBClCIAkTkdDs/kfnrgqzXkIgsXK8BB+r5geOuIeTtcu2RvGQ0EQ7Sgm3MZC852vAdrQ2isM/hIXvkv3rOQ/afsCqG7jTrVT67gunlT7vfLdffctbFN+ysFsMq0OhNFAeJcMItioMBA+rb94nsuk4MvYZEZOF6zTAreQHG155SWETklgEmRMqY9piqSVazqexc1a8ed9IhT33kvQ5bMajKLCy1JFEyUmmavVJ69/859cxzLn/Xv593+S0zNccMxaL2SJhvtgUyLFvBwoyvzRu9hkRk4XodMI8+umnZuNUU7W19DYQj10gAkfqIxMY9A6xSLF5ZbfynVzzx5ENXMoJAYNzIHC3Qgn1LPRArxvn0Bx11/+MOf+LL/+WijXNtGm+YrLTG8G5GmYEoEf3b9YnsvnZq/lpEFnQ+JGAtgLjVEPL2uEa4RQD0XKFtACf7xtpibtJHr37+Y084ZFkPoxZVAQPIAMOADNItHAAsRbPPVH7Di0/7w9d8aM22Ydgkcs+buZRzKSWhRaDY4HZ9IruvQ70WkQXtNQs4mv82H7f6lv+2vq68MBiwaEuAKVCYFzejEw9d+uzfu9/JR99pAAIpd4tIYAwCRKQweABAAgAzxLH7TH7g1af9y79/67PfvPyWUc9z32HBZGhyNIWj2/WJ7L4OaP5aRBaw1wxLJeP2X3/dGgELJDOYD8fgDf1Zp97jJX9w3NJUg9aARM6oUYZgIseDBQxGlbs8YiaYycGgre9xp7Hfee4DHnrcwae/8YzNPoU8iVS517XXuSzQ+muLoteQiCwM6769R6QF+BFWBSswedv0LDCafvQ9Dn7eE+4xWTlK5W3yKAlAJDADCfT56ZruP9F9K+AlPGdjmZtgud8x+/3f0x+9xHZYsx3tHMDuncwF+qH1ISKykOPrYJTUjRNv5/V8Mf+eYGVlz8l82hMf8ecP3HssBZyRYeF9JwGnNRwjUNEjIpATG5gD1mIRwiuWgpTSAIiJhGedsv++U6e+44yzL1i3Za6MIaK1vDDr+fR+o4gsaK93D2F/mRVu/Rgx2mEah2WE90pdkJwkw5FozGXY2BhyVO30iftNvP1FTzh0CcP68CBBELRu5QgDvfkoJsAIAFX3IWaATBGxK5NMiL7hYccdeL+j9n/Lv3723V++Yku1T4qtxJi7RRoFe+ASYAfcLEqwBBOQGOWXX9pnrpeQiCxwr39pjfWBHghEi7CG/bBMr3M0BVFKbmzMYrSEc0976NHP/737rhzPhci8TZ6DpYhqkP/8WY9ecfAP3/GJr6/dsRzYaWnIMhY02qbCBJjDGEyoI5KWdojIb2mvHRVIRAO0gAXT/KRBysZUnAbfO29/6emPfuqJBw3KTtpYjWrXcPXWa7T/1+hgkFEvIZ/2wCPuevDy5735P9ZsmJvFWOrnXOZSPdPkgcMCCUC300hRr0Xk14rddg/liAAIJIIIh9cB1shN41U7t6ra+arTH/m4k+48YAED3lq5jRZXEPACY2JZ5M09Dlj13pc/+uhV/bHeeClNEyWxn6NO0Sa0AAqqwkqfexH5Le21RbGoLYpFMEpCm1hIIFglP+XIPc947ROfcuKBU16aSJ4XASlh2P3ZX2ZwjW4RdGbQwJSIQWmOXT72sdc9/SknrZ5EGxifyeOFFeEpGkMJ64UN9LkXkd/S+ZAgGVF5Q5bC3KAHROVzU1b/7r3u8rfP+91V1ibUpM0yEehbP3ncJvMhwWgRxswIC7AEsu2zuHnbs0++y157/PXHzt0Yk02ZgpeMhmgR5Tb9xkJE5NdqfB2wYGXJSJTWkTIiJjH7iLvv+5pnnbIiIRHB8bDcY3eXDtz6t93fnhzzt0Uyc5jgkaviT3vIEX/6+OP3sBkYYFWxvjP3WKyM9LkXkd/S8TXgAZvjmEUPvVK10/stH7z4iaf+/r0PneSIUcOqEZkjKrQIBHOD+XV7v/TXHKt2L41mgJ6Rg0DK4yh//vCjTzpoxYs+8u3zr9xYpwlnry2jBG+1dbWI/HaOr6sYJR+hVF4tGuQ4cg//0Cue+OQTD53qtkRlQpTcbQASDhQL791Wf7eDjhQwFGAIzPUcCSXYWOSB4/jDJz/xskc9+q579JstiDZYufX0uReR39JeGzyxtfGK9Y7V/dGr/uj3jtlr0PcGZmG9YAIihyMcyEAGHHGbbh4dsXtGpHtaBMEW1gLjq3vDVzz7kQ++677jvp3ehOavReS3ttc1e6Qtm1v7wocd/MU3/+EDjtgjewszd5TdkxVRQIDd6ux0W/3tYQhDEEAG+oExYA6wQOUohSioYPnOy9K7X/iYN55+vwOnmhxDfe5F5NfLbbg+ZGBVedNzHv6Ee+7Zs2HQWo4FmC2wa9eQ+d8JOEBagLfF7Y3zXw8SyUCABeiVHFaGyM5+H8yc3Y6xqWj2yLPPfNCRhxx++LNfe8a12/WWo4j8+o+vMxogYBlWgQmARa6iJJZAIBlIIHd3xphloKyIda958LIn3HN1TmzTZI3xBBrQzTx02yMVsKClNwCGAEtpgIC7zwB1C4yAIboTB4AGHtF0P2uj2XUmYxteECgziHb34D2AFmgAAlUUABzmgWMcpYooGOt1qwbzuCGfvM/gHU8/6uhqQ8o27k0Fj/44DGDA+sGU0Iz7zjGf7sVMQgsakObvAxIRuUONr+end8MBEMUQThaY0wBDFAsPyxEkOV62n3jkXs949CNOOWJ1hRrhOSKBgCNI/GhXO4tc7FZrn0miBIw+DovMNiEQKaLAKhBEZASiNTPzbjheUpgzIVVwhIERFepgRiRGQRRYamwu9wbFEhGGANiLApSClOAl7JR7HvmBfQ984+cv+PxZF47YQzNX+ahlpo/IcNpcmiIiGIH5qRaGa+9UEbnD9bogEWR36DicQDFERLcrHcMY4SiZpWqmH3efI97wJw8emNOseDbLTiKCSCDQzVJ0fQ43BEpDqwgEzDBDjJlZOMCaMSLHw1LZdVd7IDVmQVYRRBuoACejuBmtDVQsiChIJFMAlnfCEibMImCEodBSEC1QQKPXoKUyPHKvRW89/cR77LvqZf/8xVkMggzmTPe2iVyBEwGABeGIliiEh8bXInJH6zUsR7ihGHx+fMzujvPioKMKcCxm9p30ZzzipKc+6G7LckE0BRWY52eTEV3d4seH7S2qlILhYAJhxcLQEK11B+wOKkSEBRugRfQQDJYWmfAq2pYJiBR0y9YN1CNudaABIzyZZU/mBdYyMqIQDYLBqltKCFRIVVPKEs4984GHrFox/nefOufCa7e3waaYpQrhiFkwIwJRiAKEkzr8S0TueL3uhsPdlvzdZnvREgGkIM3bcQ6P3WfwD3/5zP0mMVYKAKLxEpHG5s+BAXdd/KhyM4l1pHGij6aCEQH06uA0sa1gzfoy6KUD9uIkYhEYaMF+tyNrw8kwAzPAlt1ZBBFginBkIBEg4WYsPhbDKGNIsw2cNtVLGEU7woQBi6LpZlXqsF5OrVcIPvzovU6+xxNf+u5zPvTF82JsZeMGNFWZIxgkwgEWJmcCAqFmi8gdqtcRu2PtzLCcy9CRC3tEDHz60JXV217ypL0W2SCcyRwAe9+7asOGGQtmB3s+dKb48b1BCvt18Lj9Jg9cluZPPrQ0XfCpr1/23k9+af3GGSbuvXL8+X/wmEedsO/AqgQA3DFbzrlybcNBFaMWvQDvfvCKPRdngIZ2xvN5l20YjUbB7KzGYubEw1YMxsaAuGm6XHzV9YYyV9VWpg7eZ+Uxy0vQEB5mV62/+ZqbbjzmbkfvmWNQhq965gk7t2743HfWt72pCHNajmIRQDhSN4MNDbBF5I7W6/kZAFjQYBWYDVVBTsSEzT763ge99EmnHLCsnxgOImhoauS/OfOir/3gBnc4c89nC7sH5+5Ve+Nlh7P3puc84MATD0ak1uPSzdN/+bZ/O++yTTsx3qZ+WL15U/uSt33ywkuO+otn3n95DxVt2sZf+g/vWz83AGiIfgxf+cR7Pvvh92A4vF6/rT7tDWfUbQRyY4ODpuqvv/VZFdBw/MzzLn7Dv3wnkOYqG/Mtj37Asf/w9OPccoBnfPX8K666acmKya9d+PlXPumkRb3RqpTe9rxHHP7ZC/71Py64YcYLx4MACsnwCJhiLSJ3xF5blKA5DZaYczRtbVODsnUFd7z0D3//sScesBwlIYhiIGAIkDEb/e1NHx6wPOslrEL82BrraSyJNs+hB8DDdjj+/F1f/uYPN0d/VR0G1LRUiI2j9C9fvnLJnkv+5BFH9220fGLRfe559/d8+RJPi+B1gp31/Wuf+fB7ZTRI6dwfrr+lHoMHmBC9ww7bf6IqFlbYXrh+48YYIBHRnwt8f+2OgirAuYLLrtvy0Cc/cnmOq6+45uzvX/aw+x7Ftl45Vv3Z79/rQScf88I3fuiCdTMjTiJPohRkwhtGi1CzReRX5mfeYRjd2g4gpreZjxBYzJk3PO8xTz75wMUEyBYJUeA1og1apuVoM6OyliyZTgbpRidK98PTINJYMAcizH6w7sZvXratHSytfQSO4MHGwF5Jvelqyce/dOGOtg9ErkcPOW6fCcyCnlAIXLNxuiEBd1SXX3cLktGC9Cp23uPApdlnU7QVuPHmbaha5J1IsyWN3bR554hG4rqbNu6/zx5Pf/rrTnvKn+6oB1dv3NLAkvUcaYL4ndVjf/Onjz9gshlUDm9ghhIIGFxvOIrIHa7XMd9rmDfjvXZR7LjbPnjPK0977L0OnvJR5bWDQdxqliAhzJEcOZCCVbFesBesnDlYdT8QBYEIJ7g98LZPnl37RHGkXgDDFJ7Yw6gAtRvXbPY3v/ez0z7IvXzs4fsesHoRSLccltdsbi6/cQcCO8POvfh6OIJjgWoyZu93twMtjcF7TdNbs2YG0TNv2JbwetOOmctumoWXS9fccMKRh05W9vwXvuD8iy8vvWVthHtpYOYx6c1xe0987HXPeviRy1ZwU8+3gQUIqtUicofstYEG0LwZlJ0PvvdRn37lqQ+8yx4VI9gz5qqUKgBWbmNhmXBDCxi6k8AAxPw8Cbp3LgMIpBgmtCmKIy5ZO/2fF62vbIbtqMw22S2xDW96qHqcQdk6sv4ZZ1106YadJWLZwO5z1/2JNghGmeXYty69Ae5XbRxdcd0tFQuYQB62evLwPRfX6Lnhhq3Tm3YG2LdIVduvYlhKOfuS64jYNvJlY72Sxq+8fnZpv1qSRrVnT3lANxQz9Nkeueei97zo0S97wn32qXb02mlGoDu8XUTkDjYf0oUpEuMBJ93npX/6wH0WzfU5bMmGBIho4E0ANdB0hfdh8lGKUbexaoqRxShhlDFKGFkMLYYpCr01OGBfO+f7LftedlTGQTVu0YfREuFhZZSrCI+RDX5wxY0ZbeWjI/ZZmXyWMUxswnH1dRtBu+ya64Z1sXonos5eH7n/HgNvDdHk0cYdm+fKLNgGm4Cn0pS2vmb9BkMpsJyxdab90MfO+N37HDWBWYeNEChzoIUHAvRmAvG0U+/57Ced2k/e3SyjEbaI/Op7TbZV1AYgVUwpLFvUe080rzrthH98zglHoQaXAWMV2ANAIo8hVQYM5s8cSLUt2mesXrUoTy3ba98JX1qlYHLrF/RKWrrXpK9eXO07tuSgyXYq46a6d+Z5P2ibcbfxhpU3/qi7T37rzQ//zMvuf8J+M86lLccT6+1Y/o2Lr2swIHoPP3LPcUNibtoeLM6/5MZbbPD+L1/RVFVdLaO3iPr+9zyMCST7UZ+/buRm9NkSSzxbU01FnvzKJVuHpbcI9XST9prYcepD7zec27mtTJGcLAVpAjRaD+zBqsyYbOvnP+jQD73oIUeuClprqMiKdGI2x5A68UBEFlB3MpdF9JpcYEyjnVNeD3u9Q5fhr//4sfe7y2o6hkyDn/dWWy/alz39IX9h457Qd77rzG+96fMXhfVSjBjlLS940kEHLEnG0videqOrb9p8zcaZtrcPMJ0CS3rNnz39kQevzPvvaa/9iyc/8kUf2BLjASDn8y9dUzxSsj1X7XHYvsu+s2a6yubwK667+XvXbDn/B5fHYIxRnP09ejP3OvrODlq0bvmKtTcGqwhU5mhmS8qIuPGmjTdvG65asXTdTdeXdnj8Eau/e+ma8Wau7wWp/5OTQinRIu5/tzvvf8hBr3n7GV+4aGNESt6WavGQRA6nZkhEZEHH1yVFk9qS66aXLPfTnzzkiA//1ekPPGL5oN3e4yjPnwPwP3HaymXjB03Vh04M91/ULJq0oAGRovTanQdP1keMl4PHy+GLmpWDcsW6DXO5j+SgmfvD7nv4ISt742gnGUfstei4Q1aiddIKyoadvmn7bMADeNBd90/GtjgDOzn+1jPOafuTDNCLmT3q3oetnEgBGrxxu2ztLc5Ey9ZMH7h6ytDSW7d0yfqbjzz0gHO/e8mrX/n8e91l/8kVe+27ekkfdf0TzyiICBJlzEeHTuCfXvDYvz/9hL0W+YiL69YsGpRG5/aKyIL2mmgZDaPfs8FUKi9//qmvfvLJhyzrZ0vIY0Sp8PN39y+0GoAZIiKlJvVImy8eoqL3YjhWrB9gy2tv2BRVhm+BpSrKg++17xQaa4s1s0usPf7w1ZlV8QLz6dK7/pYtAZDx4LsfYM0MUoXwkY195cLrZwojzAmL4VMfes9+tIEAfHtTXXPjNkcKjxVjOP6IVeEtzZrCi9dtWTreH6vSd88958ofXn7OWV+6zz3vbrSf0t2AcX5RYw/tEtZPOenwD7z29H2WJy9z4ZGx+0QbEZEF6XUgtdaP7BbTpz3i3k8+fr8BZ8PrubCaPTCj/flb+3enxQSAVBX3KA1REHTmlv2RE9aLINoM9LfONO6pYgujedlv9XKLEZgsG2O0YmpAZ3eel7PasqMmaVEO2mvlkm5XbTOAnicsV3AEuNeysYP3nkKUTEPwulumd8wVIgPce8XUfismEKDlsLRu806L8riH3nfD+jXvfOc//MHDThwfpNaZfmJjEM7/Sob1wZ71xqs8OGr14K9OP2n/ZU3PCurWtJ2IiCyUDCDY77E95S5Tf/R7D7nPoXdaXAJWJasK4EBhlarJnx9+H47DCACsGItimH3UWFVQhaU29xtUkdCjeWDTDkaZMDii7ffSPssnDNvBSbAFyp32WOphlqy0I2Bwy87aAsZY2vf7/s7e/3bhNjphbbQOtLAKtIccvWo8JaIh3FF95/I1Q8/d/trHHHSnw/debik1YRbxw2u3Mdo9J/pveOWLp0ftHn0jwNxjGSH92CG8NEREEKX7KcDARIrH3H3Po1/35H868zsfOmtNRq3XkIgsXK9z7Hziffd7y3MfupgNrWk9nL2K7EcLoCCNWPV//kDSiARat4+qB3efadvt0mdAYYQ1gbx9ZOBEGw4fDsZzlQNgMQRyxWpsvA8zj0AKFN8+rCMCdCv2wLsddOb3z6X1SjtMqUJpkPspmofddb9s8BZk07B/9kXXOnIAOZojD1p1yJ0WA4BlONbcuHmutck0Muvnsdzz2tHjfJD/+wibRo/ovg0xAtYAVQ+4y/L8umc84NADr7l67Rq9hkRk4eZD9l3ef+nTHzBGmPXatmSr5/eTjgbR2C94lwirQotd537V1iuoADLCoq3CE+oKDdEEvIka1haLbrMoMwDzG2cXpH7KQQeMDkS0bQEc7pZ49EGrqjKDCCZYqckg2IvhUQetJtA9UAtcsvYmgIhIaA7ca9keSyYTvduEdcfscOtsQ4QBFQCYBSwA/tQZbBDIgMEZNcgoDVsvPlYZf//Eg445+i56DYnIwvV6WMeV125qDE20KRHFewiLQLe1dJRet/fpzws2AEZYBBEBBhkIos1Rp6jhtXkCqgB6eQ7VDPLQmFq0BQbk+c2ywwwERiQYCfTchZQpYIfvs+Ie+y2it9398sUMxY89YMnqpX1vW0cG041bdq7dNCQdKOO5HLrvnksn+ysnutN+28Zx6Q2bA2ZAL1owAw44LP235+O7eg20iBG8ng22qQKy0Wpg/ZZtO6Z36DUkIgvX6xunq6e++iNnfuOiEax4BZtiFIBgBiuA9F9gFUS0KQIoQGsoVTQWLee7j0ACe/CEqIi0qHKUEZ0IG3lTNwQqA+BuQDtqmBoAjAqBRf1MdttqY6rHJz3gGJYmUnKkSD3z8pBj9wZSlRigM69Zf/1s9M3bRF+5eGzl0kE2P2DVYkTJ0Trs+2u3lLDurnnvpqUZ/tO+/nC+2wAzbDDGVMBhsqh48bqtj3nFR6685ga9hkRk4XoNciYtfc27P3/G2Wu2wdr5Cdv5A2JAg/0iN/I5EKCF5YABTni3l0gwtZZa9rr9RQgsqqrc0Np+gHXbzg4d0e024oiY2zlHtgAQBLlorPJdo93w9l5H33miXyH1ShgsG3DMwfu0QUTp9u3eeMsORzI6IlYuXWwIMvZcOU4UiwC5bvMOkCCC3Rk6dFr89F7P72blqGrmaNseMCLOXbft/77zEzdNZ2fSa0hEFrDX0Ywc6+rVL3jXf77wHWf9cHsdiIiGUbpztyIAFGB+vbEDgQZwRIv5kw3gYLA4rAVb0pnoVTcn0j1GgQNtCzB85cS4cQxRRQzqxtdu2tqwO3orAmXd9unwHFbC5voxu3TxOMI5f9qLHbTn+MH7LGUdtMSRT/bbow7ZN3dHJwSsbS+6difh3S6oq1ataINzSHuvnKp8VCx72JXrtvr8fE0u3Z7WPn+eDqKFj4DSAI4W3iLgiAJ3YGS2aVTe9MlvPfGvPnzudaWN7LpfRkQWSnc/egBsjFvqOOPrF3//8jUffOXj7rznskG05gVMbJtIFRAgyfkJAsK7+WaADhoS0TBgBOEBK+yFhbsZSDDBgFEgGXyf1XvUttGs0BuC51y89r4HLKmKJ7L2uPjGLYWT8J1EM4ayeo8lCUEvTD0EMnsrlgzCh2EtI1VVPT5IGR4pB1ChvvCG7QG0MGf+3qU3/MEL3pEGg2s2By3XHKPXa9ZtaCL1CDiRiCgW9FSABGTQgcgAYBGOCJoH2LptbdPzX//+sy67ZScXgxlRdH+jiCzs+HqXqj/G/tjam7a8+B2fu/TmesQEBrxGZiHCnKyJkgAiB/KuLUZp3SYk3ZbZCIOnKGEe3U+QGJa6U9YBgCuXTVY+dLDiZjKd//0rag+0darB3L/y2u1oPIWBY7k3uWRqEdC9QYj5ry7MsABLEIE8f64CEIg6Yf3mG2H9wgTahu3Db6/d/pUrd1yzramRYUb61unp7bP1rW5NNNC6kXJDjJgCRp9rI0qqYBYRwTzd8K0fPOvcS9Y1MQBIb3uuxdcisuC97t5va9qYbVLdX/aVK4dPecX73vmZC24puU05oiYAlOiOWgnA0d2s4ujOvXWDBxIARmEUQ7FouxmOFCV5y2jAZABod95v5VLbgWiAQV2WXXDl1vOv3FBnDKv0uQs2XnjVVoC5oFdsvz2XLxoYSSB1qzVSoBetYRY2Q8wlLxbs3jk0tNftwIbtjghGmNdRSl0tGuXlDTLMzWdz1IX5h+s2wMv8DqlkEA5zkEBCEA6aEeFowVn2PnP+2qe9+n3v/dLF222P1iboKUdU3uoFJCK/ivF1OBCR+zX6bZq4eitf88Gv/8U7v7ixtblIhiaAFoPots3Yda7MrrfpHHDftWs2wCCSm5XEMNDDWtgcaAYEuP/qxYcuTxntyFcEJreWif/z1o+ffUPz/u9e/7y3fGq67Vk/SnAQc8cfurTfPRysmwk3hJUyP3VO548OiLTscfX120czixFNN+L2iMQMb3JFNLMGJzHE2A+um4NViNa6fZ0I75ZaB3I0QAH75jW9mQX++T8u/sO/+eiXL9+5I6+sMVFaC5ojtezrBSQiCyajO/qLtHDSSjgsmw8dmOHEv517xbbtO05/zMmnHL5iPFnVvS1nADzD/Ee97vZFmr+TMcIaZkcKJgedHLLfYCLBuuMCBsRpDz/+gvd9q7U+rPZS1mwef/xLPzJn3jaJGIVH25vIzdYHH3dABoK77pZkONBY320R2ASqxsK7rZng8NGl12zpEe6lsAf23fJsmUtso3Hmqo1+QRXMl669ZRSH94275mjCULqZFmdGOFFa6121YeZdn/7mh79+2Y680mzMm4apW1PCwqqYei0iCz2+ZoCEW7QWDbxxtGRrKDXG//PSLae95pNv+bfvbe/mCdoSEW04vDEv9qPHoSEIBKyBtWGoatqsWUME3YDkAOABZPrjHnivO02ywnTiDK3MYWJLPTWHRU1pMz16GeCBe6+85xH7Zzi5O6wAkczRJngfhWn+L6UjIkkWnfMAACAASURBVLdX3LS+tu39qBNKZaPJNFySy9I0u5QzE9GAmYEU9TVr1taGIN0DKFFqw/zeTcVRkEaevnDRxse86J3v/68rtsWUB1MzU3FkPrQYEQX2oyl1EZEFGl/f6obz7u7EtiTCneHOXGO8NvvHT5693+qVjz9+//HKEHVXql0nM3YrlQl2MyIsjkJEtEFPjhxW1U3laBK6gx0Znh0nHnvY9V+5YuS9YB8pYDXqYe5PDGdqzDbZ8MRHPGAix+6PcH62JepUhmMJTUQyWJnZPQszinTlLVu9X/nMsKpw9wPu9MdPfmRCSV4s8b2f+vIXLt5k0eYomzbt3NFijJ4sAW4JBQxmelMZZ9wuun76Je84Y93cRMOJbjGMIUoQDMCJNuA6LV1EFr7Xt9qRCcEoJcxJt36gj0D2ZnuseNE7P33Jurs9/aHHH7yk6kcdxZgAePdO4K58wwOZ6LOU6IMpYshoUhWIgvm1HBHAeOXPPPXeX/n21TfOTjTWD04TM8ZeW/fRm+j7lkcfufKp9z1wUEZIOcAu9AALU7HcNm1YgZklA7o9pmw2pq66vvGyxAdDlpmTDp141OE0ZERqka46bMV/XHRTg6q1wY0zzfobt++x93g32R6lNqsYJYLbhvjo2Re//mPfvXF2kScySNQBq20QcKA1tIbCaEOb84nIgs+HBCIKWJidKcgUHsjBASwn1IPY0To2xdTbPn/x4178j9+5ZnsTg7nUa4IR83v2B9CdSJuA1GKszGRUiHGiCrMmpdmUds1nIIJe4nf2nHzBM08aj5vDp0FP3rO6DyBx7oCJ8ppnPHBJmoO3uw5VAOBBFvbaPOF0Wu1oG6SwEkAVuHnLaPqm7dZYY4PCfMBeq/plrud1Veb68AP2WhnRhjFSNUT/wh9cmuhAuIO58tJ6xKVb4mlv+NSL/vmr109nb8GAedMtQo80DuuByZEDZESKRi8gEVnQXs+vj2By5MJckD0Sg0ABSsCd9Oyw1JbB+m32wjd/+KKbhy3RWupGvtg1Sp9/ULaDmJkomxaVm5f4lvGyI7nv2jtp/m3JnHsDxMPvfZf7H71iBTf06209Rw8+ga2LR+uf9/hT9l41iHYI3vpW+AjAEP1mehG3LMYti3zropjzphBhpdm0YdPKtH15e/3E3PUT7dY9lk4g9SKNIY2ViNXLxhbZ7FJsmvANlW9fc836iAIwyNo9UrWpya95zxe+ctmmGU4hWcpmcIKWEuCIGtF2H4IjO3N0G/yJiCwIRsTHzrnqSX//X84+zBBAFKCXfTbHqDErXTET4JG9skiB+qCVfNnvH/PgE+62OEemBzKcboUwc7DMrZvZuX5rVEAKjpiPXdXr98dLthwtgNaThRub4v1t3nz14qvPvXTLlRublOzwVfaAY/c64dADaK2RdKtIkAwHSkGGb798I7aOinGGMZEj7rb/VCBVZfumYf/qm7e3tHHHrFWHrx5fOpZHrHIEYzRX+/k3DSdilKKdtbHxQXXMKqKMe4aD515202s/+I1vX7VllMYcpYoSzoIqUIF14ih7BFJh7u7E6ZYLPvf+d/6HZ5+ol5GILFCvP3LONU/6+/8CQHbzG/i512a9fjSn3ueAlz/j5EMmPJe6tcpZ9bwJZg8z66ab4bf6s/knHqf76U8+/vyCkF2//rM+GAA/9ddrGiIyYISTJaLCXIux7g76PkrrpU79QamNuBnVe8+64U0f+NyWUfpf/SMAeO4DD1WvRWRh5P+/P+albqL5wle/PeGzr//jhy9LSN4mAywFSOvunvFd67u7+9bj5558QJLkL/5h7P7Nu7O+6wsDGGEM/GjNXe62DSxRCkHr9UoL2BzTx7548Rvf89mdeRmgzfZE5Deu17QI2E5b/dFzbrp+0xkvPf2Uu++3ZLzbxo4G7t6J1A1GBBGIAvZ+anD/V43+H0L/o4F81DG/AjC63aaA7rbMhmiDyd0zyrpt/vqPnf2Jb1wxV+3RICF02LmI3HH9f97xEUFP457GZ23yv67a8pRXvPdj5153S1MFzaJJ0YJ05IAxGkYNOLiQ787NbwI7v24FBR4gPFVuFaOl4cIbm9Nf/8F//do127m0qcbxC52hIyLyaze+Zi8aY5oLq1v3m4ZL/+Jtn//GCQe/7An3OWhZleBAahGpG2yDgdQAC3b7diAH2e3fZABQgkYgwlvY1lHvPZ/+5nv+8wcbZrxNU/BiZSYhaq33EJHfvF6HFyAqH1oMW+QmjTcc+/g51/zwkkv+8VXPPnyvRX0vPXogtawKwhZ2brhl6t7KTOhmRdAQvSgG3zzkc9945pcu2tpUU6ADbWJrYKu9rEXkN3I+BFaMIzrMeykyogbqGr3Lt6b/8/YzL9/iNQkfwdtRoO3ecowFvxswujvlHeEV0DLdUqc3feBLX/nBLU1eBhJoUxnBvUHlSZs3ichv5HwICuiN9ZuoiDZhlt626O1MS89eO/yDl7znWQ8+5tkPPWaiZz1EhGc4oo3oLcyzSlEYgXAESgSZGtRnfvf6v//0ty5cu2WERbnMesxZFCIKKrBbwKIpbBH5jRtfM1JE5anyzJKMUbE7Qiva1nprp/NrP3LO89/2ma1hCaVqdhDNyBduAGulBhqwlIiS+zssvfWzF/zhGz/5rfU+l1dUqAdlS44GQEEO0KKlDosRkd/IXgcskIECq8ESkR09EPAaZdg6p23Jv3933d999OwdJSP3ozBywq1ub7mdn1ZCwFsvqbfZ8cVvr33jp76zk0sCQL0TPgpLhbmgcibCUzTdjZciIr9p8yHRbSsaLYsHrFi3siISPWAeBNMOLHnH5y646Krrn/OYk04+6k45Ar/0OutfUIsMWKnskg07/unfz//seZdubqaMqOq5YFtXvRpVdJujhgfMuxNsRER+88bXoMNGVfFBE1UbsEJrGMWZnBWNVRma5elY/IUrdj7jdR/8xH9euHsAuwBD7NZshHTpNRtOf8HrP3bWBTfVk9aOrC0IK1YFq0iDbmNXRglYsYHrsBgR+Y0cX8MJVI2x7o6sLd395ru2i6I3NHgBEtDfGstf/eFvVXfa/0l3cWAC0QNruMHz/O5+CS0AeJ4/s7x73y87sv+UhYAFUeCARbAaglUMUxiQghGkI80BV+8oz3zX139QDkHuI4qjeIr5baO8ADPzG5jAAGfUCzRRIyKy0L3+RYbg4UEC5sGtM/Wr/vYDl5542JMfdZ87L4++9wiGNY5sAMIzPcDuzDDOV9x+6vg/YEGjASxE6SM5ewEigowatm2ufOLcyz/46a9dfXOBTTJGFm2B5jtERL3+Wb1GNzvMoM2hd/Mo3vGVNZ/7zpr3vfppR60a5Bgi4JaN6A64IRABZ3cUZHfgjUf3SD/WazoiCENKaOijlhXD+mZDt5tbvOD17z/rsu0jVHPeJ1FFnb2eTWP6ZIvIr7Xb9Za+IHz+8Br2ZhqbbbhmS3rJW868dsabVNH6GQ3gwVRgCOs2/Zg/saaL808ckmjwtOv/AQaygidgBEwDf/uvX/rqpRtnbGrkfetPdl8GNLQWEfX654ywibAoNAIJvUXk5Mh651y7+bRXfvCj51yzoS4tHKB3YSZIWmD3+bmIW6X7RwrQZuw62IbZ4CPEeVfd8ty//fT7zrpsS17dIqMaeNsGrGE1Mg2uRUS9/tkcDNDgKA2N6O5ybIe19S66Yfhnb/zEC/7xi1vRb8DkTUYTgJMWnnaPiH/a4DiQu81RLRqEO2yO/X/+/PdOe/l7PnPBDTPV0nAgmvCRsYDh7LVpXJ9pEfl1dzvOX4MWCESbGF5GwdSkETAwj8LRzGDJJ8++ZfOmM175tFPuvt/Sng0DCFiKgjCzFGDAfnI+xMGISOEONkzXbZ578yfP+eRXL9nhy9tUsTQVSukOYQ+QKQhQBxGIiMbX/2OwIxgkAynaHDXQh9XOpsRkicXF8tmXb37mX37wjO9u2MKxQJNjDgHAge7+FfqPj69LKRZtijYcQ+bv3TR8+l9/9F+/ctUWLG2t302rtOwVZqcBsGgthvAZfaZFRL3+H0S3KDvIbjLaCoBASsA4PeeYaZzrdqYX/t1HP3H21S37gUDuw3KX7J98xJQS4fC2ZLvo+h3PffU/f/f6us5TgCULK3UwuY2DOZgdRkRC6bYKERHRfMjP7jXoMCcNbnDjrMcEfAxpSB+lwpJYp6mbGS971xevvfKQP3ncyVOT0Tf2g6Tjx29g787ndXDaBx//4sVv+vjXbhhWtS1mOMPZtEzmINjdtmPB7EFDoVaIiIh6/T8N3aM4Dajmt6COAvboRp+DjZw2SgPkwqYJL9OlevsXr/z+2unXPe8hh6yaMI9ewn+LdXdx0xzf8vHz3veF705XSzzB2iHaxqpB2FjxIVGbb2MkpzmSM/n8im2dzSgimg/5GbpzwEAABhpo8MVA28e2qhh8DIlwZpZxNkYObem3Lt/413/79vUbd1hK88Pp3Y9GuvtwOHzPhz7zkS+etzMt9sj00mt3VhaljRIGyynagc+kcIvuDskMVtBBXyLymzG+Zrfd3vwdibtr+8tee3dDuTe7o0tuicAQi0AYRtEAsBa5sAJgaGbz5L/fMPjBKz7+stNOfOy97zyRWxQ3VohhCX7tqs2v+NDXz79yq3Mpoli0AEY2DgBsLdpwFAxmOSAR4YwRotvW6TZ7Uj95LSKycL0OWqSqC2rcKq4Lel0KSEYZVLZ2e/mjt3/phzfseMHjj1tqxWEjTvzbede++t2fuXE4UaqlaJv5Ifev8AOOQHfYmIjIwo2vvaR2pgvg7iQt0DV991wHyQTnyIPjozz5oc98danNnn7qCakq37h865ve/7kbtsON1s4SzYJ+kD/7WitPRGRBe33Q6qln3v+wrkO3mjtYkGuWbn5h1/QCAzksO7zve27ddPPZ37lwz5VLvnneD48/5i73svF+qYnGsbAf5M++Pu7wvfQaEpGFwYhogVH33f2verhagJYcRPQiCjA0g8eAaMgSYUAfCLL9lX6Qt74mME4tFhSRhRpfZyAhdg1zdyXpV3EdAMIZBVEnpip6DksFfZZAA3OAEbm36wyDX/kHrL3/RGRBx9f6VxARueMz/ROIiKjXIiKiXouIqNciIqJei4iIiIj8RtN6PhGRXw+aDxERUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhFRr0VERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERFRr0VE1GsREVGvRUREvRYRUa9FRES9FhER9VpERL0WERH1WkREvRYREfVaRETUaxER9VpERNRrERH5f+3deZiVdaHA8d9Z5sxyZobNa4AQo08ulA+WEJiKgLggauU1y7VugtBm3W65ZLen7ZpLbpF0u902u6mUWjzdUpTFHUHNRAdljdEZAUeW2c/MmbPcP144TAMWz1NdgT6fhz/O8s57XuY5z/f85nfeRa8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawC9BkCvAdBrAL0GQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0GQK8B9BoAvQZArwH0GgC9BkCvAfQaAL0G0GsA9BoAvQbQawD0GgC9BtBrAPQaAL0G0GsA9BoAvQbQawD0GkCvAdBrAPQaQK8B0GsA9BpArwHQawD0GkCvAdBrAPQaQK8B0GsAvQZArwHQawC9BkCvAdBrAL0GQK8B0GsAvQbg7y/Z987vn/39D/7rv1tbWkPsH/qXUp1Oz5k7p6qqyvsD2Bd7vXzZ8ltvue26G6479NC6f/BfSnNzc643580B7FPMhwDsH2LFYjG6NfPjM79x7TeHDx/mlxJC6OzsTKfTfg/Avji+TlWUi/Wu30vcXx7AvtprAPaPXlf789/4GtiHJQ+Y/0m+aVPHD+8MsR27IpafML7ilIkhhBXPr1jwwIJEIhFCyPb2jhs37rTTT+37gw0NDUsWP3zMMWPGjhtberA0rQ+wz42vAdgvx9fFYvHll14uDTPfcfg7ysvLo9uNjY2tLa2xWCyEUFlVedhhh0WPr127rru7Ox6LhRAKxeKoUW+vra2Nnspms6tXr4nHYnt8ocFDhuz+VefWLVufffbZJ554sqmpadDAgZMmT5p2xrTSNuzhk+fgIe0//HH+tdeKIRtCqJx6ajS+nnv79+66867SYiNGjHjmuadramqiu8uWLf/db383ZcrkZcuWrVmz5oILL/CeAPazXsdisRkfn9nY2BhC6O3tnfuft3/ovA9FGT3rjLObm5sTiUQ+X/j4pf/yreuvDSG0t7efPf3s1ta2RCIe3f3Sl6+++ktXR2vb8McNk06ctMcjBnt6ei648Pw5t8/p++ATjz/x6U9+pqGhoVAoRFPJP/rhj4899thPX/6paDP2sMGpVNWZ0zt+cHf0mdDz5B/yTZsSI4b94bnnBg4cGH3wxGKxpqam5cufPuWUqSGEXC63bOlTH/7Ih2+75bYvXvGFJUuWtLe3l1IOYD4EgL9pr0848fje3t58vpDP5+/46c+iIerDDz+8fv36EGL5fKG9vW3iSSfumAxZs7apqSmEkM8X8vlCCOHRRx4rraork8lms9FT/f4Vi8XNm17v+7qrV62+bMasjRs3VldX19bWVldXV1dXp9PpFStWzPj4zHvvue/Nxxs/QQAADHdJREFUNrhi2tRi6NgxzdLd3Xbdd0MIE46bEG1PNPeSTqcXPrgwutvW1laVTg8ZMqS1pTVVnho9evTmzZu9J4D9r9cnnjSxu7s7Ho+lUqlnn/n9SytfCiHce899iUQiHo8VCvmDDjrofce/b0ev165NpVLxeCz6V1WVfmHFC6X8dbS3hxBKz/b9l0wmX218taenJ1ryxRfrP3D2B7ds2ZJKpfrNz1RWVlZVpb/xta+3tLTuuddTT0wMfFs0fx0Lqfbv3dH7XP0Z08/o6uoMO3f5SCaTixcvjpavrKzs7c12dXWNn/De9vb2bdu2mQwBzIcA8Hfr9fjx702lUoVCMRaLtbe3/fznd27cuHHxosVVVekQQmdn50UXXzhw4MBo4fr6leXlFbvWG4+1trb+cf0fo7tbt26N9oDeXSwW2/LGlq1bt4UQtm7ZOvPSmZs2beo3uO672tde2/jFz39hj/tHx2traq/87K4pkdDRcs31x59wwqBBg7LZbD6fjx5/peHVB+5/IBpfDx48+MEFC2Z/cvbK+pcaNjQcfPDB3hPA/tfr4cOHnzF9WjSZUFlZufChhSueX5HJZOLxWKFQOOigg2bOuqy08IsvvBiP/8nueqlUasOGDdHtlu0t+Xw+k8n09PTEdu7VVygUM5lMJpPZtm3b9m3bQgjX/se1K+tXVldXlxbo6OjIZDIdHR3ZbO+OSY+KinnzfvHTn9yxx22u+dTHyo8Yu3NKpLrrwf+t2bL90hmXplKp973vuJ2fEOHG678dzcCcf8H5Q4YMmXf3Lzo7O2d9YpbDGgHzIQD8Vf7C8eizPzH7gfsXFIvFVCr1SsMr995zX3SW0Ww2O2PmpYceWhctls/nS0PpQqEYi4VYLFZeXvHiC/XRg1NOnvKLe+bF4/H6+vrrrr2+srIyn88PGz7s69/4ellZMoRwyIgRmzdvvvuuX9TU7DrEJpksu+pLV40de2zz68233HzLxo2bkslkNNife/vciy+5qKysrP/syoCaAV/5/BuXXBpCNKOSyvxu0cxZMw89tK6iouLhhx+prq4uKyt75pln/udnP5952YxYLHb+Bef39vbuviqA/anXJ5x4wtRTpi5etDiVSiWTZQ/cvyAqZnV19exPzi4t9tJLLze//kY8HisUigMG1HZ1ZfL5XDweW7t2bbTAqLpRo+pGRT+YzWYrKytDCFVVVe//wNmllSxa9Gx7e9uAAQOiD4AhQ4Z87/tzT556cvTsO9/1zmmnnVEoFKP9VdauWbt+3fqjRh+1+zZXXXxuxXd/0v308lhIxUKq67f3D//Xyy752CUbN26sqkpHa6isrLzpxpsuuPD86ONHrAHzIQD8f/X605/5VPQtXDweC2HHXhmHH3H4yJEjS8ssWbwkm+0JIXR1dZ5z7jkjRx4SPb5mzZp+ayvtpBEp7XYdQlizek007g4hFIvFm2+9qTS4DiGMHTf28s9eHn35WVr+zbZ58K1fC2HH7ijZZc/nmzaFEIYPH37eh89tb28LIaRSqejAdO8A4MDp9cSTJh5yyI7+Rrt25HK5KVOmlBbI5XLzfzU/2l0vkUh84IMfeMfhh0dPbXlj6/PPP7+Xm9L46qvJ5I55iUMOOeTMs87st8AnPjV72LBhhUIheqGtW7e+2arKjh+XGnNkdLvQ2Rod6BhCuOKqK4YOHRp9ZqTT6UUPLfIOAA6cXgOw3/R6/IT39r3b2dl50qSJpbsvv7xq1arVyWQyl8sNHjz4yCOOePuotxcKxRBCNtuz92PY1ta20u2hw962+wIHH3zwiSeekMvlovF1a1vbHtcTHUpTeebpO/fCrowOTA8hjBw58vLPXd7b2xtCSCaTixYZXwMHVq8nTZ6cyWSi27lcbsSIEceOPbb07H333Nve3haLxXp7e48++l2DBg8aPfqonp7uqKpLlz61l5tSKOya2i7t1dfPkH86aMd2x+O9O4+g6eeG62+4+667K06dFEJ2R8FDR8s110e3Z8ycMeSgIdHtDX9sWLRQsoEDqNcA7B+9PuaYMaX9Orq7u2deNiO98+K8hULh0Ucei073kc1mp591Zgihrq4um81G4+sXVrzQ0NCwV5sS33WCkc6Ojj0u07K9pXS7LLWHnaYbGxtvnzP3O7fNSY5/T/Jto/ocmP5gbu2GEEJ1dXrChAnRwrFYuPGGb/fdRwXA+BqAv3+vq9JViUQi+goxkUiMOeaY0lNNTU319fXl5RWFQmHo0KHnnvvPIYTDjzi8pqa2UCjG4/HNmzcvWrh4b16ldJqnEMLm11/fw+C6pXXZU8uiHQcLhULp4pB93XrzrS0tLfUv1j+3sn7QTV8tTWGHkO1e/ER064zp0zo6OkIIZWVlS59c+st5v/Q+AA6QXhcLf3Ly0nw+V7q9bt366Ix9IYSa2pp58+bNvX3uvLvnDRhQG31/mEgklixessfTn/Yz8u0jcrkdXyG+1rTx8cce77fAHT+9o6GhIep1NpsdNGhgvwU2btx458/vqqmpTafTixcuqbrwnIrxE3dNifxmfrTY5CmTKyoqoo+fysrKm759c+nbVADzIQC8pb1++aWXo4PI4/H45k2vX3XF1VddcfU1V3+5tbUtOjNUVVV66ZNL3+wKXn0dccQRpXFuPp/77OWfe/HF+tKzq15edf23bqio2HVJhMMOO6zfGh5/7PHoAmbJZHLBAw8U4/GBN1wTQiiGbDFkux9+qnRg+rnn7Towff369U87MB3Y5yX/yp9fWb+ydC2YeDwWnV3vTz4Q4rHt27c3NTXuPn3Rz1Gjj6qsrIzOn1dWVvZKwyvnvP+cL3/lmjFjxmzZsuVb115XKOSjz4BsNltXV3fkUUf2W8NDDz4UXfsmhNDc/EY+ny+ffPzw5QtDLhdCKObz8ZodU+RXXnXFQwse6uzsjMfj6XR60aLFkyZP8m4AzIcA8Fb3etWqVX9xmUQiseqlv7zYqFGjzjxrenSoZAihsrKyvb3985/7t+nTzrzgIxeurF8ZDa5DCJlM5pKPXtx3biSEsH3b9scefTz65rNQKJ40aWIykSiGUDb+3WXHjys7flxq4oQwoKZYLBaLxbq6uk98cnZ0aHsymXzowYeig9QBDsz5kI6OzoYNDdHtfD4fHSPTN9PRVElZWdm6dev2ZoXfvPaby55a3tzcHM2JJ5PJRCJRLIby8kTp4pA9PT2nnX7a5Z+7vN/Ptra1dnV1le4+vfyZ0045/c+8Vm921zVl2lrbXGIGOMDH1wDsB+PrpU8ubW/vSKXKQgg1tTUjDhnR99n2jvbXml6Lx+PJZLK+fuXerHDkyJHf+/7cSy76aGm0G4uVLqe+Q21t7Xe+e1t5eXm/n62rqzv66KPr6+tDCPF4bNOmTa+88sqfea3S8D+EMH7C+KqqKu8G4MDpdaFQ7HuBmPvuva9QyBcKyUIhf9FFF33lq/9eOi4mFoutW7tu8klTov09Vq9evdt6Cnt8iZOnnnzXvDsvvvCSbDZbmrCOZLPZTCZz40039L20TV/Tpk977rnnogonEonS1Wr+vI6OjrN2uzYCwL7GfAjAAdTrQqGQzWZ7erp7errz+Xw0xG5ubn70kUdzuVxPT3dnZ+cx7x6TSCSSOyUSiSOPOnLo0KE9Pd2ZTKbx1cbGxsaw8/qNXV2d2WzPm50Yb9LkSbfNubWmpqa1tbWzszOTyWQymY6OjlF1o7729a/Omj3rzbbzlFOn9vvOc2/+YqiqSk/sc/kFgH3TXs2HDBs+bP5vfh1ddbdQKIw5ZkwIIRFPzLl9TjKZCCHkcvl+16CJ/OBHP2hva4t+Kppxfvd73vOr+b9KJhPFYjFdXd1vxqPk3A+dO3bc2EULFz/4wILWtrZEInHqqafMnDVzj+d4Khk9evSE4yYsfXJpdI6RvfkcKhaLs2ZfNnToUG8FwHwIAH8DsdI3hFd+8cobb7pxH9zEfD6/l+PlEMKyZct/dsfPKnbbe+TNh9jFK6++cvjwYf0e7+7u7nc8DsBbK7nvb+LexzqEcNxxE447bsLf4HOs316EAG818yEA+1uvs1kn0Nhlby6wAPDW9LqlZXtbW5vfSKTvYUEA+1avAdg/en3eh8+7+qovdXR0+qX09PQYXwP7mljfidr5v54//9fzhw0fnoj/o467Y7He3t7m5ubb5343nU57fwD74vgagP1mfA2A8TUAeg2g1wDoNQB6DaDXAOg1AHoNoNcA6DUAeg2g1wDoNYBeA6DXAOg1gF4DoNcA6DXAAej/APhuSMQQ5KIwAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">23<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls0 ws0">13.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OCENA <span class="_ _1d"> </span>ZARZĄDZANIA <span class="_ _1c"> </span>ZASOBAMI <span class="_ _1c"> </span>FINANSOWYMI </span></span></div><div class="t m0 xc hc y11d ff2 fs0 fc0 sc0 ls0 ws0">ORAZ <span class="_ _1d"> </span>OCENA <span class="_ _1c"> </span>ZDOLNO<span class="ff4">ŚCI <span class="_ _1d"> </span>WYWIĄZYW<span class="_ _0"></span>ANIA <span class="_ _1d"> </span>SIĘ <span class="_ _1c"> </span>Z </span></div><div class="t m0 xc hc y181 ff2 fs0 fc0 sc0 ls0 ws0">ZACI<span class="ff4">ĄGNIĘTYC<span class="_ _0"></span>H ZOBOWIĄZAŃ<span class="ff2"> </span></span></div><div class="t m0 x6 h6 y394 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y395 ff3 fs3 fc0 sc0 ls0 ws0">Działalność  Grupy <span class="_ _10"> </span>finansowana  jest <span class="_ _10"> </span>kapitałem  obcym<span class="ff1">  <span class="ls7">w <span class="_ _10"> </span></span>50%<span class="ls4">. <span class="_ _10"> </span></span><span class="ffc">Umowy<span class="_ _2"></span>  kredytów <span class="_ _10"> </span>przewidują,  iż <span class="_ _f"> </span>w  całym  okresie </span></span></div><div class="t m0 x6 h5b y396 ffc fs3 fc0 sc0 ls0 ws0">kredytowania <span class="_ _e"></span>kredytobiorca <span class="_ _16"></span>zobowiązuje <span class="_ _16"></span>się <span class="_ _e"></span>do <span class="_ _16"></span>utrzymywania <span class="_ _e"></span>na <span class="_ _16"></span>ustalonym <span class="_ _16"></span>p<span class="_ _2"></span>oziomie <span class="_ _16"></span>wskaźnika <span class="_ _16"></span>kapitaliz<span class="_ _2"></span>acji <span class="_ _16"></span>i </div><div class="t m0 x6 h5b y397 ffc fs3 fc0 sc0 ls0 ws0">wskaźnika <span class="_ _f"> </span>zadłużenia <span class="_ _f"> </span>oraz <span class="_ _f"> </span>do <span class="_ _f"> </span>utrzymywania <span class="_ _f"> </span>wp<span class="_ _2"></span>ływów <span class="_ _e"> </span>na <span class="_ _f"> </span>rachunki <span class="_ _f"> </span>bankowe <span class="_ _f"> </span>w <span class="_ _f"> </span>wie<span class="_ _2"></span>lkości <span class="_ _e"> </span>ustalonej,<span class="_ _2"></span> <span class="_ _e"> </span>zgodnie<span class="_ _2"></span> <span class="_ _e"> </span>z<span class="_ _2"></span> </div><div class="t m0 x6 he y398 ffd fs3 fc0 sc0 ls0 ws0">warunkami umów kred<span class="_ _2"></span>ytowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y399 ff3 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _16"></span>Dominująca <span class="_ _16"></span>posiada <span class="_ _4"></span>do<span class="_ _2"></span>bre <span class="_ _4"></span>relacje <span class="_ _4"></span>z <span class="_ _16"></span>bankami, <span class="_ _16"></span>instytucjami <span class="_ _16"></span>finansowymi <span class="_ _4"></span>i <span class="_ _e"></span><span class="ff1">dotychczas<span class="_ _2"></span> <span class="_ _4"></span></span>nie <span class="_ _16"></span>miała <span class="_ _4"></span>p<span class="_ _2"></span>roblemu <span class="_ _4"></span>z </div><div class="t m0 x6 he y39a ff3 fs3 fc0 sc0 ls0 ws0">odnawianiem <span class="_ _4"></span>kredytó<span class="_ _2"></span>w <span class="_ _4"></span>na <span class="_ _16"></span>dogod<span class="_ _2"></span>nych <span class="_ _4"></span>warun<span class="_ _2"></span>kach. <span class="_ _e"></span><span class="ff1">Grupa <span class="_ _4"></span></span>cały <span class="_ _4"></span>cza<span class="_ _2"></span>s <span class="_ _4"></span>dynamicznie <span class="_ _16"></span>rozwija <span class="_ _16"></span>swoją <span class="_ _16"></span>działalność, <span class="_ _16"></span>utrzymuje </div><div class="t m0 x6 he y39b ff3 fs3 fc0 sc0 ls0 ws0">płynność <span class="_ _16"></span>na <span class="_ _4"></span>wys<span class="_ _2"></span>okim <span class="_ _4"></span>poziomie <span class="_ _4"></span>i <span class="_ _16"></span>prowadzi <span class="_ _4"></span>ko<span class="_ _2"></span>nserwatywną <span class="_ _e"></span>politykę <span class="_ _4"></span>doty<span class="_ _2"></span>czącą <span class="_ _4"></span>zadłużen<span class="_ _2"></span>ia. <span class="_ _4"></span>Dlatego <span class="_ _16"></span>też <span class="_ _4"></span>Zarzą<span class="_ _2"></span>d <span class="_ _4"></span>wysoko<span class="_ _2"></span> </div><div class="t m0 x6 he y39c ff3 fs3 fc0 sc0 ls0 ws0">ocenia zdolność s<span class="_ _2"></span>półki do wywiązywania się z z<span class="_ _2"></span>aciągniętych zob<span class="_ _2"></span>owiązań. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y39d ff3 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>chwili <span class="_ _4"></span>obecnej <span class="_ _2"></span>nie <span class="_ _4"></span>istnieją <span class="_ _4"></span>żadne <span class="_ _2"></span>zd<span class="_ _2"></span>arzenia <span class="_ _2"></span>mogąc<span class="_ _2"></span>e, <span class="_ _2"></span>w <span class="_ _4"></span>ocenie <span class="_ _2"></span>Zarząd<span class="_ _2"></span>u, <span class="_ _2"></span>negaty<span class="_ _2"></span>wnie <span class="_ _2"></span>w<span class="_ _2"></span>płynąć <span class="_ _4"></span>na <span class="_ _2"></span>możliwość <span class="_ _4"></span>realizacji </div><div class="t m0 x6 he y39e ff3 fs3 fc0 sc0 ls0 ws0">zobowiązań przez <span class="_ _2"></span>Grupę<span class="ff1">. </span></div><div class="t m0 x6 hc y39f ff2 fs0 fc0 sc0 ls0 ws0">14.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OCENA <span class="_ _43"> </span>MOŻLIWOŚCI<span class="_ _0"></span> <span class="_ _43"> </span>REALIZACJI<span class="_ _0"></span> <span class="_ _43"> </span>ZAMIERZEŃ<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 xc hc y3a0 ff2 fs0 fc0 sc0 ls0 ws0">INWESTYCYJN<span class="_ _0"></span>YCH </div><div class="t m0 x6 he y3a1 ff3 fs3 fc0 sc0 ls0 ws0">W opinii Zarządu Jednostki Dominującej, nie istnieją zagrożenia realizacji zamierzeń inwes<span class="_ _2"></span>tycyjnych. Na najbliższy okres<span class="ff1"> </span></div><div class="t m0 x6 he y3a2 ff3 fs3 fc0 sc0 ls0 ws0">zostały <span class="_ _e"></span>zaplanowane <span class="_ _16"></span>działan<span class="_ _2"></span>ia <span class="_ _16"></span>opisane <span class="_ _e"></span>w <span class="_ _4"></span>p<span class="_ _2"></span>unkcie<span class="_ _2"></span><span class="ff1"> <span class="_ _16"></span>9</span>. <span class="_ _e"></span>Poza <span class="_ _16"></span>ś<span class="_ _2"></span>rodkami <span class="_ _16"></span>genero<span class="_ _2"></span>wanymi <span class="_ _16"></span>z <span class="_ _16"></span>d<span class="_ _2"></span>ziałaln<span class="_ _2"></span>ości <span class="_ _16"></span>operacyjn<span class="_ _2"></span>ej, <span class="_ _16"></span>Grupa </div><div class="t m0 x6 he y3a3 ff3 fs3 fc0 sc0 ls0 ws0">posiada <span class="_ _f"> </span>zabezp<span class="_ _2"></span>ieczone <span class="_ _e"></span>finan<span class="_ _2"></span>sowanie <span class="_ _f"> </span>zewnętrzne <span class="_ _f"> </span>w <span class="_ _f"> </span>pos<span class="_ _2"></span>taci <span class="_ _e"> </span>limitó<span class="_ _2"></span>w <span class="_ _e"> </span>kr<span class="_ _2"></span>edytowych <span class="_ _f"> </span>zgodn<span class="_ _2"></span>ie <span class="_ _e"></span>z <span class="_ _f"> </span>umo<span class="_ _2"></span>wami <span class="_ _f"> </span>opisanymi <span class="_ _f"> </span>w </div><div class="t m0 x6 he y3a4 ff1 fs3 fc0 sc0 ls0 ws0">punkcie <span class="ls3">21<span class="ls4">. </span></span> </div><div class="t m0 x6 hc y151 ff2 fs0 fc0 sc0 ls0 ws0">15.<span class="ff8"> <span class="_ _35"> </span></span>INFORMACJA <span class="_ _43"> </span>O <span class="_ _44"> </span>PODSTAWOWYCH<span class="_ _0"></span> <span class="_ _44"> </span>GRUPACH </div><div class="t m0 xc hc y153 ff2 fs0 fc0 sc0 ls0 ws0">TOWAROWYCH </div><div class="t m0 x6 hd y3a5 ff2 fs6 fc0 sc0 ls6 ws0">15.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">GRUPY TOWAROWE </span></span></div><div class="t m0 x6 h6 y3a6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3a7 ff3 fs3 fc0 sc0 ls0 ws0">Spółka oferuje szerok<span class="_ _2"></span>ą gamę asorty<span class="_ _2"></span>mentową sprzedawaną <span class="_ _2"></span>pod własny<span class="_ _2"></span>mi markami:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x5d he y3a8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff1">YATO (<span class="ff3">narzędzia aku<span class="_ _2"></span>mulatorowe, elektryczne, s<span class="_ _2"></span>palinowe, pneumatyczne i<span class="_ _4"></span></span> <span class="ff3">ręczne, artykuły BHP<span class="_ _2"></span></span>),  </span></span></div><div class="t m0 x5d he y3a9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff3">VOREL (narzędzia ręczne <span class="_ _2"></span>warsztatowe i budo<span class="_ _2"></span>wlane), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5d he y3aa ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff3">LUND (elektronarzędzia), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5d he y3ab ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff1">STHOR (<span class="ff3">elektronarzędzia), <span class="_ _2"></span></span> </span></span></div><div class="t m0 x5d he y3ac ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff3">FALA (wyposażenie łazienek<span class="_ _2"></span>),<span class="ff1"> </span></span></span></div><div class="t m0 x5d he y3ad ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _45"> </span><span class="ff3">FLO (ręczne i spalin<span class="_ _2"></span>owe narzędzia o<span class="_ _2"></span>grodowe, elektronarzędzia<span class="_ _2"></span> ogrodowe), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x65 h5c y2de ff1 fs10 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3ae ff3 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _25"> </span>rozp<span class="_ _2"></span>oznawalną <span class="_ _25"> </span>i <span class="_ _25"> </span>wiodącą <span class="_ _25"> </span>marką <span class="_ _25"> </span>Spółki, <span class="_ _25"> </span>generującą <span class="_ _25"> </span>takż<span class="_ _2"></span>e <span class="_ _11"> </span>n<span class="_ _2"></span>ajwyższy <span class="_ _25"> </span>wzrost <span class="_ _25"> </span>sprzedaży <span class="_ _25"> </span>jes<span class="_ _2"></span>t <span class="_ _35"> </span><span class="ff2">YATO<span class="ff1 ls4">. <span class="ls0"> </span></span></span></div><div class="t m0 x6 h7 y3af ff4 fs3 fc0 sc0 ls0 ws0">Od 2012 r. marka YATO posiada największy udział w sprzedaży Spółki.<span class="_ _2"></span><span class="ff1"> <span class="ff3">Składa się na nią szeroka gama wysokiej jakości </span></span></div><div class="t m0 x6 he y3b0 ff3 fs3 fc0 sc0 ls0 ws0">narzędzi <span class="_ _3b"> </span>ręcznych, <span class="_ _3b"> </span>pneumaty<span class="_ _2"></span>cznych <span class="_ _3b"> </span>i <span class="_ _3b"> </span>elektronarzędzi, <span class="_ _3b"> </span>przeznaczony<span class="_ _2"></span>ch <span class="_ _3b"> </span>do <span class="_ _3b"> </span>warsztatów <span class="_ _3b"> </span>samochodowych, <span class="_ _3b"> </span>prac </div></div><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:525.300000px;bottom:858.940000px;width:9.570000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">24<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _4"></span>wykończeniowych <span class="_ _4"></span>i <span class="_ _2"></span>ogrodnictwa. <span class="_ _2"></span>As<span class="_ _2"></span>ortyment <span class="_ _2"></span>YATO <span class="_ _2"></span>to <span class="_ _2"></span>nar<span class="_ _2"></span>zędzia <span class="_ _2"></span>ogólnego <span class="_ _4"></span>zastosowania <span class="_ _2"></span>ora<span class="_ _2"></span>z <span class="_ _2"></span>przyrządy </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">do prac sp<span class="_ _2"></span>ecjalistycznych, które zdobył<span class="_ _2"></span>y uznanie zarówno profesjonalis<span class="_ _2"></span>tów, jak i uży<span class="_ _2"></span>tkowników DIY.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y3b2 ff3 fs3 fc0 sc0 ls0 ws0">Pod <span class="_ _0"></span>marką <span class="_ _3"></span>YATO <span class="_ _0"></span>sprzedawane <span class="_ _0"></span>są <span class="_ _3"></span>m.in. <span class="_ _0"></span>klucze <span class="_ _3"></span>nas<span class="_ _2"></span>adowe, <span class="_ _0"></span>klucze <span class="_ _3"></span>dyn<span class="_ _2"></span>amometryczne <span class="_ _0"></span>i <span class="_ _3"></span>udaro<span class="_ _2"></span>we, <span class="_ _0"></span>wkrętaki, <span class="_ _3"></span>szczypce, <span class="_ _0"></span>klucze </div><div class="t m0 x6 he y3b3 ff3 fs3 fc0 sc0 ls0 ws0">płasko<span class="_ _2"></span><span class="ff1">-</span>oczkowe, <span class="_ _0"></span>młotki, <span class="_ _3"></span>wiert<span class="_ _2"></span>ła, <span class="_ _0"></span>tarcze <span class="_ _0"></span>tnące, <span class="_ _3"></span>arty<span class="_ _2"></span>kuły <span class="_ _3"></span>o<span class="_ _2"></span>świetleniowe <span class="_ _0"></span>i <span class="_ _3"></span>BHP. Sil<span class="_ _0"></span>ną <span class="_ _0"></span>pozycję <span class="_ _0"></span>w <span class="_ _3"></span>as<span class="_ _2"></span>ortymencie <span class="_ _0"></span>marki <span class="_ _3"></span>zajmu<span class="_ _2"></span>je </div><div class="t m0 x6 he y1b2 ff3 fs3 fc0 sc0 ls0 ws0">wyposażenie <span class="_ _e"></span>wars<span class="_ _2"></span>ztatów<span class="ff1"> <span class="_ _f"> </span></span>motoryzacy<span class="_ _2"></span>jnych, <span class="_ _e"></span>takie <span class="_ _f"> </span>jak <span class="_ _e"></span>szafki <span class="_ _e"> </span>i <span class="_ _f"> </span>zestawy <span class="_ _e"> </span>n<span class="_ _2"></span>arzędziowe, <span class="_ _e"></span>pneumatyka<span class="_ _2"></span> <span class="_ _e"></span>oraz <span class="_ _f"> </span>specjalistyczne </div><div class="t m0 x6 he y1b3 ff3 fs3 fc0 sc0 ls0 ws0">narzędzia do naprawy samochodów. Szeroki asortyment produktów YATO obejmuje także urządzenia przeznaczon<span class="_ _2"></span>e dla </div><div class="t m0 x6 he y1b4 ff3 fs3 fc0 sc0 ls0 ws0">instalatorów z b<span class="_ _2"></span>ranży elektrycznej, hydra<span class="_ _2"></span>ulicznej i HVAC<span class="_ _2"></span><span class="ff1">. </span></div><div class="t m0 x6 he y1b5 ff3 fs3 fc0 sc0 ls0 ws0">W 2015 <span class="_ _2"></span>r. o<span class="_ _2"></span>ferta marki <span class="_ _2"></span>YATO <span class="_ _2"></span>został<span class="_ _2"></span>a <span class="_ _2"></span><span class="ff1">roz</span>szerzona <span class="_ _2"></span>o linię <span class="_ _2"></span>elektronarzędzi,<span class="_ _2"></span> która <span class="_ _2"></span>łączy <span class="_ _2"></span>doskonałe parametry<span class="_ _2"></span> techniczne <span class="_ _2"></span>z </div><div class="t m0 x6 he y1b6 ff3 fs3 fc0 sc0 ls0 ws0">wysoką <span class="_ _2"></span>jakoś<span class="_ _2"></span>cią wyko<span class="_ _2"></span>nania. <span class="_ _2"></span>Dostępne <span class="_ _2"></span>są <span class="_ _2"></span>m.in. <span class="_ _2"></span>wiertarko<span class="_ _2"></span><span class="ff1">-</span>w<span class="_ _2"></span>krętarki, <span class="_ _2"></span>młotowiertarki, <span class="_ _2"></span>szlifierki <span class="_ _2"></span>kąto<span class="_ _2"></span>we, pilark<span class="_ _2"></span>i ta<span class="_ _2"></span>rczowe, </div><div class="t m0 x6 he y3b4 ff3 fs3 fc0 sc0 ls0 ws0">wyrzynarki, <span class="_ _33"> </span>frezarki <span class="_ _35"> </span>etc. <span class="_ _35"> </span>Wś<span class="_ _2"></span>ród <span class="_ _35"> </span>elektronarzędzi <span class="_ _33"> </span>YATO <span class="_ _35"> </span>zn<span class="_ _2"></span>ala<span class="_ _2"></span>zły <span class="_ _33"> </span>się <span class="_ _35"> </span>także <span class="_ _35"> </span>urzą<span class="_ _2"></span>dzenia <span class="_ _35"> </span>bezprzewodowe <span class="_ _33"> </span>zasilane </div><div class="t m0 x6 he y3b5 ff3 fs3 fc0 sc0 ls0 ws0">jednakowym <span class="_ _4"></span>typem <span class="_ _2"></span>ak<span class="_ _2"></span>umulatora, <span class="_ _4"></span>tworząc <span class="_ _4"></span>uniwersalną <span class="_ _4"></span>i <span class="_ _4"></span>wygodną <span class="_ _4"></span>dla <span class="_ _2"></span>u<span class="_ _2"></span>żytkowników <span class="_ _2"></span>p<span class="_ _2"></span>latformę <span class="_ _2"></span>narzędzi <span class="_ _4"></span>stos<span class="_ _2"></span>owanych </div><div class="t m0 x6 he y3b6 ff1 fs3 fc0 sc0 ls0 ws0">w  budo<span class="_ _2"></span>wnictwie,  warszt<span class="_ _2"></span>acie  i <span class="_ _1e"> </span>ogrodzie. <span class="_ _1e"> </span>Od <span class="_ _1e"> </span>2017 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>w <span class="_ _1e"> </span>ofercie  Y<span class="_ _4"></span><span class="ff3">ATO  do<span class="_ _2"></span>stępny <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>również  prof<span class="_ _2"></span>esjonalny <span class="_ _1e"> </span>sprzęt </span></div><div class="t m0 x6 he y3b7 ff1 fs3 fc0 sc0 ls0 ws0">gastronomiczny <span class="_ _f"> </span>dla<span class="_ _2"></span> <span class="ff3">branży <span class="_ _f"> </span>HoReCa: <span class="_ _e"></span>urzą<span class="_ _2"></span>dzenia <span class="_ _f"> </span>chłodnicze, <span class="_ _f"> </span>stoł<span class="_ _2"></span>y <span class="_ _e"></span>robocze, <span class="_ _f"> </span>termosy<span class="_ _2"></span> <span class="_ _e"></span>transp<span class="_ _2"></span>ortowe, <span class="_ _e"></span>fryto<span class="_ _2"></span>wnice, <span class="_ _e"></span>grille, </span></div><div class="t m0 x6 he y3b8 ff1 fs3 fc0 sc0 ls0 ws0">maszynki do<span class="_ _2"></span> <span class="ff3">mięsa, garnki, p<span class="_ _2"></span>atelnie i</span> wiele innych.<span class="_ _2"></span> </div><div class="t m0 x6 he ya2 ff3 fs3 fc0 sc0 ls0 ws0">Narzędzia YATO wykon<span class="_ _2"></span>ane są <span class="_ _2"></span>z wysokiej jakoś<span class="_ _2"></span>ci stali stop<span class="_ _2"></span>owych, z użyciem nowocz<span class="_ _2"></span>esnych techno<span class="_ _2"></span>logii: obróbki ciepln<span class="_ _2"></span>ej </div><div class="t m0 x6 he y3b9 ff3 fs3 fc0 sc0 ls0 ws0">i chemicznej. Spółka stale poszerza asortyment, wprowadzając rocznie kilkaset nowych <span class="_ _0"></span>produktów. Przy doborze oferty </div><div class="t m0 x6 he y3ba ff3 fs3 fc0 sc0 ls0 ws0">brane jest pod uwagę zastosowanie produktów w nowoczesny<span class="_ _2"></span>m przemyśle budowlanym i samochodowym oraz trendy </div><div class="t m0 x6 he y3bb ff3 fs3 fc0 sc0 ls0 ws0">rynkowe w <span class="_ _0"></span>obsługiwanych kanałach sprzedaży. Dzięki <span class="_ _0"></span>temu <span class="_ _0"></span>marka<span class="ff1"> </span>YATO jest <span class="_ _0"></span>dobrze postrzegana <span class="_ _0"></span>na rynku z<span class="_ _0"></span>arówno pod </div><div class="t m0 x6 he y3bc ff3 fs3 fc0 sc0 ls0 ws0">względem jakości, jak <span class="_ _2"></span>i ceny oferowanych prod<span class="_ _2"></span>uktów.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y3bd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3be ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki YATO stanowiły <span class="_ _2"></span><span class="ff2">76</span>% p<span class="_ _2"></span>rzychodów Grup<span class="_ _2"></span>y w 20<span class="ff2">23 r. (75%<span class="_ _2"></span> w 2022 r.).<span class="_ _2"></span> </span></div><div class="t m0 xd1 h7 y3bf ff2 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3a2 ff4 fs3 fc0 sc0 ls0 ws0">VOREL <span class="_ _4"></span>to <span class="_ _16"></span>marka, <span class="_ _16"></span>która <span class="_ _16"></span>przez <span class="_ _4"></span>ok. <span class="_ _16"></span>10 <span class="_ _4"></span>lat <span class="_ _4"></span>p<span class="_ _2"></span>osiadała <span class="_ _4"></span>najwięk<span class="_ _2"></span>szy <span class="_ _4"></span>udział <span class="_ _16"></span>w <span class="_ _4"></span>sprzed<span class="_ _2"></span>aży <span class="_ _4"></span>produktów <span class="_ _16"></span>Spółki. <span class="_ _e"></span><span class="ff1">As<span class="_ _2"></span>ortyment <span class="_ _4"></span>tej </span></div><div class="t m0 x6 he y2ef ff1 fs3 fc0 sc0 ls0 ws0">marki <span class="_ _11"> </span>obejmuje <span class="_ _11"> </span><span class="ff3">n<span class="_ _2"></span>arzędzia <span class="_ _11"> </span>ręczne <span class="_ _11"> </span>i <span class="_ _11"> </span>pneumaty<span class="_ _2"></span>czne <span class="_ _11"> </span>niezbędne <span class="_ _11"> </span>w <span class="_ _11"> </span>pracach<span class="_ _2"></span> <span class="_ _11"> </span>warsztatowych, <span class="_ _11"> </span>bu<span class="_ _2"></span>dowlanych <span class="_ _11"> </span>oraz<span class="_ _4"></span></span> do </div><div class="t m0 x6 he y3c0 ff3 fs3 fc0 sc0 ls0 ws0">zastosowań<span class="_ _2"></span> <span class="_ _19"> </span>domowych. <span class="_ _1a"> </span>W<span class="ff1"> </span>ofercie <span class="_ _1a"> </span>VOREL <span class="_ _19"> </span>zn<span class="_ _2"></span>ajdują <span class="_ _19"> </span>s<span class="_ _2"></span>ię <span class="_ _19"> </span>urządzenia <span class="_ _1a"> </span>dla<span class="_ _2"></span><span class="ff1"> </span>szerokiego <span class="_ _1a"> </span>grona <span class="_ _19"> </span>fach<span class="_ _2"></span>owców <span class="_ _19"> </span>(elektrykó<span class="_ _2"></span>w, </div><div class="t m0 x6 he y3c1 ff3 fs3 fc0 sc0 ls0 ws0">ślusarzy, serwisan<span class="_ _2"></span>tów, spawaczy, hyd<span class="_ _2"></span>raulików, brukarzy, tynkarzy<span class="_ _2"></span>,<span class="_ _2"></span> glazurników), a<span class="_ _2"></span><span class="ff1"> </span>także hobbystów. Są to n<span class="_ _2"></span>p.<span class="ffe fs4"> </span>wkrętaki </div><div class="t m0 x6 he y2f2 ff3 fs3 fc0 sc0 ls0 ws0">i końcówki <span class="_ _0"></span>wkrętakowe, szczypce, <span class="_ _0"></span>klucze do <span class="_ _0"></span>rur, młotki, <span class="_ _0"></span>dłuta, <span class="_ _0"></span>przecinaki i<span class="ff1"> </span>siekiery, ściski, <span class="_ _0"></span>imadła, palniki <span class="_ _0"></span>gazowe, <span class="_ _0"></span>strugi, </div><div class="t m0 x6 he y2f3 ff3 fs3 fc0 sc0 ls0 ws0">przyrządy do cię<span class="_ _0"></span>cia glazury, <span class="_ _0"></span>drabiny, miary, <span class="_ _0"></span>poziomnice, torby <span class="_ _0"></span>narzędziowe itp. <span class="_ _0"></span>Wśród narzędzi <span class="_ _0"></span>pneumatycznych można </div><div class="t m0 x6 he y3c2 ff3 fs3 fc0 sc0 ls0 ws0">znaleźć <span class="_ _2"></span>m.in. <span class="_ _4"></span>szlifierki, <span class="_ _2"></span>klucze <span class="_ _2"></span>ud<span class="_ _2"></span>arowe, <span class="_ _2"></span>nożyce <span class="_ _2"></span>ką<span class="_ _2"></span>towe, <span class="_ _2"></span>pistolety <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>przedmuchiwania <span class="_ _4"></span>ora<span class="_ _2"></span><span class="ff1">z <span class="_ _4"></span>grzechotki. <span class="_ _4"></span></span>Gama <span class="_ _2"></span>narzędzi </div><div class="t m0 x6 he y3c3 ff1 fs3 fc0 sc0 ls0 ws0">VOREL <span class="ff3">obejmuje ró<span class="_ _2"></span>wnież prod<span class="_ _2"></span>ukty służące do<span class="_ _2"></span></span> <span class="ff3">utrzymania porzą<span class="_ _2"></span>dku w</span> d<span class="_ _2"></span>omu i warsztacie.<span class="_ _2"></span><span class="ffe fs4"> </span></div><div class="t m0 x6 h7 y3c4 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki VOREL stanowiły <span class="_ _2"></span><span class="ff2">13</span>% p<span class="_ _2"></span>rzychodów Gr<span class="_ _2"></span>upy w 20<span class="ff2">23 r. (<span class="_ _2"></span>13% w 2022 r.).<span class="_ _2"></span> </span></div><div class="t m0 x6 h7 y3c5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa3 he y3c6 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3c7 ff2 fs3 fc0 sc0 ls0 ws0">Marka <span class="_ _f"> </span>LUND <span class="_ _f"> </span><span class="ff3">pows<span class="_ _2"></span>tała <span class="_ _f"> </span>w <span class="_ _e"></span>p<span class="_ _2"></span>ołowie <span class="_ _f"> </span>2010 <span class="_ _f"> </span>r. <span class="_ _f"> </span>i <span class="_ _e"> </span>o<span class="_ _2"></span>feruje <span class="_ _f"> </span>urządzen<span class="_ _2"></span>ia <span class="_ _e"> </span>AG<span class="_ _2"></span>D, <span class="_ _f"> </span>wśród <span class="_ _f"> </span>których <span class="_ _f"> </span>znalazł<span class="_ _2"></span>y <span class="_ _f"> </span>się <span class="_ _e"> </span>miks<span class="_ _2"></span>ery, <span class="_ _e"></span>b<span class="_ _2"></span>lendery, </span></div><div class="t m0 x6 he y3c8 ff3 fs3 fc0 sc0 ls0 ws0">frytkownice, opiekacze, a<span class="_ _2"></span> także odkurza<span class="_ _2"></span>cze, żelazka, mopy, o<span class="_ _2"></span>czyszczacze powietrza. <span class="_ _4"></span>Wielofunkcy<span class="_ _2"></span>jne i łatwe w<span class="_ _2"></span><span class="ff1"> </span>obsłu<span class="_ _2"></span>dze </div><div class="t m0 x6 he y3c9 ff3 fs3 fc0 sc0 ls0 ws0">sprzęty <span class="_ _e"></span>LUND <span class="_ _e"></span>usprawniają <span class="_ _16"></span>codzienne <span class="_ _e"></span>czynnoś<span class="_ _2"></span>ci, <span class="_ _16"></span>takie <span class="_ _e"></span>jak <span class="_ _16"></span>gotowanie <span class="_ _e"></span>i<span class="_ _2"></span><span class="ff1"> dbanie <span class="_ _e"></span>o </span>porządek <span class="_ _e"></span>w<span class="ff1"> domu, <span class="_ _e"></span>a <span class="_ _16"></span>ich <span class="_ _e"></span>nowoczesny </span></div><div class="t m0 x6 he y3ca ff3 fs3 fc0 sc0 ls0 ws0">design <span class="_ _4"></span>sprawia, <span class="_ _4"></span>że <span class="_ _4"></span>mogą <span class="_ _4"></span>być <span class="_ _4"></span>ozdobą<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span></span>każdego <span class="_ _4"></span>wnętrza.<span class="ff1"> <span class="_ _2"></span></span>Du<span class="_ _2"></span>żą <span class="_ _4"></span>popularn<span class="_ _2"></span>ością <span class="_ _4"></span>wśród <span class="_ _4"></span>użytkowników <span class="_ _2"></span>ci<span class="_ _2"></span>eszą <span class="_ _4"></span>się <span class="_ _2"></span>ogrod<span class="_ _2"></span>owe </div><div class="t m0 x6 he y3cb ff3 fs3 fc0 sc0 ls0 ws0">grille węglowe i gazowe.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y118 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki LUND stanowiły <span class="_ _2"></span><span class="ff2">4</span>%<span class="_ _2"></span> przychodów Gru<span class="_ _2"></span>py w 20<span class="ff2">23 r<span class="_ _2"></span>. (4% w <span class="ls3">20</span>22 <span class="ls26">r.<span class="ls27">).</span></span> </span></div><div class="t m0 x6 h7 y3cc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3cd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x65 he y3ce ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3cf ff1 fs3 fc0 sc0 ls0 ws0">Marka <span class="_ _4"></span><span class="ff2">STHOR</span> <span class="_ _4"></span><span class="ff3">jest <span class="_ _16"></span>skierowana <span class="_ _16"></span>do <span class="_ _4"></span>wymagających <span class="_ _16"></span>majsterkowiczów. <span class="_ _4"></span>Obej<span class="_ _2"></span>muje <span class="_ _4"></span>elektronarzędzia <span class="_ _4"></span>p<span class="_ _2"></span>rzeznaczone <span class="_ _4"></span>do <span class="_ _4"></span>prac<span class="_ _2"></span> </span></div><div class="t m0 x6 he y3d0 ff1 fs3 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _e"> </span>remontowych<span class="_ _2"></span> <span class="_ _e"></span>i<span class="_ _2"></span> <span class="ff3">wykończeniowych. <span class="_ _e"></span>W<span class="_ _2"></span></span> <span class="ff3">asortymenci<span class="_ _2"></span>e <span class="_ _e"></span>STHOR <span class="_ _e"></span>znajdują <span class="_ _e"></span>się <span class="_ _e"></span>r<span class="_ _2"></span>ównież <span class="_ _e"></span>zestawy <span class="_ _e"></span>narzędzio<span class="_ _2"></span>we </span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x2 y3d1 w3 h5e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">25<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _4"></span>akcesoria <span class="_ _4"></span>i<span class="_ _2"></span> <span class="ff3">sprzęt <span class="_ _4"></span>do</span> <span class="ff3">pracy <span class="_ _4"></span>w <span class="_ _4"></span>garażu <span class="_ _4"></span>i <span class="_ _4"></span>domowym <span class="_ _4"></span>warszt<span class="_ _2"></span>acie, <span class="_ _4"></span>np. <span class="_ _4"></span>odkurzacze, <span class="_ _4"></span>pros<span class="_ _2"></span>towniki, <span class="_ _4"></span>przedłużacze, <span class="_ _4"></span>zesta<span class="_ _2"></span>wy<span class="_ _0"></span> </span></div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">końcówek śrubokr<span class="_ _2"></span>ętowych, wiertła. Prod<span class="_ _2"></span>ukty STHOR wyróżnia <span class="_ _2"></span>ergonomia pracy poł<span class="_ _2"></span>ączona z przystęp<span class="_ _2"></span>nymi cenami.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y1b0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1b1 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki STHOR stanowiły <span class="_ _2"></span><span class="ff2">2</span>% p<span class="_ _2"></span>rzychodów Grup<span class="_ _2"></span>y w 20<span class="ff2">23 r. (<span class="_ _2"></span>3% w 2022 r.) </span></div><div class="t m0 x6 h7 y30b ff2 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 xd1 he y3d2 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3d3 ff3 fs3 fc0 sc0 ls0 ws0">Spółka  pod <span class="_ _10"> </span>marką  <span class="ff2">FALA<span class="ff1"> <span class="_ _f"> </span></span></span>s<span class="_ _2"></span>przedaje  e<span class="_ _0"></span>lementy  wyposażenia  łazienek<span class="ff1">  i <span class="_ _f"> </span>ku<span class="_ _2"></span>chni.  Oferta <span class="_ _f"> </span>p<span class="_ _2"></span>rodukt<span class="_ _2"></span>owa <span class="_ _10"> </span>obejmuje  baterie </span></div><div class="t m0 x6 he y3d4 ff1 fs3 fc0 sc0 ls0 ws0">umywalkowe <span class="_ _4"></span>i <span class="_ _4"></span>zlewozmywakowe, <span class="_ _4"></span>pan<span class="_ _2"></span>ele <span class="_ _2"></span>p<span class="_ _2"></span>rysznicowe <span class="_ _4"></span>oraz<span class="_ _2"></span> <span class="ff3">s<span class="_ _2"></span>zeroki <span class="_ _4"></span>wybór <span class="_ _4"></span>odpływów <span class="_ _4"></span>liniowych. <span class="_ _4"></span>Produkto<span class="_ _2"></span>m <span class="_ _4"></span>zebranym </span></div><div class="t m0 x6 he y3d5 ff1 fs3 fc0 sc0 ls0 ws0">w unikalne <span class="_ _4"></span><span class="ff3">kolekcje <span class="_ _4"></span>to<span class="_ _2"></span>warzyszą <span class="_ _4"></span>akces<span class="_ _2"></span>oria <span class="_ _4"></span>dopełniające <span class="_ _4"></span>as<span class="_ _2"></span>ortyment <span class="_ _4"></span>marki, <span class="_ _4"></span>takie <span class="_ _4"></span>jak <span class="_ _4"></span>węże <span class="_ _4"></span>p<span class="_ _2"></span>rzyłączeniowe, <span class="_ _4"></span>uchwyty <span class="_ _4"></span>na </span></div><div class="t m0 x6 he y3d6 ff3 fs3 fc0 sc0 ls0 ws0">ręczniki, <span class="_ _3"></span>ko<span class="_ _2"></span>rki, <span class="_ _0"></span>słuchawki <span class="_ _3"></span>pry<span class="_ _2"></span>sznicowe, <span class="_ _3"></span>pompy,<span class="_ _2"></span> <span class="_ _3"></span>pod<span class="_ _2"></span>grzewacze, <span class="_ _0"></span>wagi <span class="_ _3"></span>łazienko<span class="_ _2"></span>we.<span class="_ _2"></span><span class="ffe fs4"> <span class="_ _3"></span> <span class="_ _3"></span><span class="ff1 fs3">Nowocz<span class="_ _2"></span>esne <span class="_ _0"></span>wzornictwo <span class="_ _3"></span>i<span class="_ _2"></span> <span class="ff3">przemyślan<span class="_ _2"></span>e </span></span></span></div><div class="t m0 x6 he y3d7 ff3 fs3 fc0 sc0 ls0 ws0">rozwiązania sp<span class="_ _2"></span>rawiają, że produkt<span class="_ _2"></span>y FALA tworzą funkcjon<span class="_ _2"></span>alną przestrzeń d<span class="_ _2"></span>opasowaną do potrzeb u<span class="_ _2"></span>żytkowników.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y3d8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3d9 ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki FALA stanowiły <span class="_ _2"></span><span class="ff2">2</span>% p<span class="_ _2"></span>rzychodów Grupy w <span class="_ _2"></span><span class="ff2 ls3">202<span class="ls0">3 <span class="ls28">i <span class="_ _2"></span></span></span>20<span class="ls0">22 r.  </span></span></div><div class="t m0 x6 h7 y3da ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3db ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3dc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd h7 y3dd ff2 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3de ff2 fs3 fc0 sc0 ls29 ws0">FLO <span class="_ _25"> </span><span class="ff4 ls0">to <span class="_ _25"> </span>marka <span class="_ _25"> </span>obejmująca <span class="_ _25"> </span>b<span class="_ _2"></span>ogaty <span class="_ _25"> </span>asortyment <span class="_ _25"> </span><span class="ff3">n<span class="_ _2"></span>arzędzi<span class="ff2"> <span class="_ _25"> </span></span>ręcznych,<span class="ff2"> <span class="_ _25"> </span></span>u<span class="_ _2"></span>rządzeń <span class="_ _25"> </span><span class="ff1">elektrycznych <span class="_ _25"> </span>i <span class="_ _25"> </span>akumulatorowych </span></span></span></div><div class="t m0 x6 h6 y3df ff3 fs3 fc0 sc0 ls0 ws0">przeznaczonych<span class="_ _2"></span> <span class="_ _e"></span>do <span class="_ _e"></span>pracy <span class="_ _e"></span>w <span class="_ _e"></span>ogrodzie <span class="_ _f"> </span>oraz <span class="_ _e"></span>pielęgnacji <span class="_ _f"> </span>roślin <span class="_ _e"></span>taraso<span class="_ _2"></span>wych <span class="_ _e"></span>i<span class="_ _2"></span><span class="ff1"> balko<span class="_ _2"></span>nowych.<span class="fs2"> <span class="_ _e"></span></span></span>Produ<span class="_ _2"></span>kty <span class="_ _e"></span>oferowane <span class="_ _e"> </span>p<span class="_ _2"></span>od <span class="_ _e"></span>tą </div><div class="t m0 x6 he y3e0 ff3 fs3 fc0 sc0 ls0 ws0">marką <span class="_ _4"></span>to<span class="_ _2"></span> <span class="_ _4"></span>m.in. <span class="_ _4"></span>s<span class="_ _2"></span>ekatory, <span class="_ _4"></span>piły <span class="_ _4"></span>do <span class="_ _4"></span>gałęzi, <span class="_ _16"></span>szpadle, <span class="_ _4"></span>grabie, <span class="_ _16"></span>węże, <span class="_ _4"></span>kosze <span class="_ _16"></span>ogrodowe, <span class="_ _16"></span>rękawice. <span class="_ _4"></span>Wśród <span class="_ _e"></span>elektronarzędzi <span class="_ _16"></span>FLO </div><div class="t m0 x6 he y3e1 ff3 fs3 fc0 sc0 ls0 ws0">znalazły się noży<span class="_ _2"></span>ce do żywopłotu, p<span class="_ _2"></span>ilarki łańcuchowe, wertykulat<span class="_ _2"></span>ory, pompy, opryskiwacze itp.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y3e2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y12b ff4 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów m<span class="_ _2"></span>arki FLO stanowiły <span class="_ _2"></span><span class="ff2">2</span>%<span class="_ _2"></span> przychodów Gru<span class="_ _2"></span>py w 20<span class="ff2">23 r<span class="_ _2"></span>. (2% w 2022 r). </span></div><div class="t m0 x6 h7 y3a4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y3e3 ff2 fs6 fc0 sc0 ls6 ws0">15.2.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">SPRZEDAŻ WG GRUP<span class="_ _0"></span> TOWAROWYCH<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y3e4 ff1 fs3 fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3e5 ff3 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _4"></span>rentowną <span class="_ _16"></span>marką <span class="_ _4"></span>jest <span class="_ _4"></span>YATO. <span class="_ _4"></span>Grupa <span class="_ _4"></span>coroczn<span class="_ _2"></span>ie <span class="_ _4"></span>odnotowuje <span class="_ _4"></span>wzros<span class="_ _2"></span>t <span class="_ _4"></span>wolumenu <span class="_ _4"></span>sp<span class="_ _2"></span>rzedaży <span class="_ _4"></span>tej <span class="_ _4"></span>marki <span class="_ _4"></span>na <span class="_ _4"></span>ryn<span class="_ _2"></span>ku </div><div class="t m0 x6 he y3e6 ff1 fs3 fc0 sc0 ls0 ws0">krajowym i zagraniczn<span class="_ _2"></span>ym<span class="ls4">. </span> </div><div class="t m0 x6 he y3e7 ff3 fs3 fc0 sc0 ls0 ws0">Wartość przy<span class="_ _2"></span>chodów ze sprzedaży w działalności podstawowej Grupy<span class="_ _2"></span> Kapitałowej w podziale na sprzedawan<span class="_ _2"></span>e marki za </div><div class="t m0 x6 he y3e8 ff3 fs3 fc0 sc0 ls0 ws0">każdy rok o<span class="_ _2"></span>brotowy przedstawia poniższ<span class="_ _2"></span><span class="ff1">a <span class="_ _2"></span>tabela: </span></div><div class="t m0 x6 he y3e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2b0 ff4 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _33"> </span>i <span class="_ _35"> </span>wielkość <span class="_ _35"> </span>przych<span class="_ _2"></span>odów <span class="_ _35"> </span>ze <span class="_ _33"> </span>sprzedaży <span class="_ _35"> </span>z <span class="_ _33"> </span>działalności <span class="_ _35"> </span>podstawowe<span class="_ _2"></span>j <span class="_ _35"> </span>(han<span class="_ _2"></span>dlowej) <span class="_ _35"> </span>Grup<span class="_ _2"></span>y <span class="_ _35"> </span>Kapitałowej <span class="_ _4"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y2b1 ff2 fs3 fc0 sc0 ls0 ws0">w podziale na mar<span class="_ _2"></span>ki. </div><div class="t m0 x6 h6 y3ea ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y176 w4e h5f"><div class="t m0 x31 h16 y6b ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xd2 y176 w4f h5f"><div class="t m0 xd3 h16 y6b ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xd4 y176 w50 h5f"><div class="t m0 x48 h16 y6b ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xd5 y176 w51 h5f"><div class="t m0 xd3 h16 y6b ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c x3c y176 w52 h5f"><div class="t m0 xd6 h16 y6b ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y3eb w4e h41"><div class="t m0 x31 h18 y21d ff1 fsb fc3 sc0 ls0 ws0"> </div></div><div class="c xd2 y3eb w4f h41"><div class="t m0 xd h18 y69 ff3 fsb fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xd4 y3eb w50 h41"><div class="t m0 x37 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">% </div></div><div class="c xd5 y3eb w51 h41"><div class="t m0 xd h18 y69 ff3 fsb fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c x3c y3eb w52 h41"><div class="t m0 x37 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y3ec w4e h60"><div class="t m0 x31 h18 y21d ff1 fsb fc0 sc0 ls0 ws0">YATO </div></div><div class="c xd2 y3ec w4f h60"><div class="t m0 x5d h18 y21d ff1 fsb fc0 sc0 ls0 ws0">559 991 </div></div><div class="c xd4 y3ec w50 h60"><div class="t m0 x44 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">76%<span class="ls0"> </span></div></div><div class="c xd5 y3ec w51 h60"><div class="t m0 x5d h18 y21d ff1 fsb fc0 sc0 ls0 ws0">573 320 </div></div><div class="c x3c y3ec w52 h60"><div class="t m0 x44 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">75%<span class="ls0"> </span></div></div><div class="c x6 y3ed w4e h41"><div class="t m0 x31 h18 y3ee ff1 fsb fc0 sc0 ls0 ws0">VOREL </div></div><div class="c xd2 y3ed w4f h41"><div class="t m0 xc h18 y3ee ff1 fsb fc0 sc0 ls0 ws0">94 611 </div></div><div class="c xd4 y3ed w50 h41"><div class="t m0 x44 h18 y3ee ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c xd5 y3ed w51 h41"><div class="t m0 x5d h18 y3ee ff1 fsb fc0 sc0 ls0 ws0">102 778 </div></div><div class="c x3c y3ed w52 h41"><div class="t m0 x44 h18 y3ee ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c x6 y3ef w4e h41"><div class="t m0 x31 h18 y21d ff1 fsb fc0 sc0 ls0 ws0">LUND </div></div><div class="c xd2 y3ef w4f h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">26 745 </div></div><div class="c xd4 y3ef w50 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xd5 y3ef w51 h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">27 183 </div></div><div class="c x3c y3ef w52 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c x6 y3f0 w4e h41"><div class="t m0 x31 h18 y21d ff1 fsb fc0 sc0 ls0 ws0">FALA </div></div><div class="c xd2 y3f0 w4f h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">16 166 </div></div><div class="c xd4 y3f0 w50 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xd5 y3f0 w51 h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">17 749 </div></div><div class="c x3c y3f0 w52 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x6 y3f1 w4e h41"><div class="t m0 x31 h18 y21d ff1 fsb fc0 sc0 ls0 ws0">FLO </div></div><div class="c xd2 y3f1 w4f h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">15 419 </div></div><div class="c xd4 y3f1 w50 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xd5 y3f1 w51 h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">15 625 </div></div><div class="c x3c y3f1 w52 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x6 y3f2 w4e h41"><div class="t m0 x31 h18 y21d ff1 fsb fc0 sc0 ls0 ws0">STHOR </div></div><div class="c xd2 y3f2 w4f h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">15 065 </div></div><div class="c xd4 y3f2 w50 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xd5 y3f2 w51 h41"><div class="t m0 xc h18 y21d ff1 fsb fc0 sc0 ls0 ws0">19 065 </div></div><div class="c x3c y3f2 w52 h41"><div class="t m0 x55 h18 y21d ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c x6 y3f3 w4e h61"><div class="t m0 x31 h18 y69 ff3 fsb fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xd2 y3f3 w4f h61"><div class="t m0 xd h18 y3f4 ff1 fsb fc0 sc0 ls0 ws0">4 399 </div></div><div class="c xd4 y3f3 w50 h61"><div class="t m0 x55 h18 y3f4 ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xd5 y3f3 w51 h61"><div class="t m0 xd h18 y3f4 ff1 fsb fc0 sc0 ls0 ws0">6 870 </div></div><div class="c x3c y3f3 w52 h61"><div class="t m0 x55 h18 y3f4 ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y23a w4e h61"><div class="t m0 x31 h16 y3f5 ff2 fsb fc0 sc0 ls0 ws0">SUMA </div></div><div class="c xd2 y23a w4f h61"><div class="t m0 x5d h16 y3f5 ff2 fsb fc0 sc0 ls0 ws0">732 396 </div></div><div class="c xd4 y23a w50 h61"><div class="t m0 x30 h16 y3f5 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls1a">  <span class="ls0"> </span></span></div></div><div class="c xd5 y23a w51 h61"><div class="t m0 x5d h16 y3f5 ff2 fsb fc0 sc0 ls0 ws0">762 590 </div></div><div class="c x3c y23a w52 h61"><div class="t m0 x30 h16 y3f5 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls1a">  <span class="ls0"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x2 y3f6 w3 h62" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">26<span class="ls0"> </span></div><div class="t m0 x6 h6 y60 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3f7 ff2 fs0 fc0 sc0 ls0 ws0">16.<span class="ff8"> <span class="_ _35"> </span></span>INFORMACJA O PODSTAWO<span class="_ _0"></span>WYCH RYNKACH<span class="_ _0"></span> ZBYTU </div><div class="t m0 x6 hd y3f8 ff2 fs6 fc0 sc0 ls6 ws0">16.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">STRUKTURA SPRZE<span class="_ _0"></span>DAŻY<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y3f9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3fa ff3 fs3 fc0 sc0 ls0 ws0">Główne kanały d<span class="_ _2"></span>ystrybucji Grupy Ka<span class="_ _2"></span>pitałowej TOYA S.A. to:<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y9b ff1 fs3 fc0 sc0 ls0 ws0">a) rynki lokalne (Pols<span class="_ _2"></span>ka, Rumunia i Chiny):<span class="_ _2"></span> </div><div class="t m0 x57 he y3fb ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _13"> </span><span class="ff1">rynek h<span class="_ _2"></span>urtowy, tj. dystrybu<span class="_ _2"></span>torzy, hurtownie i sklepy<span class="_ _2"></span> </span></span></div><div class="t m0 x57 he y3fc ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _13"> </span><span class="ff1">sieci han<span class="_ _2"></span>dlowe </span></span></div><div class="t m0 x57 he y3fd ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _13"> </span><span class="ff3">sprzed<span class="_ _2"></span>aż <span class="ff1">detaliczna <span class="_ _2"></span></span>–<span class="ff1"> </span>głównie sprzedaż<span class="_ _2"></span> w kanale online, w tym p<span class="_ _2"></span>oprzez własny <span class="_ _2"></span><span class="ff1">sklep intern<span class="_ _2"></span>etowy, </span></span></span></div><div class="t m0 x6 he y247 ff1 fs3 fc0 sc0 ls0 ws0">b) eksport.<span class="_ _2"></span> </div><div class="t m0 x6 he y248 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3fe ff3 fs3 fc0 sc0 ls0 ws0">Największą część sprzedaży Grupa Kapita<span class="_ _2"></span>łowa TOYA S.A. realizuje poprzez hurtowy kanał dys<span class="_ _2"></span>trybucji w Polsce, Rumunii </div><div class="t m0 x6 he y3ff ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _0"></span>Chinach (49<span class="_ _0"></span><span class="ff3">% <span class="_ _0"></span>udział segme<span class="_ _0"></span>ntu<span class="_ _2"></span> <span class="_ _0"></span>„<span class="ff1">R</span>ynek hurtowy” <span class="_ _0"></span>w <span class="_ _0"></span>przychodach <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży w <span class="_ _0"></span>20<span class="ff1">23 <span class="_ _0"></span><span class="ff3">r., <span class="_ _0"></span>rentowność <span class="_ _0"></span>w <span class="_ _0"></span>20<span class="ff1">23 <span class="_ _0"></span><span class="ff3">r. wyniosła </span></span></span></span></span></div><div class="t m0 x6 he y400 ff1 fs3 fc0 sc0 ls0 ws0">35<span class="ff3">%). <span class="_ _14"> </span>Drugim <span class="_ _14"> </span>kanałem <span class="_ _3b"> </span>d<span class="_ _2"></span>ystrybucji <span class="_ _14"> </span>Grupy, <span class="_ _14"> </span>pod <span class="_ _14"> </span>względem <span class="_ _3b"> </span>ud<span class="_ _2"></span>ziału <span class="_ _14"> </span>w <span class="_ _14"> </span>sprzedaży, <span class="_ _3b"> </span>jest <span class="_ _14"> </span>segment <span class="_ _14"> </span>„<span class="_ _2"></span></span>E<span class="_ _2"></span><span class="ff3">ksport” <span class="_ _14"> </span></span>-  </div><div class="t m0 x6 he y401 ff1 fs3 fc0 sc0 ls0 ws0">w 202<span class="_ _0"></span>3 <span class="ff3">r. <span class="_ _0"></span>udział w <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>wyniósł <span class="ff1">33</span>% <span class="_ _0"></span>przy rentowności <span class="ff1 ls3">29<span class="ls0">%<span class="_ _0"></span>. Dystrybucja przez <span class="_ _0"></span>sieci h<span class="_ _0"></span>andlowe na <span class="_ _0"></span>rynkach lokalnych </span></span></span></div><div class="t m0 x6 he y402 ff1 fs3 fc0 sc0 ls0 ws0">(Polska i Rumunia<span class="_ _2"></span><span class="ff3">) stanowiła</span> 11<span class="ff3">% przy rentownoś<span class="_ _2"></span>ci </span><span class="ls3">28<span class="ls7">%.</span></span> W<span class="_ _2"></span> 2023 <span class="ff3">r. udział<span class="_ _2"></span> sprzedaży sklepu internetowego<span class="_ _2"></span></span> <span class="ff3">wyniósł </span>7%,<span class="_ _2"></span> </div><div class="t m0 x6 he y403 ff3 fs3 fc0 sc0 ls0 ws0">przy rentowności <span class="_ _2"></span><span class="ff1 ls3">50<span class="ls7">%.<span class="_ _2"></span><span class="ls0"> </span></span></span></div><div class="t m0 x6 he y404 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y16c ff3 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _2"></span>granicą <span class="_ _2"></span>Polski <span class="_ _2"></span>towary <span class="_ _2"></span>są <span class="_ _2"></span>wprowadzane <span class="_ _2"></span>na <span class="_ _2"></span>rynek <span class="_ _2"></span>z <span class="_ _2"></span>wykorzystaniem <span class="_ _2"></span>spółek <span class="_ _2"></span>zależny<span class="_ _2"></span>ch <span class="_ _2"></span>Toya Romania <span class="_ _2"></span>S.A., <span class="_ _2"></span>YATO <span class="_ _2"></span>Tools </div><div class="t m0 x6 he y405 ff1 fs3 fc0 sc0 ls0 ws0">(Shanghai) <span class="_ _e"></span><span class="ls2a">i <span class="_ _16"></span></span>YATO <span class="_ _e"></span>Tools <span class="_ _16"></span>(Jiaxi<span class="_ _2"></span>ng) <span class="_ _16"></span><span class="ff3">oraz <span class="_ _e"></span>dystrybu<span class="_ _2"></span>torów <span class="_ _16"></span>i <span class="_ _16"></span>przedstawicieli<span class="_ _2"></span></span> <span class="_ _e"></span>handlowych<span class="ff3">. <span class="_ _e"></span>Tak <span class="_ _16"></span>zróżn<span class="_ _2"></span>icowana <span class="_ _16"></span>sieć <span class="_ _e"></span>sprzedaży </span></div><div class="t m0 x6 he y406 ff3 fs3 fc0 sc0 ls0 ws0">zapewnia <span class="_ _16"></span>możliwość <span class="_ _16"></span>dotarcia<span class="_ _2"></span> <span class="_ _4"></span>d<span class="_ _2"></span>o <span class="_ _4"></span>szerokiego <span class="_ _16"></span>ryn<span class="_ _2"></span>ku, <span class="_ _4"></span>pro<span class="_ _2"></span>fesjonalną <span class="_ _16"></span>obsługę <span class="_ _16"></span>oraz <span class="_ _16"></span>optymalizację <span class="_ _16"></span>dos<span class="_ _2"></span>tępności <span class="_ _16"></span>całej <span class="_ _16"></span>gamy </div><div class="t m0 x6 he y407 ff3 fs3 fc0 sc0 ls0 ws0">produktów s<span class="_ _2"></span>przedawanych przez Grupę. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he yb5 ff3 fs3 fc0 sc0 ls0 ws0">Przychody Grup<span class="_ _2"></span>y Kapitałowej w podziale na ka<span class="_ _2"></span>nały dystrybucji oraz ich <span class="_ _2"></span>rentowność przeds<span class="_ _2"></span>tawiają poniższe t<span class="_ _2"></span>abele.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y408 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y409 ff2 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _19"> </span>i <span class="_ _19"> </span><span class="ff4">wielkość <span class="_ _19"> </span>p<span class="_ _2"></span>rzychodów <span class="_ _19"> </span>ze <span class="_ _19"> </span>sprze<span class="_ _2"></span>daży <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>Kapitałowej <span class="_ _19"> </span>w <span class="_ _19"> </span>podziale <span class="_ _19"> </span>na<span class="_ _2"></span> <span class="_ _19"> </span>segmenty <span class="_ _19"> </span>będące <span class="_ _19"> </span>kan<span class="_ _2"></span>ałami </span></div><div class="t m0 x6 h7 y40a ff2 fs3 fc0 sc0 ls0 ws0">dystrybucji </div><div class="t m0 x6 h6 y40b ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y40c w53 h20"><div class="t m0 x31 h16 y9e ff4 fsb fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xd7 y40c w54 h20"><div class="t m0 x43 h16 y6b ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xd8 y40c w55 h20"><div class="t m0 x2 h16 y6b ff4 fsb fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c xd9 y40c w54 h20"><div class="t m0 x43 h16 y6b ff2 fsb fc3 sc0 ls9 ws0">20<span class="ls0">22 </span></div></div><div class="c xda y40c w55 h20"><div class="t m0 x2 h16 y6b ff4 fsb fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c x6 y173 w53 h20"><div class="t m0 x77 h16 y9e ff2 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c xd7 y173 w54 h20"><div class="t m0 x28 h18 y69 ff3 fsb fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xd8 y173 w55 h20"><div class="t m0 x78 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">% </div></div><div class="c xd9 y173 w54 h20"><div class="t m0 x28 h18 y69 ff3 fsb fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xda y173 w55 h20"><div class="t m0 x78 h18 y69 ff1 fsb fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y40d w53 h20"><div class="t m0 x77 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy (*) </div></div><div class="c xd7 y40d w54 h20"><div class="t m0 x42 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">358 906<span class="ls0"> </span></div></div><div class="c xd8 y40d w55 h20"><div class="t m0 xdb h18 y9e ff1 fsb fc0 sc0 ls9 ws0">49%<span class="ls0"> </span></div></div><div class="c xd9 y40d w54 h20"><div class="t m0 x42 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">368 988 </div></div><div class="c xda y40d w55 h20"><div class="t m0 xdb h18 y9e ff1 fsb fc0 sc0 ls9 ws0">48%<span class="ls0"> </span></div></div><div class="c x6 y3a8 w53 h24"><div class="t m0 x77 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xd7 y3a8 w54 h24"><div class="t m0 x42 h18 yad ff1 fsb fc0 sc0 ls0 ws0">245 375 </div></div><div class="c xd8 y3a8 w55 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">33%<span class="ls0"> </span></div></div><div class="c xd9 y3a8 w54 h24"><div class="t m0 x42 h18 yad ff1 fsb fc0 sc0 ls0 ws0">266 367 </div></div><div class="c xda y3a8 w55 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">35%<span class="ls0"> </span></div></div><div class="c x6 y40e w53 h63"><div class="t m0 x77 h18 y40f ff1 fsb fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe (*) </div></div><div class="c xd7 y40e w54 h63"><div class="t m0 xdc h18 y40f ff1 fsb fc0 sc0 ls0 ws0">75 729 </div></div><div class="c xd8 y40e w55 h63"><div class="t m0 xdb h18 y40f ff1 fsb fc0 sc0 ls9 ws0">11%<span class="ls0"> </span></div></div><div class="c xd9 y40e w54 h63"><div class="t m0 xdc h18 y40f ff1 fsb fc0 sc0 ls0 ws0">76 353 </div></div><div class="c xda y40e w55 h63"><div class="t m0 xdb h18 y40f ff1 fsb fc0 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c x6 y410 w53 h63"><div class="t m0 x77 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna (*)<span class="ff1"> </span></div></div><div class="c xd7 y410 w54 h63"><div class="t m0 xdc h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">52 386 </div></div><div class="c xd8 y410 w55 h63"><div class="t m0 xdd h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c xd9 y410 w54 h63"><div class="t m0 xdc h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">50 882 </div></div><div class="c xda y410 w55 h63"><div class="t m0 xdd h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c x6 y411 w53 h24"><div class="t m0 x77 h16 yad ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xd7 y411 w54 h24"><div class="t m0 x42 h16 yad ff2 fsb fc0 sc0 ls0 ws0">732 3<span class="ls9">96</span> </div></div><div class="c xd8 y411 w55 h24"><div class="t m0 xde h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c xd9 y411 w54 h24"><div class="t m0 x42 h16 yad ff2 fsb fc0 sc0 ls0 ws0">762 590 </div></div><div class="c xda y411 w55 h24"><div class="t m0 xde h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y412 ff3 fsb fc0 sc0 ls0 ws0">(*) sprzedaż na r<span class="_ _0"></span>ynkach lokal<span class="_ _0"></span>nych w Polsce, Rumuni<span class="_ _0"></span>i i Chinach <span class="ff1"> </span></div><div class="t m0 x6 he y302 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y303 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y304 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y305 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y306 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y307 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y413 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y309 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x2 y414 w3 h64" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">27<span class="ls0"> </span></div><div class="t m0 xdf he y415 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y416 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2a2 ff4 fs3 fc0 sc0 ls0 ws0">Rentowność <span class="_ _2"></span>sprzedaży segmentów bę<span class="_ _2"></span>dących kanałami dystrybucji Gru<span class="_ _2"></span>py Kapitałowej<span class="_ _4"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y417 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y418 w56 h20"><div class="t m0 x77 h16 y9e ff4 fsb fc3 sc0 ls0 ws0">Za okres 12 mi<span class="_ _0"></span>esięcy zakończony 31 <span class="_ _0"></span>grudnia [%]<span class="ff2"> </span></div></div><div class="c xe0 y418 w57 h20"><div class="t m0 xe1 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xe2 y418 w58 h20"><div class="t m0 xe3 h16 y69 ff2 fsb fc3 sc0 ls9 ws0">20<span class="ls0">22 </span></div></div><div class="c x6 y419 w56 h20"><div class="t m0 x77 h18 yc3 ff1 fsb fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy  </div></div><div class="c xe0 y419 w57 h20"><div class="t m0 x4e h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">35%<span class="ls0"> </span></div></div><div class="c xe2 y419 w58 h20"><div class="t m0 x61 h18 yc3 ff1 fsb fc0 sc0 ls9 ws0">31%<span class="ls0"> </span></div></div><div class="c x6 y41a w56 h2e"><div class="t m0 x77 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xe0 y41a w57 h2e"><div class="t m0 x4e h18 yad ff1 fsb fc0 sc0 ls9 ws0">29%<span class="ls0"> </span></div></div><div class="c xe2 y41a w58 h2e"><div class="t m0 x61 h18 yad ff1 fsb fc0 sc0 ls9 ws0">31%<span class="ls0"> </span></div></div><div class="c x6 y41b w56 h63"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe </div></div><div class="c xe0 y41b w57 h63"><div class="t m0 x4e h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">28%<span class="ls0"> </span></div></div><div class="c xe2 y41b w58 h63"><div class="t m0 x61 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">30%<span class="ls0"> </span></div></div><div class="c x6 y41c w56 h63"><div class="t m0 x77 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna<span class="ff1"> </span></div></div><div class="c xe0 y41c w57 h63"><div class="t m0 x4e h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">47<span class="ls0">% </span></div></div><div class="c xe2 y41c w58 h63"><div class="t m0 x61 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">46%<span class="ls0"> </span></div></div><div class="c x6 y41d w56 h24"><div class="t m0 x77 h16 yad ff4 fsb fc0 sc0 ls0 ws0">Średnia <span class="ff2"> </span></div></div><div class="c xe0 y41d w57 h24"><div class="t m0 x4e h16 yad ff2 fsb fc0 sc0 ls9 ws0">33%<span class="ls0"> </span></div></div><div class="c xe2 y41d w58 h24"><div class="t m0 x61 h16 yad ff2 fsb fc0 sc0 ls9 ws0">32%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h3e y41e ff1 fse fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x5d h3e y41f ff3 fse fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _e"> </span>rentowności  sprzedaży <span class="_ _e"> </span>segmentu <span class="_ _e"> </span>–<span class="ff1"> <span class="_ _e"> </span></span>stosunek  zysku <span class="_ _16"></span>brutto  segm<span class="_ _0"></span>entu <span class="_ _e"> </span>do  przychodów <span class="_ _e"> </span>ze <span class="_ _16"> </span>sprzed<span class="_ _2"></span>aży <span class="_ _e"> </span>w <span class="_ _e"> </span>danym <span class="_ _16"> </span>segmenc<span class="_ _2"></span>ie, <span class="_ _e"> </span>wg <span class="_ _e"> </span>danych <span class="_ _e"> </span>w <span class="_ _16"> </span>s<span class="_ _2"></span>prawozdaniu </div><div class="t m0 x5d h3e y420 ff1 fse fc0 sc0 ls0 ws0">finansow<span class="_ _2"></span>ym </div><div class="t m0 x5d h3e y421 ff3 fse fc0 sc0 ls0 ws0">Średnia –<span class="ff1"> </span>średn<span class="_ _2"></span>ia ważona przych<span class="_ _2"></span>odami dla wszystkich segmentów<span class="_ _2"></span> łącznie<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h25 y422 ff2 fs4 fc0 sc0 ls0 ws0">16.1.1.<span class="ff8"> <span class="_ _14"> </span></span>Rynek hurtowy <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">sprzedaż w Polsce</span> </div><div class="t m0 x6 he y423 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y424 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. <span class="_ _2"></span>obecna <span class="_ _2"></span>jest <span class="_ _2"></span>na ryn<span class="_ _2"></span>ku kraj<span class="_ _2"></span>owym od <span class="_ _2"></span>ponad <span class="_ _4"></span><span class="ls3">30</span> <span class="ff3">lat <span class="_ _2"></span>i s<span class="_ _2"></span>ystematycznie <span class="_ _2"></span>umacnia n<span class="_ _2"></span>a nim <span class="_ _2"></span>swoją p<span class="_ _2"></span>ozycję. Naj<span class="_ _2"></span>większa </span></div><div class="t m0 x6 he y425 ff3 fs3 fc0 sc0 ls0 ws0">sprzedaż w <span class="_ _0"></span>Polsce realizowana jest <span class="_ _0"></span>tradycyjnymi kanałami dystrybucji, tj. <span class="_ _0"></span>poprzez dystrybut<span class="_ _2"></span>orów, hurtownie <span class="_ _0"></span>i sklepy. <span class="_ _0"></span>W </div><div class="t m0 x6 he y426 ff1 fs3 fc0 sc0 ls3 ws0">20<span class="ls0">23 <span class="_ _16"></span><span class="ff3">r. <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _16"></span>ws<span class="_ _2"></span>półpracowała <span class="_ _e"></span>z <span class="_ _e"></span></span>wieloma <span class="_ _e"></span><span class="ff3">dystrybutorami, <span class="_ _e"></span>których <span class="_ _e"></span>sieć <span class="_ _e"></span></span>jest <span class="_ _16"></span><span class="ff3">sta<span class="_ _2"></span>le <span class="_ _16"></span>rozwijana. <span class="_ _e"></span>Grupa <span class="_ _e"></span>współpracuje </span></span></div><div class="t m0 x6 he y427 ff3 fs3 fc0 sc0 ls0 ws0">również <span class="_ _2"></span>z <span class="_ _4"></span>kilkudzies<span class="_ _2"></span>ięcioma <span class="_ _2"></span>odb<span class="_ _2"></span>iorcami <span class="_ _2"></span>hu<span class="_ _2"></span>rtowymi <span class="_ _2"></span>we <span class="_ _4"></span>wszys<span class="_ _2"></span>tkich <span class="_ _4"></span>województwach, <span class="_ _2"></span>realizują<span class="_ _2"></span>c <span class="_ _2"></span>ros<span class="_ _2"></span>nący <span class="_ _2"></span>p<span class="_ _2"></span>opyt <span class="_ _2"></span>na <span class="_ _4"></span>swoje </div><div class="t m0 x6 he y428 ff3 fs3 fc0 sc0 ls0 ws0">towary  oraz  mając <span class="_ _1e"> </span>na  celu  wzrost  marż  i  promocję  za<span class="_ _2"></span>rządzanych  przez  siebie  marek  włas<span class="_ _2"></span>nych.  Grupa  zatrud<span class="_ _2"></span>ni<span class="_ _4"></span><span class="ff1 ls2b">a </span></div><div class="t m0 x6 he y429 ff3 fs3 fc0 sc0 ls0 ws0">kilkudziesięciu <span class="_ _16"></span>p<span class="_ _2"></span>rzedstawicieli <span class="_ _e"></span>handlowych <span class="_ _e"></span>–<span class="ff1"> <span class="_ _16"></span></span>opieku<span class="_ _2"></span>nów <span class="_ _16"></span>partnerów <span class="_ _e"></span>na <span class="_ _16"></span>rynku <span class="_ _e"></span>hurtowym <span class="_ _16"></span>i <span class="_ _e"></span>planuje <span class="_ _16"></span>dalszy<span class="_ _2"></span> <span class="_ _16"></span>rozwój <span class="_ _e"></span>tego </div><div class="t m0 x6 he y42a ff3 fs3 fc0 sc0 ls0 ws0">kanału dys<span class="_ _2"></span>trybucji.<span class="ff1"> </span></div><div class="t m0 x6 he y42b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y42c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y42d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y42e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y42f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y430 w2d h65"><div class="t m0 xe4 h7 y431 ff2 fs3 fc3 sc0 ls3 ws0">358 906</div><div class="t m0 xe5 h7 y432 ff2 fs3 fc3 sc0 ls2c ws0">245 <span class="ls3">375</span></div><div class="t m0 xc2 h7 y433 ff2 fs3 fc3 sc0 ls3 ws0">75 729</div><div class="t m0 xe6 h7 y434 ff2 fs3 fc3 sc0 ls3 ws0">52 <span class="ls2c">386</span></div><div class="t m0 x8e h7 y435 ff2 fs3 fc3 sc0 ls2c ws0">368 <span class="ls3">988</span></div><div class="t m0 xe7 h7 y436 ff2 fs3 fc3 sc0 ls3 ws0">266 367</div><div class="t m0 xe8 h7 y437 ff2 fs3 fc3 sc0 ls3 ws0">76 353</div><div class="t m0 xc1 h7 y438 ff2 fs3 fc3 sc0 ls3 ws0">50 882</div><div class="t m0 x48 h5 y439 ff1 fs1 fc6 sc0 ls0 ws0">RYNEK HURTOWY </div><div class="t m0 x97 h5 y43a ff1 fs1 fc6 sc0 ls0 ws0">EKSPORT</div><div class="t m0 x3e h5 y43b ff1 fs1 fc6 sc0 ls0 ws0">SIECI HANDLOWE</div><div class="t m0 x6a h5 y43c ff3 fs1 fc6 sc0 ls0 ws0">SPRZEDAŻ DETALICZNA</div><div class="t m0 xe9 h5 y43d ff1 fs1 fc6 sc0 ls0 ws0">0<span class="_ _15"> </span><span class="ff3 ls1">50 000<span class="_ _42"> </span>100 000<span class="_ _2b"> </span>150 000<span class="_ _2c"> </span>200 000<span class="_ _2c"> </span>250 000<span class="_ _2b"> </span>300 000<span class="_ _2c"> </span>350 000<span class="_ _2c"> </span>400 000</span></div><div class="t m0 xea h3c y43e ff4 fsd fc6 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody z<span class="_ _0"></span>e sprz<span class="_ _0"></span>edaży <span class="_ _0"></span>wg k<span class="_ _0"></span>anałów </div><div class="t m0 xeb h5 y43f ff1 fs1 fc6 sc0 ls1 ws0">2023</div><div class="t m0 xeb h5 y440 ff1 fs1 fc6 sc0 ls1 ws0">2022</div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x2 y441 w3 h66" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">28<span class="ls0"> </span></div><div class="t m0 x6 h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze spr<span class="_ _2"></span>zedaży Spółki na rynku<span class="_ _2"></span> hurtowym w Polsce <span class="_ _4"></span>(w tys. zł)<span class="ff2"> </span></div><div class="t m0 x6 h7 y1af ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y442 w59 h20"><div class="t m0 x77 h16 y9e ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xec y442 w5a h20"><div class="t m0 x2a h16 y9e ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xed y442 w5b h20"><div class="t m0 x55 h16 y9e ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xee y442 w5c h20"><div class="t m0 x59 h16 y9e ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xef y442 w5d h20"><div class="t m0 xe1 h16 y9e ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y443 w59 h20"><div class="t m0 x77 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>torzy </div></div><div class="c xec y443 w5a h20"><div class="t m0 x44 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">187 652 </div></div><div class="c xed y443 w5b h20"><div class="t m0 x97 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">74%<span class="ls0"> </span></div></div><div class="c xee y443 w5c h20"><div class="t m0 x12 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">201 347 </div></div><div class="c xef y443 w5d h20"><div class="t m0 x97 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">78%<span class="ls0"> </span></div></div><div class="c x6 y444 w59 h24"><div class="t m0 x77 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Hurtownie i<span class="_ _0"></span> sklepy </div></div><div class="c xec y444 w5a h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">65 544 </div></div><div class="c xed y444 w5b h24"><div class="t m0 x97 h18 yad ff1 fsb fc0 sc0 ls9 ws0">26%<span class="ls0"> </span></div></div><div class="c xee y444 w5c h24"><div class="t m0 xf0 h18 yad ff1 fsb fc0 sc0 ls0 ws0">58 310 </div></div><div class="c xef y444 w5d h24"><div class="t m0 x97 h18 yad ff1 fsb fc0 sc0 ls9 ws0">22%<span class="ls0"> </span></div></div><div class="c x6 y2c3 w59 h24"><div class="t m0 x77 h16 yad ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xec y2c3 w5a h24"><div class="t m0 x44 h16 yad ff2 fsb fc0 sc0 ls0 ws0">253 196 </div></div><div class="c xed y2c3 w5b h24"><div class="t m0 x5a h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xee y2c3 w5c h24"><div class="t m0 x12 h16 yad ff2 fsb fc0 sc0 ls0 ws0">259 657 </div></div><div class="c xef y2c3 w5d h24"><div class="t m0 x5a h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h25 y1e0 ff2 fs4 fc0 sc0 ls0 ws0">16.1.2.<span class="ff8"> <span class="_ _14"> </span></span>Sieci h<span class="_ _2"></span>andlowe <span class="ff4">–</span> <span class="ff4">sprzedaż w Polsce </span> </div><div class="t m0 x6 he y445 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y446 ff3 fs3 fc0 sc0 ls0 ws0">Sprzedaż do s<span class="_ _2"></span>ieci handlowych w <span class="ff1">Pols<span class="_ _2"></span>ce stanowi ok. <span class="_ _2"></span>8</span>% przychodów ze s<span class="_ _2"></span>przedaży Grupy. <span class="_ _2"></span>TOYA S.A. współpracu<span class="_ _2"></span>je z </div><div class="t m0 x6 he y447 ff3 fs3 fc0 sc0 ls0 ws0">dużymi sieciami w kraju. J<span class="_ _2"></span>ednostka Dominu<span class="_ _2"></span>jąca sprzedaje towary <span class="_ _2"></span>p<span class="_ _2"></span>rzemysłowe w oparciu<span class="_ _2"></span> o zlecenia otrzymywane od </div><div class="t m0 x6 he y448 ff3 fs3 fc0 sc0 ls0 ws0">swoich klientów na ko<span class="_ _2"></span>nkretne<span class="_ _2"></span><span class="ff1">, </span>co do ilości i t<span class="_ _2"></span>erminu<span class="ff1">, </span>dos<span class="_ _2"></span>tawy towarów, które po potwierd<span class="_ _2"></span>zeniu przyjęcia ich <span class="_ _2"></span>do </div><div class="t m0 x6 he y449 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="fff fs1">skutkują powstaniem typowych zobowiązań kontraktowych. </span><span class="ff3">W kanale ty<span class="_ _2"></span>m Grupa wsp<span class="_ _2"></span>ółpracuje z odb<span class="_ _2"></span>iorcami o </span></div><div class="t m0 x6 he y44a ff3 fs3 fc0 sc0 ls0 ws0">ugruntowanej pozy<span class="_ _2"></span>cji rynkowej, wiarygodn<span class="_ _2"></span>ymi i przejrzysty<span class="_ _2"></span>mi finansowo oraz z <span class="_ _2"></span>pozytywną historią <span class="_ _2"></span>spłat zobowiązań. <span class="_ _4"></span><span class="ffa"> </span></div><div class="t m0 x6 h25 y44b ff2 fs4 fc0 sc0 ls0 ws0">16.1.3.<span class="ff8"> <span class="_ _14"> </span><span class="ff4">Sprzedaż <span class="_ _2"></span>eksportowa i działa<span class="_ _0"></span>lność zagraniczna Grupy<span class="ff2"> </span></span></span></div><div class="t m0 x6 h7 y44c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y44d ff2 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div><div class="t m0 x6 he y44e ff3 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _0"></span>wielu <span class="_ _3"></span>lat Jednostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>działa <span class="_ _0"></span>na <span class="_ _3"></span>rynkach<span class="_ _2"></span> m<span class="_ _0"></span>iędzynarodowych<span class="_ _2"></span>, <span class="_ _0"></span>koncentrując <span class="_ _0"></span>się <span class="_ _3"></span>prze<span class="_ _2"></span><span class="ff1">de <span class="_ _0"></span>wszystkim <span class="_ _0"></span>na <span class="_ _0"></span>rynkach </span></div><div class="t m0 x6 he y44f ff3 fs3 fc0 sc0 ls0 ws0">Europy środko<span class="_ _2"></span>wej, południowej i w<span class="_ _2"></span><span class="ff1">schodniej.<span class="_ _2"></span> </span></div><div class="t m0 x6 he y450 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y451 ff4 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze spr<span class="_ _2"></span>zedaży eksporto<span class="_ _2"></span>wej J<span class="_ _2"></span>ednostki Dominujące<span class="_ _2"></span>j<span class="ff2"> w podziale na kraje<span class="_ _2"></span> </span>w tys. zł <span class="ff2">(*)<span class="_ _2"></span>. </span></div><div class="t m0 x6 h7 y452 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y453 w5e h24"><div class="t m0 x31 h16 yad ff4 fsb fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xf2 y453 w5f h24"><div class="t m0 x25 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3<span class="ff1"> </span></span></div></div><div class="c xc6 y453 w60 h24"><div class="t m0 x28 h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %<span class="ff1"> </span></span></div></div><div class="c xf3 y453 w61 h24"><div class="t m0 x44 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2 <span class="ff1"> </span></span></div></div><div class="c xf4 y453 w62 h24"><div class="t m0 x37 h16 yad ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff1"> </span></div></div><div class="c xf1 y454 w5e h24"><div class="t m0 x31 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c xf2 y454 w5f h24"><div class="t m0 xa6 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">37 393 </div></div><div class="c xc6 y454 w60 h24"><div class="t m0 x25 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">22%<span class="ls0"> </span></div></div><div class="c xf3 y454 w61 h24"><div class="t m0 x2b h18 y229 ff1 fsb fc0 sc0 ls0 ws0">26 128 </div></div><div class="c xf4 y454 w62 h24"><div class="t m0 xdb h18 y229 ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c xf1 y455 w5e h2e"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Węgry<span class="ff1"> </span></div></div><div class="c xf2 y455 w5f h2e"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">23 905 </div></div><div class="c xc6 y455 w60 h2e"><div class="t m0 x25 h18 yad ff1 fsb fc0 sc0 ls9 ws0">14%<span class="ls0"> </span></div></div><div class="c xf3 y455 w61 h2e"><div class="t m0 x2b h18 yad ff1 fsb fc0 sc0 ls0 ws0">21 096 </div></div><div class="c xf4 y455 w62 h2e"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c xf1 y1f5 w5e h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Białoruś<span class="ff1"> </span></div></div><div class="c xf2 y1f5 w5f h24"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">21 324 </div></div><div class="c xc6 y1f5 w60 h24"><div class="t m0 x25 h18 yad ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c xf3 y1f5 w61 h24"><div class="t m0 x2b h18 yad ff1 fsb fc0 sc0 ls0 ws0">18 419 </div></div><div class="c xf4 y1f5 w62 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">11%<span class="ls0"> </span></div></div><div class="c xf1 y456 w5e h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Kraje Bałtyc<span class="_ _0"></span>kie<span class="ff1"> </span></div></div><div class="c xf2 y456 w5f h24"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">20 090 </div></div><div class="c xc6 y456 w60 h24"><div class="t m0 x25 h18 yad ff1 fsb fc0 sc0 ls9 ws0">12%<span class="ls0"> </span></div></div><div class="c xf3 y456 w61 h24"><div class="t m0 x2b h18 yad ff1 fsb fc0 sc0 ls0 ws0">22 399 </div></div><div class="c xf4 y456 w62 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">14%<span class="ls0"> </span></div></div><div class="c xf1 y457 w5e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Czechy </div></div><div class="c xf2 y457 w5f h24"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">11 786 </div></div><div class="c xc6 y457 w60 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c xf3 y457 w61 h24"><div class="t m0 x2b h18 yad ff1 fsb fc0 sc0 ls0 ws0">11 193 </div></div><div class="c xf4 y457 w62 h24"><div class="t m0 xdd h18 yad ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c xf1 y458 w5e h24"><div class="t m0 x31 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Bułgaria<span class="ff1"> </span></div></div><div class="c xf2 y458 w5f h24"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">10 057 </div></div><div class="c xc6 y458 w60 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c xf3 y458 w61 h24"><div class="t m0 x52 h18 yad ff1 fsb fc0 sc0 ls9 ws0">9 348<span class="ls0"> </span></div></div><div class="c xf4 y458 w62 h24"><div class="t m0 xdd h18 yad ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c xf1 y34b w5e h24"><div class="t m0 x31 h18 y229 ff3 fsb fc0 sc0 ls0 ws0">Mołdawia<span class="ff1"> </span></div></div><div class="c xf2 y34b w5f h24"><div class="t m0 x2a h18 y229 ff1 fsb fc0 sc0 ls0 ws0">8 708 </div></div><div class="c xc6 y34b w60 h24"><div class="t m0 x2 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c xf3 y34b w61 h24"><div class="t m0 x2b h18 y229 ff1 fsb fc0 sc0 ls0 ws0">11 825 </div></div><div class="c xf4 y34b w62 h24"><div class="t m0 xdd h18 y229 ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c xf1 y459 w5e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Grecja </div></div><div class="c xf2 y459 w5f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 969 </div></div><div class="c xc6 y459 w60 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf3 y459 w61 h24"><div class="t m0 x52 h18 yad ff1 fsb fc0 sc0 ls0 ws0">7 016 </div></div><div class="c xf4 y459 w62 h24"><div class="t m0 xdd h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf1 y45a w5e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Rosja </div></div><div class="c xf2 y45a w5f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 075 </div></div><div class="c xc6 y45a w60 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf3 y45a w61 h24"><div class="t m0 x52 h18 yad ff1 fsb fc0 sc0 ls0 ws0">7 335 </div></div><div class="c xf4 y45a w62 h24"><div class="t m0 xdd h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf1 y45b w5e h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Niemcy </div></div><div class="c xf2 y45b w5f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls0 ws0">4 792 </div></div><div class="c xc6 y45b w60 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c xf3 y45b w61 h24"><div class="t m0 x52 h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 641 </div></div><div class="c xf4 y45b w62 h24"><div class="t m0 xdd h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf1 y45c w5e h22"><div class="t m0 x31 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xf2 y45c w5f h22"><div class="t m0 xa6 h18 y69 ff1 fsb fc0 sc0 ls0 ws0">19 3<span class="ls9">80</span> </div></div><div class="c xc6 y45c w60 h22"><div class="t m0 x25 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">11%<span class="ls0"> </span></div></div><div class="c xf3 y45c w61 h22"><div class="t m0 x2b h18 y69 ff1 fsb fc0 sc0 ls0 ws0">23 114 </div></div><div class="c xf4 y45c w62 h22"><div class="t m0 xdb h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">14%<span class="ls0"> </span></div></div><div class="c xf1 y45d w5e h22"><div class="t m0 x2c h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xf2 y45d w5f h22"><div class="t m0 xba h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">170<span class="ls0"> </span>479<span class="ls0"> </span></div></div><div class="c xc6 y45d w60 h22"><div class="t m0 xa6 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xf3 y45d w61 h22"><div class="t m0 x26 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">164<span class="ls0"> </span>514<span class="ls0"> </span></div></div><div class="c xf4 y45d w62 h22"><div class="t m0 x2 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y45e ff3 fsb fc0 sc0 ls0 ws0">(*) nie o<span class="_ _0"></span>bejmuje sprzedaży do jedno<span class="_ _0"></span>stki zależnej TO<span class="_ _0"></span>YA Romania, która <span class="_ _0"></span>wyniosła <span class="ff1">34 <span class="ls9">407</span> </span>tys. zł (<span class="ff1 ls9">54<span class="ls0"> </span>092<span class="ls0"> </span></span>ty<span class="_ _0"></span>s. zł<span class="ff1"> w 2022 r.) </span></div><div class="t m0 x6 h7 y45f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y460 ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A.<span class="_ _2"></span> </div><div class="t m0 x6 he y461 ff3 fs3 fc0 sc0 ls0 ws0">Poza opisaną <span class="_ _0"></span>powyżej <span class="_ _0"></span>sprzedażą <span class="_ _0"></span>eksportową, bezpośrednią <span class="_ _0"></span>sprzedaż <span class="_ _0"></span>w <span class="_ _0"></span>Rumunii <span class="_ _0"></span>prowadzi <span class="_ _0"></span>utworzony w <span class="_ _0"></span>2003 <span class="_ _3"></span>r. podmiot </div><div class="t m0 x6 he y462 ff3 fs3 fc0 sc0 ls0 ws0">zależny  –<span class="ff1">  </span>Toya  Romania  S.A.  zajmująca  się  sprzedażą  narzędzi  i  elektronarzędzi  na  terenie <span class="_ _10"> </span>Ru<span class="_ _2"></span>munii.  Asortyment </div><div class="t m0 x6 he y463 ff1 fs3 fc0 sc0 ls0 ws0">towarowy, <span class="_ _4"></span>oferowane <span class="_ _2"></span>marki <span class="_ _4"></span>oraz <span class="_ _4"></span>kan<span class="_ _2"></span><span class="ff3">ały <span class="_ _4"></span>dystrybucji <span class="_ _4"></span>(poza <span class="_ _2"></span>eksportem) <span class="_ _4"></span>są <span class="_ _2"></span>id<span class="_ _2"></span>entyczne <span class="_ _4"></span>jak <span class="_ _2"></span>dla <span class="_ _4"></span>polskiej <span class="_ _4"></span>spółki. <span class="_ _16"></span></span>Przychody </div><div class="t m0 x6 he y464 ff3 fs3 fc0 sc0 ls0 ws0">ze sprzedaży Toy<span class="_ _2"></span>a Romania są wykazan<span class="_ _2"></span>e w segmencie sprzed<span class="_ _2"></span>aży hurtowej oraz <span class="_ _2"></span>sieci handlowych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y465 ff3 fs3 fc0 sc0 ls0 ws0">Koncepcja <span class="_ _2"></span>rozwoju<span class="_ _2"></span> <span class="_ _2"></span>Toya <span class="_ _2"></span>Rom<span class="_ _2"></span>ania <span class="_ _2"></span>S.A. <span class="_ _4"></span>zakłada <span class="_ _2"></span>między <span class="_ _4"></span>innymi <span class="_ _2"></span>dalsze <span class="_ _2"></span>wyko<span class="_ _2"></span>rzystanie <span class="_ _4"></span>efektu <span class="_ _2"></span>synergii <span class="_ _2"></span>w <span class="_ _2"></span>ramach <span class="_ _4"></span>Grupy, <span class="_ _2"></span>a </div><div class="t m0 x6 he y466 ff3 fs3 fc0 sc0 ls0 ws0">w  s<span class="_ _2"></span>zczególności <span class="_ _1e"> </span>opty<span class="_ _2"></span>malizację <span class="_ _1e"> </span>kosztó<span class="_ _2"></span>w  n<span class="_ _2"></span>abycia <span class="_ _1e"> </span>towarów,<span class="_ _2"></span> <span class="_ _1e"> </span>w  o<span class="_ _2"></span>parciu <span class="_ _1e"> </span>o <span class="_ _19"> </span>wspólne  źró<span class="_ _2"></span>dła <span class="_ _1e"> </span>zaopat<span class="_ _2"></span>rzenia <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>centra<span class="_ _2"></span> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x2 y467 wb h67" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">29<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">logistyczne. <span class="_ _2"></span>Spółka <span class="_ _2"></span>rumuńska zamierza <span class="_ _2"></span>ponadto <span class="_ _2"></span>umacniać swoją <span class="_ _2"></span>pozycję <span class="_ _2"></span>na lok<span class="_ _2"></span>alnym rynku <span class="_ _2"></span>poprzez dalszą <span class="_ _2"></span>rozbudowę </div><div class="t m0 x6 he y1af ff1 fs3 fc0 sc0 ls0 ws0">sieci <span class="_ _1a"> </span>przedstawici<span class="_ _2"></span>eli <span class="_ _1a"> </span>hand<span class="_ _2"></span>lowych<span class="ff3">, <span class="_ _11"> </span>których <span class="_ _1a"> </span>za<span class="_ _2"></span>daniem <span class="_ _1a"> </span>jes<span class="_ _2"></span>t <span class="_ _1a"> </span>pozys<span class="_ _2"></span>kiwanie <span class="_ _1a"> </span>odbiorców <span class="_ _11"> </span>na <span class="_ _11"> </span>rynku <span class="_ _1a"> </span>tra<span class="_ _2"></span>dycyjnym <span class="_ _1a"> </span>wśród </span></div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">specjalistyczny<span class="_ _2"></span>ch <span class="_ _2"></span>s<span class="_ _2"></span>klepów <span class="_ _4"></span>detalicznych <span class="_ _4"></span>oraz <span class="_ _16"></span>odbiorców <span class="_ _4"></span>instytucjonalnych<span class="_ _2"></span>. <span class="_ _2"></span>Dzia<span class="_ _2"></span>łania <span class="_ _4"></span>marketingowe <span class="_ _4"></span>koncentrują <span class="_ _16"></span>się <span class="_ _4"></span>na </div><div class="t m0 x6 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">zwiększeniu ud<span class="_ _2"></span>ziału <span class="_ _2"></span>wysokomarżowej marki YA<span class="_ _2"></span>TO w s<span class="_ _2"></span>trukturze <span class="_ _2"></span>przychod<span class="_ _4"></span>ów, co <span class="_ _2"></span>przy wykorzystan<span class="_ _2"></span>iu skróconego <span class="_ _2"></span>kanału </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">dystrybucji zap<span class="_ _2"></span>ewni tej spółce znaczący<span class="_ _2"></span> wzrost rentownoś<span class="_ _2"></span>ci.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y143 ff4 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze spr<span class="_ _2"></span>zedaży Toya Romania S.A. w p<span class="_ _2"></span>odziale na kanały d<span class="_ _2"></span>ystrybucji<span class="_ _4"></span><span class="ff2"> </span>w tys. zł<span class="ff2"> </span></div><div class="t m0 x6 h18 y468 ff1 fsb fc7 sc0 ls0 ws0"> </div></div><div class="c x6 y2c5 w63 h20"><div class="t m0 x31 h16 yc3 ff4 fsb fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xf5 y2c5 w64 h20"><div class="t m0 x4c h16 yc3 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xf6 y2c5 w65 h20"><div class="t m0 xba h16 yc3 ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xf7 y2c5 w66 h20"><div class="t m0 x6 h16 yc3 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xf8 y2c5 w67 h20"><div class="t m0 x33 h16 yc3 ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y1e1 w63 h20"><div class="t m0 x77 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Hurtownie i<span class="_ _0"></span> sklepy </div></div><div class="c xf5 y1e1 w64 h20"><div class="t m0 x28 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">75 296 </div></div><div class="c xf6 y1e1 w65 h20"><div class="t m0 x6 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">83%<span class="ls0"> </span></div></div><div class="c xf7 y1e1 w66 h20"><div class="t m0 x25 h18 y9e ff1 fsb fc0 sc0 ls0 ws0">79 8<span class="ls9">25</span> </div></div><div class="c xf8 y1e1 w67 h20"><div class="t m0 xb h18 y9e ff1 fsb fc0 sc0 ls9 ws0">91%<span class="ls0"> </span></div></div><div class="c x6 y469 w63 h24"><div class="t m0 x77 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe </div></div><div class="c xf5 y469 w64 h24"><div class="t m0 x28 h18 yad ff1 fsb fc0 sc0 ls0 ws0">10 521 </div></div><div class="c xf6 y469 w65 h24"><div class="t m0 x6 h18 yad ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c xf7 y469 w66 h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls0 ws0">7 255 </div></div><div class="c xf8 y469 w67 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">8%<span class="ls0"> </span></div></div><div class="c x6 y295 w63 h24"><div class="t m0 x77 h18 yad ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna<span class="ff1"> </span></div></div><div class="c xf5 y295 w64 h24"><div class="t m0 xa6 h18 yad ff1 fsb fc0 sc0 ls9 ws0">915<span class="ls0"> </span></div></div><div class="c xf6 y295 w65 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xf7 y295 w66 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls0 ws0">832 </div></div><div class="c xf8 y295 w67 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y46a w63 h24"><div class="t m0 x77 h16 yad ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xf5 y46a w64 h24"><div class="t m0 x28 h16 yad ff2 fsb fc0 sc0 ls0 ws0">86 732 </div></div><div class="c xf6 y46a w65 h24"><div class="t m0 x25 h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xf7 y46a w66 h24"><div class="t m0 x25 h16 yad ff2 fsb fc0 sc0 ls0 ws0">87 912 </div></div><div class="c xf8 y46a w67 h24"><div class="t m0 xdb h16 yad ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y46b ff1 fsb fc7 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y46c ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Shanghai) Co.<span class="_ _2"></span>, Ltd. </div><div class="t m0 x6 he y46d ff3 fs3 fc0 sc0 ls0 ws0">Yato <span class="_ _0"></span>Tools <span class="_ _0"></span>z <span class="_ _0"></span>siedzibą w <span class="_ _0"></span>Szanghaju funkcjonuje <span class="_ _0"></span>od <span class="_ _0"></span>drugiej <span class="_ _0"></span>połowy 2008 <span class="_ _0"></span>r. <span class="_ _0"></span>jako <span class="_ _0"></span>spółka współkontrolowana, <span class="_ _0"></span>a od <span class="_ _0"></span>2 <span class="_ _3"></span>s<span class="_ _2"></span>tycznia </div><div class="t m0 x6 he y46e ff3 fs3 fc0 sc0 ls0 ws0">2013 r. <span class="_ _2"></span>jako<span class="_ _2"></span> <span class="_ _2"></span>spółka <span class="_ _2"></span>kontrolowan<span class="_ _2"></span>a <span class="_ _2"></span>objęta <span class="_ _2"></span>metodą <span class="_ _2"></span>pełnej <span class="_ _2"></span>konsolidacji. <span class="_ _2"></span>W <span class="_ _2"></span>ty<span class="_ _2"></span>m czas<span class="_ _2"></span>ie d<span class="_ _2"></span>ziałalność <span class="_ _2"></span>tej <span class="_ _2"></span>firmy s<span class="_ _2"></span>kupiała <span class="_ _2"></span>się <span class="_ _2"></span>na </div><div class="t m0 x6 he y46f ff1 fs3 fc0 sc0 ls0 ws0">zbudowaniu <span class="_ _e"></span>sieci <span class="_ _e"></span>d<span class="ff3">ystrybucy<span class="_ _2"></span>jnej <span class="_ _16"></span>w <span class="_ _e"></span>poszczególnych <span class="_ _e"></span>prowincjach <span class="_ _e"></span>CHRL, <span class="_ _e"></span>znalezieniu <span class="_ _16"></span>i <span class="_ _e"></span>wyszkoleniu <span class="_ _e"></span>kadry <span class="_ _e"></span>sprzedawców </span></div><div class="t m0 x6 he y470 ff3 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _35"> </span>przygotowaniu<span class="_ _2"></span> <span class="_ _25"> </span>ekspansji <span class="_ _35"> </span>na <span class="_ _35"> </span>rynki <span class="_ _35"> </span>globaln<span class="_ _2"></span>e. <span class="_ _25"> </span>Ostatnie <span class="_ _35"> </span>lata <span class="_ _35"> </span>pozwoliły <span class="_ _35"> </span>na <span class="_ _35"> </span>zakończenie <span class="_ _35"> </span>etapu <span class="_ _35"> </span>wstępnego <span class="_ _35"> </span>i </div><div class="t m0 x6 he ya8 ff3 fs3 fc0 sc0 ls0 ws0">skonstru<span class="_ _2"></span>owanie <span class="_ _35"> </span>sieci <span class="_ _35"> </span>dys<span class="_ _2"></span>trybucyjnej <span class="_ _35"> </span>w <span class="_ _33"> </span>głównych <span class="_ _35"> </span>prow<span class="_ _2"></span>incjach<span class="_ _2"></span><span class="ff1"> <span class="_ _33"> </span></span>CHRL <span class="_ _35"> </span>oraz <span class="_ _35"> </span>s<span class="_ _2"></span>tworzenie <span class="_ _33"> </span>struktury <span class="_ _33"> </span>umożliwiającej </div><div class="t m0 x6 he y471 ff3 fs3 fc0 sc0 ls0 ws0">konsolidację <span class="_ _10"> </span>i <span class="_ _f"> </span>eks<span class="_ _2"></span>port <span class="_ _f"> </span>prod<span class="_ _2"></span>uktów <span class="_ _f"> </span>YATO <span class="_ _10"> </span>bezpośrednio <span class="_ _10"> </span>do <span class="_ _10"> </span>klientów/ <span class="_ _f"> </span>dys<span class="_ _2"></span>trybutorów <span class="_ _10"> </span>w <span class="_ _f"> </span>Azji <span class="_ _10"> </span>Południowo<span class="_ _4"></span><span class="ff1">-Wschodniej, </span></div><div class="t m0 x6 he y472 ff3 fs3 fc0 sc0 ls0 ws0">Afryce, Australii <span class="_ _2"></span>i na <span class="_ _2"></span>Środkowym <span class="_ _2"></span>Wschodzie. <span class="_ _4"></span><span class="ff1">Yato Tools <span class="_ _2"></span>j</span>est <span class="_ _2"></span>też jedny<span class="_ _2"></span>m z gł<span class="_ _2"></span>ównych dostawców to<span class="_ _2"></span>warów d<span class="_ _2"></span>la TOYA <span class="_ _2"></span>S.A. </div><div class="t m0 x6 he y473 ff1 fs3 fc0 sc0 ls0 ws0">oraz TOYA Romania S.A.<span class="_ _2"></span> </div><div class="t m0 x6 he y474 ff3 fs3 fc0 sc0 ls0 ws0">Dotychczasowa <span class="_ _4"></span>sieć <span class="_ _2"></span>dystrybucji <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>rynku <span class="_ _4"></span>chińskim <span class="_ _2"></span>obejmuje <span class="_ _2"></span>31 <span class="_ _2"></span>z <span class="_ _4"></span>34 <span class="_ _2"></span>autonomiczny<span class="_ _2"></span>ch <span class="_ _2"></span>jednostek <span class="_ _4"></span>administracyjnych <span class="_ _4"></span>(23 </div><div class="t m0 x6 he y220 ff3 fs3 fc0 sc0 ls0 ws0">prowincji, <span class="_ _f"> </span>5 <span class="_ _f"> </span>autonomicznych <span class="_ _f"> </span>regionów, <span class="_ _f"> </span>4 <span class="_ _f"> </span>wydzielon<span class="_ _2"></span>ych <span class="_ _f"> </span>miast <span class="_ _f"> </span>oraz <span class="_ _f"> </span>2 <span class="_ _f"> </span>specjalnych <span class="_ _f"> </span>regionó<span class="_ _2"></span>w), <span class="_ _e"></span>w <span class="_ _f"> </span>których <span class="_ _f"> </span>zależnie <span class="_ _f"> </span>o<span class="_ _2"></span>d </div><div class="t m0 x6 he y475 ff3 fs3 fc0 sc0 ls0 ws0">uwarunkowań <span class="_ _2"></span>lokaln<span class="_ _2"></span>ych, <span class="_ _2"></span>gęstości <span class="_ _4"></span>zaludnienia <span class="_ _2"></span>oraz <span class="_ _2"></span>występu<span class="_ _2"></span>jących <span class="_ _2"></span>tam <span class="_ _2"></span>tradycyjn<span class="_ _2"></span>ych <span class="_ _2"></span>form <span class="_ _2"></span>handlu<span class="_ _4"></span><span class="ff1">, <span class="_ _2"></span></span>występuje <span class="_ _2"></span>jeden <span class="_ _2"></span>lub </div><div class="t m0 x6 he y476 ff3 fs3 fc0 sc0 ls0 ws0">więcej dystryb<span class="_ _2"></span>utorów.<span class="ff1"> </span></div><div class="t m0 x6 he y477 ff3 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _e"></span>Yato <span class="_ _e"></span>Tools <span class="_ _f"> </span>pokrywa <span class="_ _e"></span>swoją <span class="_ _f"> </span>siecią <span class="_ _e"></span>sp<span class="_ _2"></span>rzedaży <span class="_ _e"></span>obszar <span class="_ _e"></span>o <span class="_ _e"></span>łączn<span class="_ _2"></span>ej <span class="_ _e"></span>populacji <span class="_ _e"></span>s<span class="_ _2"></span>ięgającej <span class="_ _e"></span>1350 <span class="_ _e"></span>milionów <span class="_ _e"></span>osób <span class="_ _f"> </span>z <span class="_ _e"></span>1,4 </div><div class="t m0 x6 he y478 ff3 fs3 fc0 sc0 ls0 ws0">miliarda <span class="_ _2"></span>łącznej <span class="_ _2"></span>ludnoś<span class="_ _2"></span>ci kraj<span class="_ _2"></span>u. <span class="_ _2"></span>Wska<span class="_ _2"></span>zuje <span class="_ _2"></span>to <span class="_ _2"></span>na <span class="_ _2"></span>znaczny<span class="_ _2"></span> p<span class="_ _2"></span>otencjał <span class="_ _2"></span>rozwoju <span class="_ _2"></span>sieci<span class="_ _2"></span> <span class="_ _2"></span>sprzedaży <span class="_ _2"></span>na <span class="_ _2"></span>ry<span class="_ _2"></span>nku <span class="_ _2"></span>lokalnym<span class="_ _4"></span><span class="ff1">,<span class="_ _2"></span> n<span class="_ _2"></span>ie ty<span class="_ _2"></span>lko </span></div><div class="t m0 x6 he y479 ff3 fs3 fc0 sc0 ls0 ws0">poprzez <span class="_ _f"> </span>wzros<span class="_ _2"></span>t <span class="_ _f"> </span>transakcji <span class="_ _f"> </span>poprzez <span class="_ _f"> </span>ju<span class="_ _2"></span>ż <span class="_ _f"> </span>istniejących <span class="_ _f"> </span>przed<span class="_ _2"></span>stawicieli, <span class="_ _e"></span>ale <span class="_ _10"> </span>również <span class="_ _f"> </span>poprzez <span class="_ _f"> </span>wzros<span class="_ _2"></span>t <span class="_ _f"> </span>ilości <span class="_ _f"> </span>dystrybu<span class="_ _2"></span>torów </div><div class="t m0 x6 he y47a ff3 fs3 fc0 sc0 ls0 ws0">specjalizujących s<span class="_ _2"></span>ię w innych branżach oferowanych p<span class="_ _2"></span>rzez spółkę, takich jak n<span class="_ _2"></span>arzędzia samochodowe, elektronarzędzia </div><div class="t m0 x6 he ye1 ff3 fs3 fc0 sc0 ls0 ws0">i narzędzia o<span class="ff1">grodowe. Ponadto,<span class="_ _2"></span> Yato Tools rozwij</span>a sprzedaż<span class="_ _2"></span> w kanale internetowym, zarówno poprzez własn<span class="_ _2"></span>y sklep jak </div><div class="t m0 x6 he y47b ff3 fs3 fc0 sc0 ls0 ws0">i poprzez istn<span class="_ _2"></span>iejące duże wyspecjalizowane sklepy<span class="_ _2"></span> interneto<span class="_ _2"></span>we.<span class="ff1"> </span></div><div class="t m0 x6 he y47c ff3 fs3 fc0 sc0 ls0 ws0">Aktywność eksportowa Yato Tools została rozpoczęta w drugim kwartale roku 2010, jako kolejny krok rozwoju f<span class="_ _0"></span>irmy. <span class="_ _2"></span><span class="ff1 ls2d">W </span></div><div class="t m0 x6 he y47d ff1 fs3 fc0 sc0 ls3 ws0">202<span class="ls0">3 <span class="_ _19"> </span><span class="ff3">ro<span class="_ _2"></span>ku <span class="_ _1a"> </span>spółka <span class="_ _1a"> </span>prowadziła <span class="_ _1a"> </span>wymianę <span class="_ _1a"> </span>handlową<span class="_ _2"></span></span> <span class="_ _1a"> </span>z <span class="_ _1a"> </span>kilkunastoma <span class="_ _1a"> </span>krajami<span class="_ _2"></span> <span class="_ _1a"> </span>z <span class="_ _1a"> </span>Afryki, <span class="_ _19"> </span>Azji, <span class="_ _1a"> </span>Australii <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>Ameryki </span></div><div class="t m0 x6 he y47e ff3 fs3 fc0 sc0 ls0 ws0">Południowej  i <span class="_ _10"> </span>Środkowej. <span class="_ _10"> </span>Największe  obroty <span class="_ _10"> </span>w  tym <span class="_ _f"> </span>roku  odnotowali <span class="_ _10"> </span>klienci  z<span class="ff1">  </span>Rosji, <span class="_ _f"> </span>Biał<span class="_ _2"></span>orusi  oraz<span class="ff1"> <span class="_ _10"> </span>Zjednoczonych </span></div><div class="t m0 x6 he y47f ff3 fs3 fc0 sc0 ls0 ws0">Emiratów Arabskich.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y480 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y481 ff4 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _19"> </span>i <span class="_ _19"> </span>wielkość <span class="_ _1e"> </span>przychodó<span class="_ _2"></span>w <span class="_ _19"> </span>ze <span class="_ _1e"> </span>sprzedaży <span class="_ _19"> </span>w <span class="_ _19"> </span>poszczególnych <span class="_ _1e"> </span>kanałac<span class="_ _2"></span>h <span class="_ _19"> </span>dystrybucji <span class="_ _1e"> </span>YATO <span class="_ _19"> </span>Tools<span class="_ _4"></span><span class="ff2"> <span class="_ _1e"> </span>(Shan<span class="_ _2"></span>ghai) <span class="_ _2"></span> </span></div><div class="t m0 x6 h7 y482 ff4 fs3 fc0 sc0 ls0 ws0">w tys. zł <span class="ff2">(*). </span></div><div class="t m0 x6 h7 y483 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y484 w5e h2e"><div class="t m0 x77 h16 yf0 ff4 fsb fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xf2 y484 w68 h2e"><div class="t m0 x55 h16 yf0 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x15 y484 w55 h2e"><div class="t m0 x4e h16 yf0 ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xf9 y484 w69 h2e"><div class="t m0 x5a h16 yf0 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xfa y484 w6a h2e"><div class="t m0 x23 h16 yf0 ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xf1 y485 w5e h24"><div class="t m0 x77 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy </div></div><div class="c xf2 y485 w68 h24"><div class="t m0 xba h18 y229 ff1 fsb fc0 sc0 ls0 ws0">5 097 </div></div><div class="c x15 y485 w55 h24"><div class="t m0 xdb h18 y229 ff1 fsb fc0 sc0 ls9 ws0">30<span class="ls0">% </span></div></div><div class="c xf9 y485 w69 h24"><div class="t m0 xfb h18 y229 ff1 fsb fc0 sc0 ls0 ws0">5 787 </div></div><div class="c xfa y485 w6a h24"><div class="t m0 x5c h18 y229 ff1 fsb fc0 sc0 ls9 ws0">28%<span class="ls0"> </span></div></div><div class="c xf1 yf2 w5e h22"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xf2 yf2 w68 h22"><div class="t m0 xba h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">9 572 </div></div><div class="c x15 yf2 w55 h22"><div class="t m0 xdb h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">55%<span class="ls0"> </span></div></div><div class="c xf9 yf2 w69 h22"><div class="t m0 x4e h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">12 216 </div></div><div class="c xfa yf2 w6a h22"><div class="t m0 x5c h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">59%<span class="ls0"> </span></div></div><div class="c xf1 y486 w5e h22"><div class="t m0 x77 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xf2 y486 w68 h22"><div class="t m0 xba h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">2 669 </div></div><div class="c x15 y486 w55 h22"><div class="t m0 xdb h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">15%<span class="ls0"> </span></div></div><div class="c xf9 y486 w69 h22"><div class="t m0 xfb h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">2 782 </div></div><div class="c xfa y486 w6a h22"><div class="t m0 x5c h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c xf1 y487 w5e h22"><div class="t m0 x77 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xf2 y487 w68 h22"><div class="t m0 x62 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">17 338 </div></div><div class="c x15 y487 w55 h22"><div class="t m0 x2 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xf9 y487 w69 h22"><div class="t m0 x4e h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">20 785 </div></div><div class="c xfa y487 w6a h22"><div class="t m0 xf1 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y488 ff3 fsb fc0 sc0 ls0 ws0">(*) <span class="_ _0"></span>tabela <span class="_ _0"></span>nie <span class="_ _0"></span>obejmuje<span class="_ _0"></span> sp<span class="_ _0"></span>rzedaży we<span class="_ _0"></span>wnątrzgrupowe<span class="_ _0"></span>j (pr<span class="_ _0"></span>zez <span class="_ _0"></span>Yato <span class="ff1">Shan<span class="_ _0"></span>ghai <span class="_ _0"></span><span class="ff3">do <span class="_ _0"></span>Je<span class="_ _0"></span>dnostki <span class="_ _0"></span>Dominują<span class="ff1 ls2e">ce<span class="ls0">j. <span class="_ _0"></span>oraz <span class="_ _0"></span>Yato <span class="_ _0"></span>Tools <span class="_ _0"></span>(Ji<span class="_ _0"></span>axing)<span class="ff3">, k<span class="_ _0"></span>tóra <span class="_ _0"></span>wyniosła <span class="_ _0"></span><span class="ff1">w <span class="_ _0"></span>2022 </span></span></span></span></span></span></div><div class="t m0 x6 h18 y489 ff1 fsb fc0 sc0 lsa ws0">r.<span class="ls0"> 1<span class="ls9">20</span> <span class="ls9">233</span> <span class="ff3">tys. zł (w 20</span>22 r.: <span class="_ _0"></span><span class="ls9">119<span class="ls0"> 363 <span class="ff3">ty<span class="_ _0"></span>s. zł)<span class="ff1"> </span>przeliczone z CNY na PLN<span class="_ _0"></span> wg śre<span class="_ _0"></span>dniego kursu<span class="_ _0"></span> NBP<span class="ff1">. </span></span></span></span></span></div><div class="t m0 x6 h18 y48a ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h18 y42f ff1 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x2 y48b w6b h68" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">30<span class="ls0"> </span></div><div class="t m0 x6 h18 y48c ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y48d ff4 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze spr<span class="_ _2"></span>zedaży eksporto<span class="_ _2"></span>wej YATO Tools<span class="_ _2"></span><span class="ff2"> (Shanghai) </span>w ty<span class="_ _2"></span>s. zł<span class="ff2">. </span></div><div class="t m0 x6 h7 y48e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y48f w5e h24"><div class="t m0 x31 h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xf2 y48f w57 h24"><div class="t m0 xe1 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x16 y48f w14 h24"><div class="t m0 xa6 h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xf9 y48f w5f h24"><div class="t m0 x25 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xfc y48f w21 h24"><div class="t m0 xdb h16 yad ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xf1 y490 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Rosja </div></div><div class="c xf2 y490 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">3 349 </div></div><div class="c x16 y490 w14 h24"><div class="t m0 xf1 h18 yad ff1 fsb fc0 sc0 ls9 ws0">35%<span class="ls0"> </span></div></div><div class="c xf9 y490 w5f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls0 ws0">3 709 </div></div><div class="c xfc y490 w21 h24"><div class="t m0 xc h18 yad ff1 fsb fc0 sc0 ls9 ws0">30%<span class="ls0"> </span></div></div><div class="c xf1 y20d w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Zjednoczone<span class="_ _0"></span> Emiraty Arabski<span class="_ _0"></span>e </div></div><div class="c xf2 y20d w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 935 </div></div><div class="c x16 y20d w14 h24"><div class="t m0 xf1 h18 yad ff1 fsb fc0 sc0 ls9 ws0">31%<span class="ls0"> </span></div></div><div class="c xf9 y20d w5f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls0 ws0">4 577 </div></div><div class="c xfc y20d w21 h24"><div class="t m0 xc h18 yad ff1 fsb fc0 sc0 ls9 ws0">37%<span class="ls0"> </span></div></div><div class="c xf1 y395 w5e h24"><div class="t m0 x2c h18 y229 ff3 fsb fc0 sc0 ls0 ws0">Białoruś<span class="ff1"> </span></div></div><div class="c xf2 y395 w57 h24"><div class="t m0 x4c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">1 900 </div></div><div class="c x16 y395 w14 h24"><div class="t m0 xf1 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">20%<span class="ls0"> </span></div></div><div class="c xf9 y395 w5f h24"><div class="t m0 x2a h18 y229 ff1 fsb fc0 sc0 ls0 ws0">2 030 </div></div><div class="c xfc y395 w21 h24"><div class="t m0 xc h18 y229 ff1 fsb fc0 sc0 ls9 ws0">17%<span class="ls0"> </span></div></div><div class="c xf1 y491 w5e h20"><div class="t m0 x2c h18 y9e ff1 fsb fc0 sc0 ls0 ws0">Uzbekistan </div></div><div class="c xf2 y491 w57 h20"><div class="t m0 x70 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">900<span class="ls0"> </span></div></div><div class="c x16 y491 w14 h20"><div class="t m0 xfd h18 y9e ff1 fsb fc0 sc0 ls9 ws0">9%<span class="ls0"> </span></div></div><div class="c xf9 y491 w5f h20"><div class="t m0 x2 h18 y9e ff1 fsb fc0 sc0 ls9 ws0">704<span class="ls0"> </span></div></div><div class="c xfc y491 w21 h20"><div class="t m0 xf h18 y9e ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c xf1 y492 w5e h24"><div class="t m0 x2c h18 yad ff3 fsb fc0 sc0 ls0 ws0">Fidżi i Karaiby<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf2 y492 w57 h24"><div class="t m0 x70 h18 yad ff1 fsb fc0 sc0 ls9 ws0">137<span class="ls0"> </span></div></div><div class="c x16 y492 w14 h24"><div class="t m0 xfd h18 yad ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xf9 y492 w5f h24"><div class="t m0 x2 h18 yad ff1 fsb fc0 sc0 ls9 ws0">517<span class="ls0"> </span></div></div><div class="c xfc y492 w21 h24"><div class="t m0 xf h18 yad ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf1 y493 w5e h24"><div class="t m0 x2c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Gwatemala </div></div><div class="c xf2 y493 w57 h24"><div class="t m0 x97 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x16 y493 w14 h24"><div class="t m0 xfd h18 y229 ff1 fsb fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c xf9 y493 w5f h24"><div class="t m0 x2 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">483<span class="ls0"> </span></div></div><div class="c xfc y493 w21 h24"><div class="t m0 xf h18 y229 ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf1 yd4 w5e h22"><div class="t m0 x2c h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xf2 yd4 w57 h22"><div class="t m0 x70 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">350<span class="ls0"> </span></div></div><div class="c x16 yd4 w14 h22"><div class="t m0 xfd h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">4%<span class="ls0"> </span></div></div><div class="c xf9 yd4 w5f h22"><div class="t m0 x2 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">196<span class="ls0"> </span></div></div><div class="c xfc yd4 w21 h22"><div class="t m0 xf h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y494 w5e h22"><div class="t m0 x2c h16 ya3 ff2 fsb fc0 sc0 ls0 ws0"> Suma </div></div><div class="c xf2 y494 w57 h22"><div class="t m0 x4c h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">9 572 </div></div><div class="c x16 y494 w14 h22"><div class="t m0 x2 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xf9 y494 w5f h22"><div class="t m0 xa6 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">12 216 </div></div><div class="c xfc y494 w21 h22"><div class="t m0 xfe h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y495 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y27a ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Jiaxin<span class="_ _2"></span>g) Co., Ltd. </div><div class="t m0 x6 he y496 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y497 ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _4"></span>Yato <span class="_ _4"></span>Tools <span class="_ _4"></span>(Jiaxing) <span class="_ _4"></span>Co. <span class="_ _4"></span>Ltd. <span class="_ _16"></span>zosta<span class="_ _2"></span>ła <span class="_ _4"></span>utworzona <span class="_ _4"></span>w <span class="_ _4"></span>2019 <span class="_ _4"></span>r.<span class="ff1"> <span class="_ _4"></span>i <span class="_ _4"></span>jest <span class="_ _4"></span></span>zlokalizowana <span class="_ _4"></span>jes<span class="_ _2"></span>t <span class="_ _2"></span>w <span class="_ _4"></span>Baibu <span class="_ _4"></span>Town, <span class="_ _4"></span>miejscowości </div><div class="t m0 x6 he y498 ff3 fs3 fc0 sc0 ls0 ws0">położonej <span class="_ _e"></span>w <span class="_ _16"></span>prowincji <span class="_ _16"></span>Zh<span class="_ _2"></span>ejiang <span class="_ _e"></span>Chińskiej <span class="_ _16"></span>Republiki <span class="_ _e"></span>Ludowej. <span class="_ _16"></span>W <span class="_ _e"></span>2020 <span class="_ _16"></span>r.<span class="_ _2"></span> <span class="_ _16"></span>spół<span class="_ _2"></span>ka <span class="_ _f"> </span>rozpoczęła <span class="_ _16"></span>działaln<span class="_ _2"></span>ość <span class="_ _16"></span>op<span class="_ _2"></span>eracyjną. <span class="_ _e"></span><span class="ff1 ls2f">W </span></div><div class="t m0 x6 he y499 ff3 fs3 fc0 sc0 ls0 ws0">2023 <span class="_ _e"></span>r. <span class="_ _e"></span> <span class="_ _e"></span>został <span class="_ _e"></span>w <span class="_ _e"></span>pełni <span class="_ _e"></span>uruchomiony <span class="_ _e"></span>nowy <span class="_ _e"></span>magazyn <span class="_ _e"></span>i <span class="_ _e"></span>spółka <span class="_ _f"> </span>p<span class="_ _2"></span>rowadziła <span class="_ _e"></span>już <span class="_ _e"></span>wymianę <span class="_ _e"></span>handlową <span class="_ _e"></span>z <span class="_ _e"></span>kilkud<span class="_ _2"></span>ziesięcioma </div><div class="t m0 x6 he y49a ff3 fs3 fc0 sc0 ls0 ws0">krajami z Afryki, Azji, Australii oraz Ameryki Południowej i Środko<span class="_ _2"></span>wej. Największe obroty w tym roku odnotowali klienci </div><div class="t m0 x6 he y49b ff1 fs3 fc0 sc0 ls0 ws0">z Chile, Ukrainy oraz <span class="_ _2"></span>Armenii.  </div><div class="t m0 x6 he y281 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y282 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y49c ff4 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _25"> </span>i <span class="_ _11"> </span>wielkość <span class="_ _25"> </span>przychodów <span class="_ _25"> </span>ze <span class="_ _25"> </span>sprzedaży <span class="_ _11"> </span>w <span class="_ _25"> </span>poszczególnych <span class="_ _11"> </span>kanałac<span class="_ _2"></span>h <span class="_ _11"> </span>d<span class="_ _2"></span>ystrybucji <span class="_ _11"> </span>YATO <span class="_ _25"> </span>Tools <span class="_ _33"> </span><span class="ff2">(Jiaxing<span class="ls27">) </span> </span></div><div class="t m0 x6 h7 y49d ff4 fs3 fc0 sc0 ls0 ws0">w tys. zł <span class="ff2">(*). </span></div><div class="t m0 x6 he y49e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y49f w5e h24"><div class="t m0 x77 h16 yad ff4 fsb fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xf2 y49f w68 h24"><div class="t m0 x55 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c x15 y49f w55 h24"><div class="t m0 x4e h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c xf9 y49f w6c h24"><div class="t m0 x3b h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xff y49f w6d h24"><div class="t m0 x23 h16 yad ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xf1 y4a0 w5e h24"><div class="t m0 x77 h18 yad ff1 fsb fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy </div></div><div class="c xf2 y4a0 w68 h24"><div class="t m0 x62 h18 yad ff1 fsb fc0 sc0 ls0 ws0">25 317 </div></div><div class="c x15 y4a0 w55 h24"><div class="t m0 xdb h18 yad ff1 fsb fc0 sc0 ls9 ws0">28%<span class="ls0"> </span></div></div><div class="c xf9 y4a0 w6c h24"><div class="t m0 x44 h18 yad ff1 fsb fc0 sc0 ls0 ws0">23 719 </div></div><div class="c xff y4a0 w6d h24"><div class="t m0 x5c h18 yad ff1 fsb fc0 sc0 ls9 ws0">21%<span class="ls0"> </span></div></div><div class="c xf1 y4a1 w5e h69"><div class="t m0 x77 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xf2 y4a1 w68 h69"><div class="t m0 x62 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">65 324 </div></div><div class="c x15 y4a1 w55 h69"><div class="t m0 xdb h18 y4a2 ff1 fsb fc0 sc0 ls9 ws0">72%<span class="ls0"> </span></div></div><div class="c xf9 y4a1 w6c h69"><div class="t m0 x44 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">89 643 </div></div><div class="c xff y4a1 w6d h69"><div class="t m0 x5c h18 y4a2 ff1 fsb fc0 sc0 ls9 ws0">79%<span class="ls0"> </span></div></div><div class="c xf1 y4a3 w5e h22"><div class="t m0 x77 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xf2 y4a3 w68 h22"><div class="t m0 x37 h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">264<span class="ls0"> </span></div></div><div class="c x15 y4a3 w55 h22"><div class="t m0 xdd h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c xf9 y4a3 w6c h22"><div class="t m0 x100 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">3<span class="ls9">19</span> </div></div><div class="c xff y4a3 w6d h22"><div class="t m0 x5d h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c xf1 y4a4 w5e h6a"><div class="t m0 x77 h16 y4a2 ff2 fsb fc0 sc0 ls0 ws0">Suma </div></div><div class="c xf2 y4a4 w68 h6a"><div class="t m0 x62 h16 y4a2 ff2 fsb fc0 sc0 ls0 ws0">90 905 </div></div><div class="c x15 y4a4 w55 h6a"><div class="t m0 x2 h16 y4a2 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c xf9 y4a4 w6c h6a"><div class="t m0 x53 h16 y4a2 ff2 fsb fc0 sc0 ls0 ws0">113 681 </div></div><div class="c xff y4a4 w6d h6a"><div class="t m0 xf1 h16 y4a2 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h18 y4a5 ff1 fsb fc0 sc0 ls0 ws0">(*) <span class="_ _4"></span>tabela <span class="_ _4"></span>nie <span class="_ _4"></span><span class="ff3">obejmuje <span class="_ _4"></span>sprzedaży <span class="_ _4"></span>wewnątrzgrupo<span class="_ _0"></span>wej <span class="_ _4"></span>(przez <span class="_ _4"></span>Yato<span class="ff1"> <span class="_ _4"></span>Jiaxing <span class="_ _4"></span></span>do <span class="_ _4"></span>Jednostki <span class="_ _4"></span>Dominującej<span class="ff1 ls18">, <span class="_ _4"></span><span class="ls0">Toya <span class="_ _4"></span>Romania <span class="_ _4"></span>S.A. <span class="_ _4"></span>oraz <span class="_ _4"></span>Yato <span class="_ _4"></span>Shanghai</span></span>, <span class="_ _4"></span>która </span></div><div class="t m0 x6 h18 y4a6 ff3 fsb fc0 sc0 ls0 ws0">wyniosła w <span class="ff1">2<span class="ls9">45</span> 89<span class="_ _0"></span>4 <span class="ff3">tys. zł  (w </span><span class="ls9">20</span>22 r.:<span class="_ _0"></span> <span class="ls9">226</span> <span class="ls9">825 </span><span class="ff3">tys. zł</span><span class="ls1b">) </span> <span class="ff3">przel<span class="_ _0"></span>iczone z CNY na PLN wg śr<span class="_ _0"></span>edniego kur<span class="_ _0"></span>su NBP.<span class="ff1"> </span></span></span></div><div class="t m0 x6 he y4a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4a9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4aa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4ab ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4ac ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4ad ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4ae ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4af ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4b9 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x2 y4ba w3 h6b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">31<span class="ls0"> </span></div><div class="t m0 x6 h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze spr<span class="_ _2"></span>zedaży eksporto<span class="_ _2"></span>wej YATO Tools<span class="_ _2"></span><span class="ff2"> (Jiaxing) </span>w <span class="_ _2"></span>tys. zł<span class="ff2">. </span></div><div class="t m0 x6 he y1af ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf1 y3b2 w5e h24"><div class="t m0 x31 h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xf2 y3b2 w57 h24"><div class="t m0 xe1 h16 yad ff2 fsb fc3 sc0 ls9 ws0">20<span class="ls0">23 </span></div></div><div class="c x16 y3b2 w6e h24"><div class="t m0 xe1 h16 yad ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">udział %</span> </div></div><div class="c x101 y3b2 w6f h24"><div class="t m0 xa6 h16 yad ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2  </span></div></div><div class="c xff y3b2 w23 h24"><div class="t m0 x33 h16 yad ff4 fsb fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xf1 y4bb w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Chile </div></div><div class="c xf2 y4bb w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 239 </div></div><div class="c x16 y4bb w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls0 ws0">9% </div></div><div class="c x101 y4bb w6f h24"><div class="t m0 x24 h18 yad ff1 fsb fc0 sc0 ls9 ws0">14 498<span class="ls0"> </span></div></div><div class="c xff y4bb w23 h24"><div class="t m0 xb h18 yad ff1 fsb fc0 sc0 ls9 ws0">16%<span class="ls0"> </span></div></div><div class="c xf1 y4bc w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c xf2 y4bc w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">5 688 </div></div><div class="c x16 y4bc w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">9%<span class="ls0"> </span></div></div><div class="c x101 y4bc w6f h24"><div class="t m0 x24 h18 yad ff1 fsb fc0 sc0 ls0 ws0">10 371 </div></div><div class="c xff y4bc w23 h24"><div class="t m0 xb h18 yad ff1 fsb fc0 sc0 ls9 ws0">12%<span class="ls0"> </span></div></div><div class="c xf1 y4bd w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Armenia </div></div><div class="c xf2 y4bd w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">5 047 </div></div><div class="c x16 y4bd w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">8%<span class="ls0"> </span></div></div><div class="c x101 y4bd w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 430 </div></div><div class="c xff y4bd w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c xf1 y4be w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Rosja </div></div><div class="c xf2 y4be w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">4 544 </div></div><div class="c x16 y4be w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c x101 y4be w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 117 </div></div><div class="c xff y4be w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4bf w5e h24"><div class="t m0 x2c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Demokraty<span class="_ _0"></span>czna Republika Kon<span class="_ _0"></span>ga </div></div><div class="c xf2 y4bf w57 h24"><div class="t m0 x4c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">4 254 </div></div><div class="c x16 y4bf w6e h24"><div class="t m0 x5e h18 y229 ff1 fsb fc0 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c x101 y4bf w6f h24"><div class="t m0 xe1 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">7 467 </div></div><div class="c xff y4bf w23 h24"><div class="t m0 xa8 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">8%<span class="ls0"> </span></div></div><div class="c xf1 y398 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Gwatemala </div></div><div class="c xf2 y398 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">3 068 </div></div><div class="c x16 y398 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c x101 y398 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">4 938 </div></div><div class="c xff y398 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">6%<span class="ls0"> </span></div></div><div class="c xf1 y4c0 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Turkmenistan<span class="_ _0"></span> </div></div><div class="c xf2 y4c0 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 149 </div></div><div class="c x16 y4c0 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c x101 y4c0 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">6 815 </div></div><div class="c xff y4c0 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">8%<span class="ls0"> </span></div></div><div class="c xf1 y4c1 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Gruzja </div></div><div class="c xf2 y4c1 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 989 </div></div><div class="c x16 y4c1 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c x101 y4c1 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 866 </div></div><div class="c xff y4c1 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4c2 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Kamerun </div></div><div class="c xf2 y4c2 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 769 </div></div><div class="c x16 y4c2 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c x101 y4c2 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 116 </div></div><div class="c xff y4c2 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4c3 w5e h2e"><div class="t m0 x2c h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">Libia </div></div><div class="c xf2 y4c3 w57 h2e"><div class="t m0 x4c h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">1 687 </div></div><div class="c x16 y4c3 w6e h2e"><div class="t m0 x5e h18 yf0 ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c x101 y4c3 w6f h2e"><div class="t m0 xe1 h18 yf0 ff1 fsb fc0 sc0 ls0 ws0">2 583 </div></div><div class="c xff y4c3 w23 h2e"><div class="t m0 xa8 h18 yf0 ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c xf1 y4c4 w5e h24"><div class="t m0 x2c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Zimbabwe </div></div><div class="c xf2 y4c4 w57 h24"><div class="t m0 x4c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">1 627 </div></div><div class="c x16 y4c4 w6e h24"><div class="t m0 x5e h18 y229 ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c4 w6f h24"><div class="t m0 xe1 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">1 012 </div></div><div class="c xff y4c4 w23 h24"><div class="t m0 xa8 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xf1 y37b w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Panama </div></div><div class="c xf2 y37b w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 581 </div></div><div class="c x16 y37b w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y37b w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 757 </div></div><div class="c xff y37b w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c xf1 y4c5 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Kenia </div></div><div class="c xf2 y4c5 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 536 </div></div><div class="c x16 y4c5 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c5 w6f h24"><div class="t m0 x2a h18 yad ff1 fsb fc0 sc0 ls9 ws0">770<span class="ls0"> </span></div></div><div class="c xff y4c5 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xf1 y4c6 w5e h24"><div class="t m0 x2c h18 yad ff3 fsb fc0 sc0 ls0 ws0">Korea Południo<span class="_ _0"></span>wa<span class="ff1"> </span></div></div><div class="c xf2 y4c6 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 526 </div></div><div class="c x16 y4c6 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c6 w6f h24"><div class="t m0 x7 h18 yad ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c xff y4c6 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c xf1 y4c7 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Malezja </div></div><div class="c xf2 y4c7 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 489 </div></div><div class="c x16 y4c7 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c7 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">2 054 </div></div><div class="c xff y4c7 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4c8 w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Indie </div></div><div class="c xf2 y4c8 w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 469 </div></div><div class="c x16 y4c8 w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c8 w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 859 </div></div><div class="c xff y4c8 w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4c9 w5e h24"><div class="t m0 x2c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">Izrael </div></div><div class="c xf2 y4c9 w57 h24"><div class="t m0 x4c h18 y229 ff1 fsb fc0 sc0 ls0 ws0">1 079 </div></div><div class="c x16 y4c9 w6e h24"><div class="t m0 x5e h18 y229 ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4c9 w6f h24"><div class="t m0 xe1 h18 y229 ff1 fsb fc0 sc0 ls0 ws0">1 041 </div></div><div class="c xff y4c9 w23 h24"><div class="t m0 xa8 h18 y229 ff1 fsb fc0 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c xf1 y4ca w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Wietnam </div></div><div class="c xf2 y4ca w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 040 </div></div><div class="c x16 y4ca w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4ca w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 412 </div></div><div class="c xff y4ca w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4cb w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Irak </div></div><div class="c xf2 y4cb w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 035 </div></div><div class="c x16 y4cb w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4cb w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2 538<span class="ls0"> </span></div></div><div class="c xff y4cb w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">3%<span class="ls0"> </span></div></div><div class="c xf1 y4cc w5e h24"><div class="t m0 x2c h18 yad ff1 fsb fc0 sc0 ls0 ws0">Bangladesz </div></div><div class="c xf2 y4cc w57 h24"><div class="t m0 x4c h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 023 </div></div><div class="c x16 y4cc w6e h24"><div class="t m0 x5e h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x101 y4cc w6f h24"><div class="t m0 xe1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">1 385 </div></div><div class="c xff y4cc w23 h24"><div class="t m0 xa8 h18 yad ff1 fsb fc0 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c xf1 y4cd w5e h6a"><div class="t m0 x2c h18 y4a2 ff3 fsb fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xf2 y4cd w57 h6a"><div class="t m0 x43 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">15 485 </div></div><div class="c x16 y4cd w6e h6a"><div class="t m0 x7 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">23% </div></div><div class="c x101 y4cd w6f h6a"><div class="t m0 x24 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">19 614 </div></div><div class="c xff y4cd w23 h6a"><div class="t m0 xb h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">21% </div></div><div class="c xf1 y4ce w5e h22"><div class="t m0 x77 h16 y69 ff2 fsb fc0 sc0 ls0 ws0">Suma<span class="ff1"> </span></div></div><div class="c xf2 y4ce w57 h22"><div class="t m0 x43 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">65 324 </div></div><div class="c x16 y4ce w6e h22"><div class="t m0 x33 h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0">  </span></div></div><div class="c x101 y4ce w6f h22"><div class="t m0 x24 h16 ya3 ff2 fsb fc0 sc0 ls0 ws0">89 643<span class="ff1"> </span></div></div><div class="c xff y4ce w23 h22"><div class="t m0 xdb h16 ya3 ff2 fsb fc0 sc0 ls9 ws0">100%<span class="ls0"> <span class="ff1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h25 y4cf ff2 fs4 fc0 sc0 ls0 ws0">16.1.4.<span class="ff8"> <span class="_ _14"> </span><span class="ff4">Sprzedaż <span class="_ _2"></span>detaliczna–</span></span> <span class="ff4">sprzedaż we wszystkich spółka<span class="_ _0"></span>ch Grupy<span class="ff2">  </span></span></div><div class="t m0 x6 he y4d0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4d1 ff1 fs3 fc0 sc0 ls0 ws0">Rok <span class="_ _4"></span>2023 <span class="_ _16"></span><span class="ls30">to <span class="_ _4"></span></span>dals<span class="_ _2"></span>zy <span class="_ _4"></span><span class="ff3">dynamiczny <span class="_ _16"></span>rozwój <span class="_ _4"></span>sklepu<span class="_ _2"></span> <span class="_ _4"></span>internetowego <span class="_ _16"></span></span>www.toya24.pl <span class="_ _16"></span>oraz <span class="_ _16"></span>yatogastro<span class="_ _2"></span>.pl. <span class="_ _4"></span><span class="ff3">Po<span class="_ _2"></span>nadto <span class="_ _4"></span>sprzedaż <span class="_ _16"></span>w </span></div><div class="t m0 x6 he y1f8 ff3 fs3 fc0 sc0 ls0 ws0">Polsce jest prowadzona za pośredn<span class="_ _2"></span>ictwem popularnych platform online. <span class="_ _2"></span>Równi<span class="_ _2"></span>eż Spółki zależne w Rumunii i w <span class="ff1">Chinach </span></div><div class="t m0 x6 he y1f9 ff3 fs3 fc0 sc0 ls0 ws0">prowadzą sp<span class="_ _2"></span>rzedaż online<span class="_ _2"></span>. Łącznie w Grupie ten kan<span class="_ _2"></span>ał sprzedaży s<span class="_ _2"></span>tanowi <span class="_ _2"></span><span class="ff1">7</span>% całości przychodów ze s<span class="_ _2"></span>przedaży. <span class="ff1"> </span></div><div class="t m0 x6 he y4d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4d3 ff3 fs3 fc0 sc0 ls0 ws0">Wzrost  w <span class="_ _f"> </span>s<span class="_ _2"></span>tosunku  do <span class="_ _f"> </span>ro<span class="_ _2"></span>ku <span class="_ _10"> </span>ubiegłego  w<span class="_ _0"></span>yniósł  <span class="ff1">3%,  <span class="ls15">co</span> <span class="_ _10"> </span></span>wskazuje  na <span class="_ _10"> </span>stabilizację <span class="_ _10"> </span>po  okresie <span class="_ _10"> </span>dynamicznego  wzrostu </div><div class="t m0 x6 he y4d4 ff1 fs3 fc0 sc0 ls0 ws0">zanotowanego <span class="_ _2"></span>w latach <span class="_ _2"></span>2020-2022 <span class="_ _2"></span>w trakcie <span class="_ _2"></span>pandemii. <span class="_ _2"></span>Grupa <span class="_ _2"></span><span class="ff3">widzi <span class="_ _2"></span>duży potencja<span class="_ _2"></span>ł i <span class="_ _2"></span></span>planuje dalszy <span class="_ _2"></span><span class="ff3">dynamiczny <span class="_ _2"></span>rozwój </span></div><div class="t m0 x6 he y4d5 ff3 fs3 fc0 sc0 ls0 ws0">tego kanału d<span class="_ _2"></span>ystrybucji w perspektywie <span class="_ _2"></span>kolejnych okres<span class="_ _2"></span>ów<span class="ff1">. </span></div><div class="t m0 x6 hc y4d6 ff2 fs0 fc0 sc0 ls0 ws0">17.<span class="ff8"> <span class="_ _35"> </span></span>DOSTAWCY </div><div class="t m0 x6 h6 y4d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y485 ff3 fs3 fc0 sc0 ls0 ws0">Sieć <span class="_ _11"> </span>d<span class="_ _2"></span>ostawców, <span class="_ _25"> </span>z <span class="_ _25"> </span>którymi <span class="_ _25"> </span>Grupa <span class="_ _25"> </span>prowad<span class="_ _2"></span>zi <span class="_ _25"> </span>wsp<span class="_ _2"></span>ółpracę <span class="_ _11"> </span>jes<span class="_ _2"></span>t <span class="_ _25"> </span>znacznie <span class="_ _25"> </span>zdywersyfikowana.<span class="_ _2"></span> <span class="_ _25"> </span>Grupa <span class="_ _25"> </span>od <span class="_ _25"> </span>wielu <span class="_ _25"> </span>lat </div><div class="t m0 x6 he y4d8 ff3 fs3 fc0 sc0 ls0 ws0">współpracuje <span class="_ _e"></span>z <span class="_ _16"></span><span class="ff1">kilkus<span class="_ _2"></span>et <span class="_ _16"></span>dos<span class="_ _2"></span>tawcami <span class="_ _16"></span>zagranicznymi <span class="_ _e"></span>oraz <span class="_ _e"></span></span>kilkudziesięcioma<span class="ff1"> <span class="_ _e"></span></span>krajowymi, <span class="_ _16"></span>d<span class="_ _2"></span>zięki<span class="ff1"> <span class="_ _e"></span></span>czemu <span class="_ _16"></span>nawiązała <span class="_ _e"></span>trwałe </div><div class="t m0 x6 he y4d9 ff3 fs3 fc0 sc0 ls0 ws0">kontakty  biznesowe.  T<span class="_ _0"></span>ak  szeroka  gama <span class="_ _10"> </span>dostawców  zapewnia  wysoki  stopień <span class="_ _10"> </span>niezależności <span class="_ _1e"> </span><span class="ff1">oraz<span class="_ _2"></span>  </span>pozwala  umocni<span class="_ _0"></span>ć </div><div class="t m0 x6 he y4da ff3 fs3 fc0 sc0 ls0 ws0">pozycję  negocjacyjną <span class="_ _10"> </span>Grupy.  Pozycja <span class="_ _10"> </span>ta  jest <span class="_ _10"> </span>dodatkowo  wzmocniona <span class="_ _10"> </span>przez  obecność <span class="_ _10"> </span>spó<span class="_ _4"></span>łek<span class="ff1">  </span>zależn<span class="ff1">ych <span class="_ _10"> </span>Yato  Tools </span></div><div class="t m0 x6 he y4db ff1 fs3 fc0 sc0 ls0 ws0">(Shanghai) <span class="_ _4"></span>i <span class="_ _4"></span>Yato <span class="_ _4"></span>Tools <span class="_ _2"></span>(Jiaxin<span class="_ _2"></span>g)<span class="ff3">, <span class="_ _4"></span>zarówno <span class="_ _4"></span>dzięki <span class="_ _4"></span>większemu<span class="_ _2"></span> <span class="_ _4"></span>zaufaniu <span class="_ _4"></span>azjatyckich <span class="_ _4"></span>producentów <span class="_ _4"></span>do <span class="_ _4"></span>lokalnego <span class="_ _4"></span>partnera, </span></div><div class="t m0 x6 he y4dc ff3 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _4"></span>również <span class="_ _16"></span>ze <span class="_ _4"></span>względu <span class="_ _16"></span>na <span class="_ _4"></span>większe <span class="_ _16"></span>wolumeny <span class="_ _4"></span>za<span class="_ _2"></span>mówień. <span class="_ _4"></span>Jedno<span class="_ _2"></span>stka <span class="_ _4"></span>Dominu<span class="_ _2"></span>jąca <span class="_ _4"></span>z <span class="_ _4"></span>reguł<span class="_ _2"></span>y <span class="_ _4"></span>zamawia <span class="_ _16"></span>produkty <span class="_ _16"></span>na <span class="_ _4"></span>bazie </div><div class="t m0 x6 he y4dd ff3 fs3 fc0 sc0 ls0 ws0">pojedynczych zleceń, co zapewnia elastyczność w <span class="_ _0"></span>n<span class="_ _2"></span>egocjacjach oraz umożliwia <span class="_ _0"></span>lepsze dopasowanie oferty produktowej </div><div class="t m0 x6 he y4de ff3 fs3 fc0 sc0 ls0 ws0">do zmieniających s<span class="_ _2"></span>ię oczekiwań klientów.<span class="_ _2"></span><span class="ff1">  </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:617.860000px;bottom:627.220000px;width:66.620000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x2 y4df w70 h6c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">32<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls0 ws0">18.<span class="ff8"> <span class="_ _35"> </span></span>INFORMACJA <span class="_ _40"> </span>O <span class="_ _46"> </span>ZAWARTYCH <span class="_ _40"> </span>UMOWACH </div><div class="t m0 xc hc y11d ff4 fs0 fc0 sc0 ls0 ws0">ZNACZĄCYCH DLA DZ<span class="_ _0"></span>IAŁALNOŚCI <span class="ff2">GRUPY<span class="_ _0"></span> </span></div><div class="t m0 x6 h6 y4e0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Jako <span class="_ _16"></span>kry<span class="_ _2"></span>terium <span class="_ _16"></span>określenia <span class="_ _e"></span>uznania <span class="_ _16"></span>umów <span class="_ _e"></span>za <span class="_ _16"></span>znaczące <span class="_ _e"></span>Spółka <span class="_ _e"></span>przyjęła <span class="_ _16"></span>wartość <span class="_ _e"></span>umowy <span class="_ _16"></span>przekraczającą <span class="_ _e"></span>10% <span class="_ _16"></span>kapitałów<span class="_ _2"></span> </div><div class="t m0 x6 he y4e2 ff3 fs3 fc0 sc0 ls0 ws0">własnych TOYA. Przy z<span class="_ _2"></span>astosowaniu<span class="_ _2"></span> tego kryterium, w 2<span class="_ _2"></span>0<span class="_ _2"></span><span class="ff1">23 </span>r. Spół<span class="_ _2"></span>ka zawarła an<span class="_ _2"></span>eksy do umów kredyto<span class="_ _2"></span>wych z banka<span class="_ _2"></span>mi, </div><div class="t m0 x6 he y395 ff3 fs3 fc0 sc0 ls0 ws0">które przedstawione zo<span class="_ _2"></span>stały w pkt <span class="_ _2"></span><span class="ff1 ls3">21<span class="ls0">. </span></span></div><div class="t m0 x6 he y4e3 ff1 fs3 fc0 sc0 ls0 ws0">W tabeli <span class="ff3">poniżej<span class="_ _2"></span></span> <span class="ff3">zostały zawarte po<span class="_ _2"></span>lisy ubezpieczeniowe Jed<span class="_ _2"></span>nostki Dominują<span class="_ _2"></span>cej<span class="_ _2"></span></span>. </div><div class="t m0 x6 he y4e4 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y2e5 w71 h22"><div class="t m0 x35 h16 ya3 ff2 fsb fc3 sc0 ls0 ws0">Lp. </div></div><div class="c x102 y2e5 w72 h22"><div class="t m0 x37 h16 ya3 ff2 fsb fc3 sc0 ls0 ws0">Okres ubezpiecz<span class="_ _0"></span>enia </div></div><div class="c x47 y2e5 w73 h22"><div class="t m0 x5b h16 ya3 ff2 fsb fc3 sc0 ls0 ws0">Przedmiot ubezpi<span class="_ _0"></span>eczenia </div></div><div class="c x6 y4e5 w71 h21"><div class="t m0 x3f h18 yd0 ff1 fsb fc0 sc0 ls9 ws0">1a<span class="ls0"> </span></div></div><div class="c x102 y4e5 w74 h21"><div class="t m0 x31 h18 yd0 ff1 fsb fc0 sc0 ls0 ws0">1 lipca 2023 r<span class="_ _0"></span>. -30 czerwca 2024 r.<span class="_ _0"></span> </div></div><div class="c x5 y4e5 w75 h21"><div class="t m0 x31 h18 ya0 ff1 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia mieni<span class="_ _0"></span>a - <span class="ff3">środki trwałe i </span></div><div class="t m0 x31 h18 y9c ff3 fsb fc0 sc0 ls0 ws0">nierucho<span class="_ _0"></span>mości <span class="ff1"> </span></div></div><div class="c x6 y4e6 w71 h6d"><div class="t m0 x3f h18 y4e7 ff1 fsb fc0 sc0 ls9 ws0">1b<span class="ls0"> </span></div></div><div class="c x102 y4e6 w74 h6d"><div class="t m0 x31 h18 y4e7 ff1 fsb fc0 sc0 ls0 ws0">1 lipca 2023 r<span class="_ _0"></span>. -30 czerwca 2024 r.<span class="_ _0"></span> </div></div><div class="c x5 y4e6 w75 h6d"><div class="t m0 x31 h18 y4e7 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia śr<span class="_ _0"></span>odków obroto<span class="_ _0"></span>wych <span class="ff1"> </span></div></div><div class="c x6 y4e8 w71 h22"><div class="t m0 x3f h18 ya3 ff1 fsb fc0 sc0 ls9 ws0">1c<span class="ls0"> </span></div></div><div class="c x102 y4e8 w74 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">1 lipca 2023 r<span class="_ _0"></span>. -30 czerwca 2024 r.<span class="_ _0"></span> </div></div><div class="c x5 y4e8 w75 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia - <span class="ff3">sprzęt e<span class="_ _0"></span>lektronic<span class="_ _0"></span>zny<span class="ff1"> </span></span></div></div><div class="c x6 y4e9 w71 h2b"><div class="t m0 x77 h18 yd0 ff1 fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x102 y4e9 w74 h2b"><div class="t m0 x31 h18 yd0 ff1 fsb fc0 sc0 ls0 ws0">1 lipca 2023 r<span class="_ _0"></span>. -30 czerwca 2024 r.<span class="_ _0"></span> </div></div><div class="c x5 y4e9 w75 h2b"><div class="t m0 x31 h18 ya0 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej z tyt<span class="_ _0"></span>ułu posiadania mie<span class="_ _0"></span>nia oraz </div><div class="t m0 x31 h18 y21d ff3 fsb fc0 sc0 ls0 ws0">prowadzonej działalno<span class="_ _0"></span>ści <span class="ff1"> </span></div></div><div class="c x6 y4ea w71 h22"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">3 </div></div><div class="c x102 y4ea w74 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">29 listopa<span class="_ _0"></span>da 2023 r.<span class="ff3">–</span> <span class="ls9">28</span> list<span class="_ _0"></span>opada 2024 <span class="lsa">r.</span> </div></div><div class="c x5 y4ea w75 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">Ubezpieczenia k<span class="_ _0"></span>omunikacyjne<span class="_ _0"></span> floty samochodowej  </div></div><div class="c x6 y33b w71 h6a"><div class="t m0 x77 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">4 </div></div><div class="c x102 y33b w74 h6a"><div class="t m0 x31 h18 y4a2 ff3 fsb fc0 sc0 ls0 ws0">20 września 2023<span class="ff1"> <span class="lsa">r.</span>-</span>19 wr<span class="_ _0"></span>ześnia 2024<span class="ff1"> <span class="lsa">r.</span> </span></div></div><div class="c x5 y33b w75 h6a"><div class="t m0 x31 h18 y4a2 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej członkó<span class="_ _0"></span>w władz spółek <span class="ff1"> </span></div></div><div class="c x6 y4eb w71 h6e"><div class="t m0 x77 h18 y4ec ff1 fsb fc0 sc0 ls0 ws0">5 </div></div><div class="c x102 y4eb w74 h6e"><div class="t m0 x31 h18 y4ec ff3 fsb fc0 sc0 ls0 ws0">13 październi<span class="_ _0"></span>k<span class="ff1">a 2023 r.</span>–<span class="ff1"> <span class="ls9">12</span> </span>pa<span class="_ _0"></span>ździernik<span class="_ _0"></span>a 2024<span class="ff1"> <span class="lsa">r.</span> </span></div></div><div class="c x5 y4eb w75 h6e"><div class="t m0 x31 h18 y67 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej zawodowej k<span class="_ _0"></span>sięgowych i<span class="_ _0"></span> osób </div><div class="t m0 x31 h18 y6b ff3 fsb fc0 sc0 ls0 ws0">wykonujący<span class="_ _0"></span>ch obsługę płac<span class="ff1"> </span></div></div><div class="c x6 y33e w71 h22"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">6 </div></div><div class="c x102 y33e w74 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">1 marca 2023 r. <span class="_ _0"></span>-30 czerwca 2025 <span class="lsa">r.</span> </div></div><div class="c x5 y33e w75 h22"><div class="t m0 x31 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> ryzyka kre<span class="_ _0"></span>dytu kupieckiego od ni<span class="_ _0"></span>ektórych umów<span class="ff1"> </span></div></div><div class="c x6 y4ed w71 h6a"><div class="t m0 x77 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">7 </div></div><div class="c x102 y4ed w74 h6a"><div class="t m0 x31 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">1 mar<span class="ls2e">ca</span> <span class="ls9">202</span> 3r. <span class="ff3">–</span> 29 lut<span class="_ _0"></span>ego 2024 r. </div></div><div class="c x5 y4ed w75 h6a"><div class="t m0 x31 h18 y4a2 ff1 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> mienia w transp<span class="_ _0"></span>orcie CARGO </div></div><div class="c x6 y4ee w71 h22"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">8 </div></div><div class="c x102 y4ee w74 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">01 stycznia 2023 <span class="lsa">r.</span>- 31 grud<span class="_ _0"></span>nia 2023 <span class="ls31">r.</span> </div></div><div class="c x5 y4ee w75 h22"><div class="t m0 x31 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Gwarancja zapłaty d<span class="_ _0"></span>ługu celnego<span class="ff1">  </span></div></div><div class="c x6 y4ef w71 h22"><div class="t m0 x77 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">9 </div></div><div class="c x102 y4ef w74 h22"><div class="t m0 x31 h18 ya3 ff1 fsb fc0 sc0 ls0 ws0">20 czerwca 2023 r.<span class="ff3">–</span> <span class="ls9">20</span> <span class="_ _0"></span>czerwca 2024 <span class="_ _0"></span><span class="lsa">r.<span class="ls0"> </span></span></div></div><div class="c x5 y4ef w75 h22"><div class="t m0 x31 h18 ya3 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> pracownikó<span class="_ _0"></span>w w podróży<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y4f0 ff2 fs0 fc0 sc0 ls0 ws0">19.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">INFORMACJA <span class="_ _40"> </span>O <span class="_ _46"> </span>PODMIOCIE <span class="_ _40"> </span>BADAJĄCYM </span></span></div><div class="t m0 xc hc y4f1 ff2 fs0 fc0 sc0 ls0 ws0">SPRAWOZDANIE FINANS<span class="_ _0"></span>OWE </div><div class="t m0 x102 h6f y4f2 ffa fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4f3 ff3 fs3 fc0 sc0 ls0 ws0">Podmiotem <span class="_ _19"> </span>uprawionym <span class="_ _1a"> </span>do <span class="_ _1a"> </span>badania <span class="_ _19"> </span>o<span class="_ _2"></span>raz <span class="_ _19"> </span>przeglądu<span class="_ _2"></span> <span class="_ _19"> </span>sprawozdań <span class="_ _19"> </span>jedno<span class="_ _2"></span>stkowych <span class="_ _19"> </span>i <span class="_ _19"> </span>skons<span class="_ _2"></span>olidowanych<span class="_ _4"></span><span class="ff1"> <span class="_ _19"> </span>jest <span class="_ _1a"> </span>Grant </span></div><div class="t m0 x6 he y4f4 ff3 fs3 fc0 sc0 ls0 ws0">Thornton Polska<span class="_ _2"></span> Prosta Spółka <span class="_ _2"></span><span class="ff1">Akcyjna </span>z <span class="_ _2"></span>siedzibą w Pozn<span class="_ _2"></span>aniu.<span class="ff1">  <span class="ffa fs4"> </span></span></div><div class="t m0 x6 he y4f5 ff3 fs3 fc0 sc0 ls0 ws0">Wyboru audyto<span class="_ _2"></span>ra dokonała Rada <span class="_ _2"></span><span class="ff1">Nadzorcza<span class="_ _2"></span> 19 grudnia <span class="_ _2"></span>2022 r. </span></div><div class="t m0 x6 he y4f6 ff3 fs3 fc0 sc0 ls0 ws0">Umowa  o <span class="_ _f"> </span>bad<span class="_ _2"></span>anie  i <span class="_ _f"> </span>prze<span class="_ _2"></span>gląd  została  zawarta  <span class="ff1">5 <span class="_ _f"> </span>lipc<span class="_ _2"></span>a <span class="_ _10"> </span>20<span class="ls3">23</span>  <span class="ls8">r.</span> <span class="_ _10"> </span></span>i <span class="_ _10"> </span>ob<span class="_ _2"></span>ejmuje <span class="_ _10"> </span>prz<span class="_ _2"></span>egląd <span class="_ _10"> </span>p<span class="_ _2"></span>ółroczny  oraz <span class="_ _10"> </span>badanie  roczne </div><div class="t m0 x6 he y4f7 ff1 fs3 fc0 sc0 ls0 ws0">jednostkowego i sko<span class="_ _2"></span>nsolidowanego s<span class="_ _2"></span>prawozdania finan<span class="_ _2"></span>sowego za <span class="_ _2"></span>lata 2023-<span class="_ _2"></span><span class="ls3">2025</span>. </div><div class="t m0 x6 he y40e ff3 fs3 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _19"> </span>za <span class="_ _1e"> </span>rok <span class="_ _1e"> </span>za<span class="_ _2"></span>kończony <span class="_ _19"> </span>31 <span class="_ _1e"> </span>grudnia <span class="_ _19"> </span>2022 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>zo<span class="_ _2"></span>stało <span class="_ _19"> </span>zbadane <span class="_ _1e"> </span>przez <span class="_ _1a"> </span>KPMG <span class="_ _1e"> </span>Au<span class="_ _2"></span>dyt <span class="_ _1e"> </span>Spó<span class="_ _2"></span>łka <span class="_ _1e"> </span>z <span class="_ _19"> </span>ograniczoną </div><div class="t m0 x6 he y4f8 ff3 fs3 fc0 sc0 ls0 ws0">odpowiedzialnością s<span class="_ _2"></span>p.k. z siedzibą w Wars<span class="_ _2"></span>zawie<span class="ff1">.<span class="_ _2"></span> </span></div><div class="t m0 x6 he y4f9 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _10"> </span>podmiotu<span class="_ _2"></span> <span class="_ _10"> </span>uprawionego <span class="_ _10"> </span>do <span class="_ _10"> </span>badania  zgodnie <span class="_ _10"> </span>z <span class="_ _10"> </span>zawartymi <span class="_ _10"> </span>umowami  <span class="ff3">zostało <span class="_ _10"> </span>przedstawione  poniżej </span></div><div class="t m0 x6 he y263 ff3 fs3 fc0 sc0 ls0 ws0">(kwoty w tys. zł<span class="_ _2"></span>):<span class="ff1"> </span></div><div class="t m0 x6 he y4fa ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y4fb w76 h28"><div class="t m0 x31 h18 yc3 ff1 fsb fc3 sc0 ls0 ws0">  </div></div><div class="c x103 y4fb w77 h28"><div class="t m0 x97 h16 yc3 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">3 </span></div></div><div class="c xfc y4fb w78 h28"><div class="t m0 xfd h16 yc3 ff2 fsb fc3 sc0 ls9 ws0">202<span class="ls0">2 </span></div></div><div class="c x7 y4fc w76 h70"><div class="t m0 x31 h18 yec ff1 fsb fc0 sc0 ls0 ws0">Badanie r<span class="_ _0"></span>ocznego sprawozdania <span class="_ _0"></span>finansowego (jedno<span class="_ _0"></span>stkowego i s<span class="_ _0"></span>konsolidowanego) </div></div><div class="c x103 y4fc w77 h70"><div class="t m0 x58 h18 yec ff1 fsb fc0 sc0 ls9 ws0">125<span class="ls0"> </span></div></div><div class="c xfc y4fc w78 h70"><div class="t m0 xfe h18 yec ff1 fsb fc0 sc0 ls9 ws0">230<span class="ls0"> </span></div></div><div class="c x7 y4fd w76 h71"><div class="t m0 x31 h18 y4fe ff3 fsb fc0 sc0 ls0 ws0">Przegląd półroczne<span class="_ _0"></span>go sprawozdania f<span class="_ _0"></span>inansowego (je<span class="_ _0"></span>dnostkowe<span class="_ _0"></span>go i skonsolidowanego)<span class="ff1"> </span></div></div><div class="c x103 y4fd w77 h71"><div class="t m0 x5c h18 y4fe ff1 fsb fc0 sc0 ls9 ws0">54<span class="ls0"> </span></div></div><div class="c xfc y4fd w78 h71"><div class="t m0 x6f h18 y4fe ff1 fsb fc0 sc0 ls9 ws0">70<span class="ls0"> </span></div></div><div class="c x7 y4ff w76 h72"><div class="t m0 x31 h18 y4fe ff3 fsb fc0 sc0 ls0 ws0">Inne usługi <span class="ff1">atest<span class="_ _0"></span>acyjne </span></div></div><div class="c x103 y4ff w77 h72"><div class="t m0 x5d h18 y4fe ff1 fsb fc0 sc0 ls0 ws0">9 </div></div><div class="c xfc y4ff w78 h72"><div class="t m0 xd h18 y4fe ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x7 y500 w76 h28"><div class="t m0 x31 h16 y501 ff2 fsb fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x103 y500 w77 h28"><div class="t m0 x58 h16 y501 ff2 fsb fc0 sc0 ls9 ws0">188<span class="ls0"> </span></div></div><div class="c xfc y500 w78 h28"><div class="t m0 xfe h16 y501 ff2 fsb fc0 sc0 ls9 ws0">300<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he y502 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:391.760000px;bottom:1309.420000px;width:14.630000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x2 y503 w3 h73" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">33<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>2023 <span class="_ _10"> </span>r. <span class="_ _10"> </span><span class="ff3">Grant <span class="_ _10"> </span>Thornton <span class="_ _10"> </span>Polska <span class="_ _10"> </span>Pros<span class="_ _2"></span>ta <span class="_ _f"> </span>Sp<span class="_ _2"></span>ółka <span class="_ _10"> </span>Akcyjna<span class="ff10 fcb"> <span class="_ _47"> </span></span>świadczyła  usługę <span class="_ _f"> </span>atesta<span class="_ _2"></span>cyjną <span class="_ _f"> </span>do<span class="_ _2"></span>tyczącą</span> <span class="_ _10"> </span>sprawozd<span class="_ _2"></span>ania <span class="_ _10"> </span>o </div><div class="t m0 x6 he y1af ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzeniach Z<span class="ff3">arzą<span class="_ _2"></span>du i</span> Rady Nadzorczej za rok 2022<span class="ls4">. </span>Ponadto w <span class="ff3">2022 r. G<span class="_ _0"></span>rant Thornton Polska Spółka<span class="_ _2"></span> z o.o. <span class="_ _0"></span>spółka </span></div><div class="t m0 x6 he y504 ff1 fs3 fc0 sc0 ls0 ws0">komandytowa <span class="_ _0"></span>(obecnie<span class="ff10 fcb ls32">: <span class="_ _3"></span><span class="ff3 fc0 ls0">Gran<span class="_ _2"></span>t <span class="_ _0"></span>Thornton <span class="_ _0"></span>Polska <span class="_ _0"></span>Prosta <span class="_ _0"></span>Spółka <span class="_ _0"></span>Akcyjna) <span class="_ _0"></span>również<span class="ff10 fcb"> <span class="_ _0"></span><span class="ff3 fc0">świadczyła <span class="_ _0"></span>usługę <span class="_ _0"></span>atestacyjną <span class="_ _0"></span>dotyczącą </span></span></span></span></div><div class="t m0 x6 he y505 ff3 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _4"></span>o <span class="_ _4"></span>wynagrodzeniach <span class="_ _4"></span>Zarządu <span class="_ _4"></span>i <span class="_ _4"></span>Rady <span class="_ _2"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _2"></span>za <span class="_ _4"></span>rok <span class="_ _4"></span>2021, <span class="_ _2"></span>nie <span class="_ _4"></span>będąc <span class="_ _4"></span>w <span class="_ _2"></span>t<span class="_ _2"></span>ym <span class="_ _4"></span>okresie <span class="_ _2"></span>aud<span class="_ _2"></span>ytorem <span class="_ _2"></span>Spó<span class="_ _2"></span>łki<span class="_ _4"></span><span class="ff1 ls4">. </span></div><div class="t m0 x6 he y506 ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie z ty<span class="_ _2"></span>tułu tej usługi wynios<span class="_ _2"></span>ło 8,7 tys. zł.<span class="_ _2"></span><span class="ff1"> </span>Spółka nie korzy<span class="_ _2"></span>stała z inny<span class="_ _2"></span>ch usług wybranej firmy audytorskiej.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y507 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y508 ff2 fs0 fc0 sc0 ls0 ws0">20.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">TRANSAKCJE Z PODMIOTAMI<span class="_ _0"></span> POWIĄZANYMI<span class="ff2"> </span></span></span></div><div class="t m0 x6 h7 y509 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y50a ff3 fs3 fc0 sc0 ls0 ws0">Transakcje  z <span class="_ _f"> </span>jed<span class="_ _2"></span>nostkami <span class="_ _10"> </span>powiązanymi  są <span class="_ _10"> </span>zawierane <span class="_ _10"> </span>w  normalnym <span class="_ _10"> </span>trybie <span class="_ _10"> </span>działaln<span class="_ _2"></span>ości <span class="_ _10"> </span>Grupy  i<span class="_ _0"></span> <span class="_ _10"> </span>są  dokonywane <span class="_ _10"> </span>na </div><div class="t m0 x6 he y50b ff1 fs3 fc0 sc0 ls0 ws0">warunkach <span class="_ _0"></span>rynkowych. <span class="ff3">Transakcje <span class="_ _3"></span>te<span class="_ _2"></span> <span class="_ _0"></span>zostały <span class="_ _0"></span>zaprezentowane <span class="_ _0"></span>w <span class="ff1">nocie <span class="_ _3"></span>32 skonsolidowanego sprawozdania <span class="_ _0"></span>finansowego </span></span></div><div class="t m0 x6 he y50c ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _2"></span>w <span class="_ _4"></span>nocie <span class="_ _2"></span>31 <span class="_ _4"></span>jednostko<span class="_ _2"></span>wego <span class="_ _2"></span>s<span class="_ _2"></span>prawozdania <span class="_ _4"></span>finansowego. <span class="_ _4"></span>W <span class="_ _2"></span>2023<span class="_ _2"></span> <span class="_ _2"></span><span class="ff3">r. <span class="_ _4"></span>TOYA <span class="_ _2"></span>S.A.<span class="_ _2"></span> <span class="_ _2"></span>nie <span class="_ _2"></span>za<span class="_ _2"></span>warła <span class="_ _2"></span>tra<span class="_ _2"></span>nsakcji <span class="_ _2"></span>z <span class="_ _4"></span>podmiotami </span></div><div class="t m0 x6 he y3db ff3 fs3 fc0 sc0 ls0 ws0">powiązanymi, która b<span class="_ _2"></span>yłaby nietypowa lub od<span class="_ _2"></span>biegająca od warunków rynko<span class="_ _2"></span>wych. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y50d ff2 fs0 fc0 sc0 ls0 ws0">21.<span class="ff8"> <span class="_ _35"> </span></span>INFORMACJA <span class="_ _37"> </span>O <span class="_ _48"> </span>ZACI<span class="ff4">ĄGNIĘTYCH <span class="_ _37"> </span>KREDYTACH<span class="_ _0"></span> <span class="_ _48"> </span>I </span></div><div class="t m0 xc hc y50e ff4 fs0 fc0 sc0 ls33 ws0">POŻ<span class="ff2 ls0">YCZKACH<span class="_ _0"></span> </span></div><div class="t m0 x6 h6 y29e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y50f ff3 fs3 fc0 sc0 ls0 ws0">Zestawienie kredytów ban<span class="_ _2"></span>kowych zosta<span class="_ _2"></span>ło ujęte w tabeli na ko<span class="_ _2"></span>lejnej <span class="_ _2"></span><span class="ff1">stronie.<span class="fs2"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w79 h74" ><div class="pc pc22 w79 h74"><img class="bi x4c y510 w7a h75" alt="" 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"/><div class="c x0 y0 w7b h74"><div class="t m0 x104 h4 y511 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x105 h4 y512 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x106 h5 y513 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y514 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>_________<span class="_ _0"></span>_______________<span class="_ _2"></span>_______ </div><div class="t m0 x107 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x108 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">34<span class="ls0"> </span></div><div class="t m0 x6 he y515 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4c y516 w7c h76"><div class="t m0 x31 h16 y517 ff4 fsb fc3 sc0 ls0 ws0">Przedmiot i warto<span class="_ _0"></span>ść umowy<span class="ff2"> </span></div></div><div class="c x8d y516 w4a h76"><div class="t m0 x31 h16 y517 ff2 fsb fc3 sc0 ls0 ws0">Nazwa Banku  </div></div><div class="c x103 y516 w7d h76"><div class="t m0 x109 h16 y517 ff2 fsb fc3 sc0 ls0 ws0">Kwota kredytu </div><div class="t m0 x35 h16 y518 ff2 fsb fc3 sc0 ls0 ws0">wg umowy na </div><div class="t m0 x77 h16 y67 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 <span class="ls1d">r.</span>  </div><div class="t m0 x42 h16 y6b ff4 fsb fc3 sc0 ls0 ws0">w tys. zł<span class="ff2"> </span></div></div><div class="c x22 y516 w7e h76"><div class="t m0 xba h16 y517 ff2 fsb fc3 sc0 ls0 ws0">Kwota </div><div class="t m0 x1e h16 y518 ff2 fsb fc3 sc0 ls0 ws0">wykorzystania </div><div class="t m0 x39 h16 y67 ff2 fsb fc3 sc0 ls0 ws0">31.12.2023 <span class="ls1d">r.</span> </div><div class="t m0 x53 h16 y6b ff2 fsb fc3 sc0 ls0 ws0"> <span class="ff4">w tys. zł</span>  </div></div><div class="c x10a y516 w7f h76"><div class="t m0 x29 h16 y517 ff2 fsb fc3 sc0 ls0 ws0">Kwota wykorzysta<span class="_ _0"></span>nia </div><div class="t m0 x52 h16 y518 ff2 fsb fc3 sc0 ls0 ws0">31.12.2022 <span class="ls1d">r </span> </div><div class="t m0 x44 h16 y67 ff4 fsb fc3 sc0 ls0 ws0">w tys. zł <span class="ff2">(*). </span></div></div><div class="c x10b y516 w80 h76"><div class="t m0 x67 h16 y517 ff2 fsb fc3 sc0 ls0 ws0">Aktualne oprocent<span class="_ _0"></span>owanie </div></div><div class="c x10c y516 w81 h76"><div class="t m0 x48 h16 y517 ff4 fsb fc3 sc0 ls0 ws0">Data wygaśnięcia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4c y519 w7c h77"><div class="t m0 x31 h18 y51a ff3 fsb fc0 sc0 ls0 ws0">1. <span class="_ _25"> </span>Umowa <span class="_ _25"> </span>o <span class="_ _25"> </span>kredyt <span class="_ _25"> </span>w <span class="_ _25"> </span>rachunku <span class="_ _25"> </span>bieżącym <span class="_ _25"> </span>nr <span class="_ _25"> </span>BDK/KR<span class="ff1">-</span></div><div class="t m0 x31 h18 y51b ff1 fsb fc0 sc0 ls0 ws0">RB/000054601/06<span class="_ _0"></span>41/10 z dnia 22 <span class="_ _0"></span>grudnia 2010 r.  </div></div><div class="c x8d y519 w4a h77"><div class="t m0 x31 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy w Warszawie S.A. </div></div><div class="c x103 y519 w7d h77"><div class="t m0 x2b h18 y51c ff1 fsb fc0 sc0 ls0 ws0">70 000 </div></div><div class="c x22 y519 w7e h77"><div class="t m0 xf1 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y519 w7f h77"><div class="t m0 x6 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">21 159 </div></div><div class="c x10b y519 w80 h77"><div class="t m0 x41 h18 y51c ff3 fsb fc0 sc0 ls0 ws0">WIBOR 1 M + marża bank<span class="_ _0"></span>u<span class="ff1"> </span></div></div><div class="c x10c y519 w81 h77"><div class="t m0 x67 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">13 grudnia 2024 r.<span class="_ _0"></span> </div></div><div class="c x4c y51d w7c h78"><div class="t m0 x31 h18 y51e ff3 fsb fc0 sc0 ls0 ws0">2. Umowa o kr<span class="_ _0"></span>edyt w rac<span class="_ _0"></span>hunku bieżącym nr 09/030/19/Z/V<span class="_ _0"></span>V<span class="ff1"> </span></div></div><div class="c x8d y51d w4a h78"><div class="t m0 x31 h18 y51e ff1 fsb fc0 sc0 ls0 ws0">mBank <span class="ff3">S.A. z siedzibą<span class="_ _0"></span> w Warszawie<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x103 y51d w7d h78"><div class="t m0 x2b h18 y51e ff1 fsb fc0 sc0 ls0 ws0">60 000 </div></div><div class="c x22 y51d w7e h78"><div class="t m0 xf1 h18 y51e ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y51d w7f h78"><div class="t m0 x6 h18 y51e ff1 fsb fc0 sc0 ls0 ws0">18 991 </div></div><div class="c x10b y51d w80 h78"><div class="t m0 x48 h18 y51e ff1 fsb fc0 sc0 ls0 ws0">WIBOR <span class="ls34">ON</span> <span class="ff3">+ marża bank<span class="_ _0"></span>u<span class="ff1"> </span></span></div></div><div class="c x10c y51d w81 h78"><div class="t m0 x20 h18 y51e ff1 fsb fc0 sc0 ls0 ws0">29 marca 2024 r<span class="_ _0"></span>.  </div></div><div class="c x4c y51f w7c h79"><div class="t m0 x31 h18 y520 ff3 fsb fc0 sc0 ls0 ws0">3. <span class="_ _17"> </span>Umowa <span class="_ _17"> </span>o <span class="_ _17"> </span>kredyt <span class="_ _3f"> </span>w<span class="_ _2"></span> <span class="_ _17"> </span>rachunku <span class="_ _17"> </span>bieżącym </div><div class="t m0 x31 h18 y521 ff1 fsb fc0 sc0 ls0 ws0">WAR/8833/20/32<span class="_ _0"></span>6/CB  </div></div><div class="c x8d y51f w4a h79"><div class="t m0 x31 h18 y520 ff1 fsb fc0 sc0 ls0 ws0">BNP <span class="_ _25"> </span>P<span class="_ _2"></span>aribas <span class="_ _25"> </span>Bank <span class="_ _35"> </span>Polska <span class="_ _25"> </span>S.A. <span class="_ _33"> </span>z </div><div class="t m0 x31 h18 y521 ff3 fsb fc0 sc0 ls0 ws0">siedzibą w Warsza<span class="_ _0"></span>wie<span class="ff1"> </span></div></div><div class="c x103 y51f w7d h79"><div class="t m0 x2b h18 y51c ff1 fsb fc0 sc0 ls0 ws0">25 000 </div></div><div class="c x22 y51f w7e h79"><div class="t m0 xf1 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y51f w7f h79"><div class="t m0 xf1 h18 y51c ff1 fsb fc0 sc0 ls0 ws0">1 779 </div></div><div class="c x10b y51f w80 h79"><div class="t m0 x41 h18 y51c ff3 fsb fc0 sc0 ls0 ws0">WIBOR 1 M + marża bank<span class="_ _0"></span>u<span class="ff1"> </span></div></div><div class="c x10c y51f w81 h79"><div class="t m0 x2e h18 y51c ff1 fsb fc0 sc0 ls0 ws0">15 listopa<span class="_ _0"></span>da 2024 <span class="lsa">r.</span> </div></div><div class="c x4c y522 w7c h77"><div class="t m0 x31 h16 y51c ff1 fsb fc0 sc0 ls0 ws0">4. Umowa o kr<span class="_ _0"></span>edyt nieodnawi<span class="_ _0"></span>alny nr WAR/8833/20/32<span class="_ _0"></span>7/CB<span class="ff2"> </span></div></div><div class="c x8d y522 w4a h77"><div class="t m0 x31 h18 y51a ff1 fsb fc0 sc0 ls0 ws0">BNP <span class="_ _25"> </span>P<span class="_ _2"></span>aribas <span class="_ _25"> </span>Bank <span class="_ _35"> </span>Polska <span class="_ _25"> </span>S.A. <span class="_ _33"> </span>z </div><div class="t m0 x31 h16 y51b ff3 fsb fc0 sc0 ls0 ws0">siedzibą w Warsza<span class="_ _0"></span>wie<span class="ff2"> </span></div></div><div class="c x103 y522 w7d h77"><div class="t m0 x23 h16 y51c ff2 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x22 y522 w7e h77"><div class="t m0 xf1 h16 y51c ff1 fsb fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x10a y522 w7f h77"><div class="t m0 xe1 h16 y51c ff1 fsb fc0 sc0 ls9 ws0">40<span class="ls0"> 238(**)<span class="ff2"> </span></span></div></div><div class="c x10b y522 w80 h77"><div class="t m0 x41 h16 y51c ff1 fsb fc0 sc0 ls0 ws0">WIBOR 1 <span class="ff3">M + marża bank<span class="_ _0"></span>u<span class="ff2"> </span></span></div></div><div class="c x10c y522 w81 h77"><div class="t m0 x10d h16 y51c ff3 fsb fc0 sc0 ls0 ws0">19 września 2023 r.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4c y523 w7c h28"><div class="t m0 x31 h16 yc3 ff4 fsb fc0 sc0 ls0 ws0">Zobowiązania raze<span class="_ _0"></span>m, w tym:<span class="ff2"> </span></div></div><div class="c x8d y523 w4a h28"><div class="t m0 x31 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y523 w7d h28"><div class="t m0 x26 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">155 000 </div></div><div class="c x22 y523 w7e h28"><div class="t m0 xf1 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y523 w7f h28"><div class="t m0 x6 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">82 167 </div></div><div class="c x10b y523 w80 h28"><div class="t m0 x31 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y523 w81 h28"><div class="t m0 x31 h16 yc3 ff2 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y524 w7c h24"><div class="t m0 x31 h18 yad ff1 fsb fc0 sc0 ls0 ws0">- <span class="ff3">część krót<span class="_ _0"></span>koterminowa<span class="ff1"> </span></span></div></div><div class="c x8d y524 w4a h24"><div class="t m0 x31 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y524 w7d h24"><div class="t m0 x26 h18 yad ff1 fsb fc0 sc0 ls0 ws0">155 000 </div></div><div class="c x22 y524 w7e h24"><div class="t m0 xf1 h18 yad ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y524 w7f h24"><div class="t m0 x6 h18 yad ff1 fsb fc0 sc0 ls0 ws0">65 024 </div></div><div class="c x10b y524 w80 h24"><div class="t m0 x31 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y524 w81 h24"><div class="t m0 x31 h6 yec ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y525 w7c h2e"><div class="t m0 x31 h18 y526 ff1 fsb fc0 sc0 ls0 ws0">- <span class="ff3">część długote<span class="_ _0"></span>rminowa<span class="ff1"> </span></span></div></div><div class="c x8d y525 w4a h2e"><div class="t m0 x31 h6 y527 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y525 w7d h2e"><div class="t m0 x23 h18 y526 ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x22 y525 w7e h2e"><div class="t m0 xf1 h18 y526 ff1 fsb fc0 sc0 ls0 ws0">- </div></div><div class="c x10a y525 w7f h2e"><div class="t m0 x6 h18 y526 ff1 fsb fc0 sc0 ls0 ws0">17 143 </div></div><div class="c x10b y525 w80 h2e"><div class="t m0 x31 h6 y527 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y525 w81 h2e"><div class="t m0 x31 h6 y527 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7b h74"><div class="t m0 x6 he y134 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y422 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y528 ff1 fs3 fc0 sc0 ls0 ws0">(*) <span class="ff3">kwota wykorzy<span class="_ _2"></span>stania jest prezentowana <span class="_ _2"></span>łącznie z ods<span class="_ _2"></span>etkami należnymi, a nie s<span class="_ _2"></span>płaconymi na 31 grudn<span class="_ _2"></span>ia 2022<span class="_ _4"></span></span> </div><div class="t m0 xc he y529 ff1 fs3 fc0 sc0 ls0 ws0">(**) w tym 40 <span class="ff3">000 ty<span class="_ _2"></span>s. zł wykorzys<span class="_ _2"></span>tanego kredytu oraz <span class="_ _2"></span>238 tys. <span class="_ _2"></span>naliczonych a nie sp<span class="_ _2"></span>łaconych odsetek na 31 grud<span class="_ _2"></span>nia 2022 r.<span class="_ _2"></span></span> </div><div class="t m0 x6 he y52a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y52b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y52c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y52d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y52e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y52f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4db ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4dc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y4dd ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x5a y530 w82 h7a" alt="" 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y/ba9kfPfKYvo32mFpy77vd5b1fOc/TEnibYKf+8IpnP+LuGR1SOuPHV93YTsADTIje4YcfMNVUC6ssZ1+1fn0MkIjoLwR+ePm2iibAhYoLrt70sKc+ao8cl1502Wk/vODh9zmapV010fzJ7979wfc99sVv+vBZV86NOI08jVqRCe8YBaF4i8hu8/NvWYzxihAgZreYjxBYyrk3vuBxT73vQUsJkAUJUeEtogQt03KUzGiskDXTySDd6EQd//I0iDQRzIEIsx9ded23L9hSBstbH4EjeLAzsFdTb7ZZ9okvn72t9IHI7eihx+07hXnQEyqBy9bPdiTgjubCq29EMlqQ3sT2ux60PPt8itKA62/YgqYgb0ear2ni+o3bRzQSV1+//oB993zmM19/4tP+eFs7uHT9pg6WrOdIU8RvrZn4mz9+4oHT3aBxeAcz1EDA4Hp3UkRuu+GOxXDDvJvslSWx7U774r2vOvHxdz9kxkeNtw4GcbMJhIQwR3LkQAo21XrBXrBx5mAz/oWoCEQ4wa2Bt3/qtNanqiP1Ahim8MQeRhVo3bh2o7/lfZ+b9UHu5Tsfsd+Ba5aAdMthee3G7sLrtiGwPeyMc6+BIzgRaKZj/n53OsjSBLzXdb21a+cQPfOOpYa3G7bNXXD9PLyev/baex112HRjL3zxi84898LaW1Ei3GsHM49p747bZ+rjr3/OI45asZIber4FrEBQ0RaR23a4DTSA5t2gbn/IPY/+zKse/aA77Nkwgj1jbmptAmDjNhGWCTcUwDA+tAxALE6hYPw2ZwCBFMOEkqI64rzLZ//znKsam2MZ1fkuuyWW8K6Hpsc51M0j65986jnnr9teI1YM7N53PIAoQTDqPCe+c/61cL9k/eiiq29sWMEE8vA100fstbRFzw3Xbp7dsD3AvkVqSr+JYa31tPOuJmLLyFdM9GqavPia+eX9ZlkatZ495QHdUM3QZzlqryXvfcljX/Gke+/bbOuVWUZgfAS9iMhtdapkXKhIjAeecO+X//GD9l2y0OewkB0JENHBuwBaoBun3ofJRylG4/1dU4wsRgmjjFHCyGJoMUxR6cXggH399B8W9r1ua4yDZtKiD6MlwsPqKDcRHiMb/Oii6zJK46Mj912VfJ4xTOzCcenV60G74LKrh221djuizd4edcCeAy+G6PJo/baNC3UeLMEu4Kl2tbSXXbXOUCssZ2yeKx/++Mm/fe+jpzDvsBECdQG08ECA3k0hnvHouz33KY/uJx/ffaMxt4jchsJNliZaA5AaphSWLdp9prpXn3ivf3zevY5GC64AJhqwB4BEnkBqDBgsHoaQWluy70S7ekmeWbH3flO+vEnB5Nav6NW0fO9pX7O02W9i2cHTZSbj+rZ3yrd+VLpJt8mOjXf+mLtMf+ctj/jsKx5wr/3nnMsLJxPbrdjjm+de3WFA9B5x1F6ThsTclR4szjzvuhtt8IGvXNQ1TdusoBdE+4C7Hc4Ekv1oz7xy5Gb0+RrLPFvXzESe/up5m4e1twTtbJf2ntr26Ifdb7iwfUudITldK9IUaLQe2IM1mTFd2hc++LAPv+ShR60OWjE0ZEM6MZ9jSB3FICK7UP7J0bVF9LpcYUyj7TPeDnu9w1bgr//w8fe7wxo6hkyDn/e+XC/KK5750D+zSU/oO999ynfe/IVzwnopRoz61hc95eADlyVj7fx2vdGl12+8bP1c6e0LzKbAsl73J8981CGr8gF72ev+7KmPeskHN8VkAMj5zPPXVo+UbK/Vex6+34rvrZ1tsjn8oqtv+MFlm8780YUxmGBUZ3/P3tzdj7m9gxbFLV90+XXBJgKNObr5mjIirrt+/Q1bhqtXLr/y+mtqGd7jyDXfP3/tZLfQ94rU/+n5opRoEQ+40+0POPTg177j5C+esz4iJS+1WTokkcOpyRMR2T0j7pqiS6Xmtusly/30Rw898iN/ddKDjtxjULb2OMqLBxT8b5y2asXkwTPtYVPDA5Z0S6YtaECkqL2y/ZDp9sjJeshkPWJJt2pQL7py3ULuIzlo5v7w+xxx6KreJMo048i9lxx36CoUJ62irtvuG7bOBzyAB9/xgGQs1RnYzsm3nXx66U8zQK9m9ph7Hr5qKgVo8M7tgstvdCZatm72oDUzhkIvbum8q2446rADz/j+ea951QvvfocDplfuvd+aZX207U89oyAiSNQJHx02hX960eP//qR77b3ER1zaFrPoUDsdOiwiuyfcRGF0jH7PBjOp/sULH/2ap9730BX9bAl5gqgNfv6xA5XWAjBDRKTUpR5pi+lDNPReDCeq9QMsvOLaDdFk+CZYaqI+5O77zaCzUq2bX2blHkesyWyqV5jP1t41N24KgIyH3OVA6+aQGoSPbOKrZ18zVxlhTlgMn/6wu/WjBALwrV1z2XVbHCk8Vk7gHkeuDi806yrPvXLT8sn+RJO+f8bpF//4wtNP/fK973YXo/2MAAeMi2sieyjL2D7thCM++LqT9t0jeV0Ij4ydZ+6IiOzacAdSsX5kt5g98ZH3fOo99h9wPrxdCGvZAzPKzz9zYHyeTQBITXWP2hEVQWcu7I+csF4EUTLQ3zzXuaeGBUbzuv+aPSxGYLJsjNHKmQGd46PHnM2mbS1Ji3rw3quWjXf5NgPoecpyA0eAe6+YOGSfGUTNNASvvnF220IlMsB9Vs7sv3IKAVoOS1du3G5Rn/Cw+6y7au273vUPv/fw4ycHqTjTT21CwsWPZFgf7FlvssmDo9cM/uqkEw5Y0fWsoi2mrUtEZFfJPzkn0O+x3P8OM3/wOw+992G3W1oD1iRrKuBAZZOa6Z//rcCHkzACABvGkhhmH3XWVDRhqeR+hyYSejQPbNjGqFMGR5R+L+27x5RhKzgNFqDebs/lHmbJahkBgxu3txYwxvK+3+e39vm3s7fQCStRHCiwBrSHHrN6MiWiI9zRfO/CtUPP4/2+jz34dkfss4el1IVZxI+v2MIoe0313/iql86Oyp59I8DcYx0h/cQJwjRERBB18ecSMDCV4nF32euY1z/1n0753odPXZvR6sUkIrsh3Dm2P/k++7/1+Q9byo7WFQ9nryH7UQBUpBGb/s8fWhqRQBtv5+rBnQfyjvcINKAywrpA3joycKqEw4eDydzkAFgNgdywmZjsw8wjkALVtw7biADdqj3oTgef8sMzaL1ahik1qB1yP0X38Dvunw1eQHYd+6edc4UjB5CjO+rg1YfebikAWIZj7XUbF4pNp5FZP0/knreOHhfL/N/H3DR6xPgnFCNgHdD0gDvskV//rAcedtBll16+Vi8mEdkNUyX77dF/+TMfOEGY9Uqp2drF/a2jQ3R2C287YVNpseOIstZ6FQ1ARliUJjyhbdARXcC7aGGlWox3qDIDsLiRd0Xqpxx0wOhARCkVcLhb4jEHr27qHCKYYLUlg2AvhkcfvIbA+BMV4LzLrweIiITuoL1X7LlsOtHHe8Fumx9unu+IMKABALOABcCfOcsNAhkwOKMFGbVj8eoTjfF3jz/42GPuoBeTiOyGcA/buPiKDZ2hi5ISUb2HsAiMt7qO2htvwfrzyg2AERZBRIBBBoIoOdoULbw1T0ATQC8voJlDHhpTQakwIC9u3h1mIDAiwUig5/GDZQrYEfuuvOv+S+hlfEt+NUP1Ox+4bM3yvpfiyGC6btP2yzcMSQfqZK6H7bfX8un+qqnxUcWlc5x/7caAGdCLAmbAAYel//Z8fEe4gYIYwdv5YEkNkI3WAldt2rJtdpteTCKyG8J93Wzz9Nd89JRvnjOCVW9gM4wKEMxgA5B+C9ZOREkRQAWKoTbRWRQufgNAIIE9eEI0RFrSOOqIToSNvGs7Ao0BcDegjDqmDgCjQWBJP5Pjbb4x0+NTHngsaxcpOVKknnl96J33AVKTGKAzr73qmvnom5dEX7V0YtXyQTY/cPVSRM1RHPbDyzfVsPGN+T6eumb4z/pGxMWAA8ywwQRTBYfJouG5V25+3Cs/evFl1+rFJCK7Idwg59Ly177nCyeftnYLrCxO6i4eYQMa7JbcIuhAgBaWAwY44eN9S4KpWCrsjfcyIbCkaXJHK/0A21Lmh44Y72ziiFjYvkAWAAiCXDLR+I7xb3i5+zG3n+o3SL0aBssGHHvIviWIqON9xNffuM2RjI6IVcuXGoKMvVZNEtUiQF65cRtIEMHxKT90WvzscC9uoeVoWuYopQeMiDOu3PL/3vXJ62ezM+nFJCK7I9zRjRxXtmte9O7/fPE7T/3x1jYQER2jjo8IiwBQgcV1yw4EOsARBYtHLsDBYHVYAQvpTPRmPF0y/hwVDpQCMHzV1KRxAtFEDNrOL9+wueP4lLAI1Cu3zobnsBq20I/55UsnEc7F82js4L0mD9l3OdugJY58ul+OPnS/PD7TIWClnHPFdsLHm7GuXr2yBBeQ9lk10/ioWvawi6/c7ItTObmO99j2xRN/EAU+AmoHOAq8IOCICndgZLZhVN/8qe88+a8+csbVtUR23YAjIrvKf7vlPQB2xk1tnPyNc3944doPveoJt99rxSCKeQUTSxepAQIkuTh3QPh4Thqgg4ZEdAwYQXjAKnth4W4GEkwwYBRIBt93zZ6trTer9I7g6edefp8DlzXVE9l6nHvdpspp+Haim0Bds+eyhKBXph4Cmb2Vywbhw7DCSE3TTg5ShkfKATRoz752awAF5sw/OP/a33vRO9NgcNnGoOWWE/R27ZXrukg9Ak4kIqoFPVUgARl0IDIAWIQjguYBFrfNJb3wDR849YIbt3MpmBFVd06KyG4ace/Q9CfYn7j8+k0vfefnz7+hHTGBAW+RWYkwJ1uiJoDIgbxjp1PaeMOT8RbeCIOnqGEe498gMSyNz4oHAK5aMd340MGGG8l05g8vaj1Q2tSCuX/xFVvReQoDJ3JvetnMEmD8buKObzPMsABrEIG8eOADEIg24aqN18H6lQm0dVuH371861cv3nbZlq5Fhhnpm2dnt863N7vp0UAbj507YsQUMPpCiaipgVlEBPNsx7d96NQzzruyiwFAeum5FnGLyO4L9/jNua7EfJfa/oqvXjx82ivf/67PnnVjzSXliJYAUGN8GEwAjvHdL47xob1u8EACwKiMaqgWZTz5kaImL4wOTAaAdvv9Vy23bYgOGLR1xVkXbz7z4nVtxrBJnz9r/dmXbAaYK3rV9t9rjyUDIwmk8RqPFOhFMczD5oiF5NWC47cZDeXqbVi31RHBCPM2am2bJaO8R4cMc/P5HG1l/vGV6+B1caNWMgiHOUggIQgHzYhwFHCevc+eefkzXvP+93353K22Z7EpesoRjRe9kkRkt464w4GI3G/RL2nq0s187Ye+8Wfv+tL6YguRDF0ABYMYb9Gx4+SbHe/pOeC+YxdvgEEkN6uJYaCHFdgCaAYEeMCapYftkTLKyFcGpjfXqT9/2ydOu7b7wPevecFbPz1betaPGhzEwj0OW94ffzrYeLbcEFbr4vQ6nTcdamnZ49Jrto7mliK68RjcIxIzvMsN0c0bnMQQEz+6egHWIIqNN5MifLxkO5CjAyrYN2/p3Tzwz/9x7u//zce+cuH2bXlVi6laLGiOVNjXK0lEdpmfvOUdBGnhpNVwWDYfOjDHqX8746ItW7ed9Lj73v+IlZPJmvF7eAbAM8xvCvd4M6bFeyQjrGN2pGBy0Mkh+x2mEmx8jsGAOPER9zjr/d8p1oe1XuvajZNPfPlHF8xLl4hReJTeVO42P+S4AzMQ3HEfJsOBzvpuS8Au0HQWPt4PCg4fnX/Zph7hXit7YN8tz9eFxBKdMzcl+hVNMJ9/+Y2jOKJv3DF9E4Y6noRxZoQTtVjvknVz7/7Mtz/yjQu25VVmE951TOOVKKxsqincIrLbRtwMkHCLYtHBO0chi6G2mPzP8zed+NpPvfXffrB1PIVQakSUcHhnXu2mT0hDEAhYBythaFravFlHBN2A5ADgAWT6Ex5099tNs8Fs4hytLmBqUzuzgCVdLZkevQzwoH1W3e3IAzKc3FlYgEjmKAneR3wmrl0AABl/SURBVGVa/KJ0RORy0fVXtba1H21CbWw0nYbLcl2e5pdzbio6MDOQor1s7eWtIUj3AGrU1rC4YVR1VKSRpy+es/5xL3nXB/7roi0x48HUzTUcmQ8tRkSF3TTtLiKyq0fcN7unfXzfY6mJcGe4M7eYbM3+8VOn7b9m1RPvccBkY4h2nKwdp0mOVzwTHE+WsDoqEVGCnhw5rGm7xtEljA+jZHh2HH/nw6/56kUj7wX7SAFr0Q5zf2o412K+y4YnP/KBUzl2PsLFiZhoUx1OJHQRyWB1bucEzSjSxTdu9n7jc8OmwV0OvN0fPvVRCTV5tcT3fforXzx3g0XJUTds2L6tYIKeLAFuCRUMZnrXGOfczrlm9mXvPPnKhamOU+MlNIaoQTAAJ0rAdea7iOzGcN9sGygEo9YwJ936gT4C2butsfIl7/rMeVfe6ZkPu8chy5p+tFGNCYCP3zbc0XF4IBN91hp9MEUMGV1qAlGxuAIkAphs/NmPvudXv3vpdfNTnfWDs8ScsVfaPnpTfd/02KNWPf0+Bw3qCCkHOC4+wMpULZeuhFWYWTJgvLGVzcfMJdd0Xpf5YMg6d8JhU485goaMSAXpksNX/sc513doig2um+uuum7rnvtMjifko7ZmDaNGcMsQHzvt3Dd8/PvXzS/xRAaJNmCtDQIOFEMxVEYJbQ0oIrtvqiQQUcHK7ExBpvBADg5gOaEdxLbi2BAzb//CuU946T9+77KtXQwWUq8LRiweJhDA+DjdBKSCiTqX0SAmiSbMupTmU9o5vI+g1/itvaZf9OwTJuOG8FnQk/es7QNIXDhwqr72WQ9alhbg48PjF+8+D7KyV/KU02mto3RIYTWAJnDDptHs9Vuts84GlfnAvVf360LP26Yu9OEH7r0qooQxUjNE/+wfnZ/oQLiDufFaPOL8TfGMN376Jf/8tWtmsxcwYN6NF7NHmoT1wOTIATIiRadXkojsnnAvrqpgcuTKXJE9EoNABWrAnfTssFTq4Kot9uK3fOScG4aFKJbGY+Gd4/bFz84yiLmpumFJvWGZb5qs25L7jg2bFt/DzLk3QDzinnd4wDErV3Jdv93Sc/TgU9i8dHTVC554/31WD6IMwZv/cBABGKLfzS7hpqW4cYlvXhIL3lUirHYb1m1YlbbuUa6ZWrhmqmzec/kUUi/SBNJEjVizYmKJzS/Hhilf1/jWtZddFVEBBtm6R2o2dPm17/3iVy/YMMcZJEvZDE7QUgIc0SLK+CE4sjPHeHtBEZFdYjxSXvTx0y95yt//l7MPMwQQFehln88x6szqOJ0J8MjeWKRAe/AqvuJ3j33Ive60NEemBzKcbpUwc7AuXDm3/arN0QApOGK+8+pevz9Zs+UoAIonCzd21ftbvPvauZeecf6mi9d3KdkRq+2Bd977XocdSCtG0q0hQTIcqBUZvvXC9dg8qsY5xlSOuNMBM4HU1K0bhv1Lb9haaJOOeWuOWDO5fCKP2OQIxmih9TOvH07FKEWZt4nJQXPsaqJOeoaDZ1xw/es+9M3vXrJplCYctYkazoom0IBt4ih7BFJlHt/aM15t+PwH3P4fnnu8Xk8isqvD/dHTL3vK3/8XAPKmj//v12a9fnSPvveBf/Gs+x465bm2xRpn0/MumD3MbDwlDb/Zn80/9XnGv/3pz7+4jGTHx/+nBwPgZ368pSEiA0Y4WSMaLBRMjG/S76MWr23qD2prxA1o3nfqtW/+4Oc3jdL/6S8BwPMfdJjCLSK7Rv4F/7zXtovui1/77pTPv+EPH7EiIXlJBlgKkDa+HcfHXygWb42Pn3skA0mSt/xh7PyPd/Z9x3cIMMIYuGnJXh5vWlijVoLW69UC2ALTx7907pve+7nteQWgrf5E5Nc33LQI2HZb87HTr79mw8kvP+n+d9l/2eR4Ez0auHNDVDcYEUQgKtj7meX9P8X6fyn+TUP7aGNxAWGMt7gCxjd8dkQJJnfPqFdu8Td8/LRPfvOihWbPDgmhI9tF5LbrF71zJIKeJj1Nztv0f12y6WmvfN/Hz7j6xq4JmkWXooB05IAxOkYLOLgr38pb3It2cbULKjxAeGrcGkah4ezrupPe8KF//fplW7m8ayZxi075ERH51R1xsxedMS2EtcX9+uHyP3v7F755r0Ne8aR7H7yiSXAgFUQaD7/BQOqAXXaHeCAHOd40ygCgBo1AhBfY5lHvvZ/59nv/80fr5rykGXi1OpcQrVaJiMivcbjDKxCNDy2GBblLkx0nPnH6ZT8+77x/fPVzj9h7Sd9rjx5IhU1F2K6dPy5M4/c9E8YTJuiIXlSDbxzy+W865cvnbO6aGdCBklgMLNpbW0R+vadKYNU4osO8lyIjWqBt0btwc/rzd5xy4SZvSfgIXkaBMn5/Mnb5fYYxvhnfEd4AhenGNr35g1/+6o9u7PIKkEBJdQT3Do0n7RglIr/eUyWooHfW76IhSsI8vRT0tqflp10+/L2Xvfc5Dzn2uQ87dqpnPUSEZziiRPR2zdNLURmBcARqBJk6tKd8/5q//8x3zr580whLcp33WLCoRFQ04HjZi6a5ReTXd8TNSBGNp8YzazJGw/FpX1GK9S6fza/76OkvfPtnN4cl1KbbRnQj33VDWqst0IG1RtTc32bpbZ876/ff9KnvXOULeWWDdlA35egAVOQALQp1nI2I/HqHO2CBDFRYC9aI7OiBgLeow+KctWX//v0r/+5jp22rGbkflZETbna/zK38/BICXrym3kbHl757+Zs+/b3tXBYA2u3wUViqzBWNMxGeohvf0iki8ms7VRLj3U2jsHrAqo3XY0SiB8yDYNqGZe/8/FnnXHLN8x53wn2Pvl2OwC+8XvsWKsiA1cbOW7ftn/79zM996/yN3YwRTbsQLG3Ta9HEeI/W8ID5+IwdEZFf4xE36LBRU33QRVMCVmkdozqTs6GxqUOzPBtLv3jR9me9/kOf/M+zdw5pd8Ggu5iNkM6/bN1JL3rDx0896/p22srISkVYtSbYRBqM95dl1IBVG7iOsxGRX+8RN5xA0xnb8Xm7dXxL+449qugdDV6BBPQ3xx6v+ch3mtsd8JQ7ODCF6IEt3OB5cW/BhAIAnhdPXh+/SZgd2X/GOsKKqHDAItgMwSaGKQxIwQjSkRaAS7fVZ7/7Gz+qhyL3EdVRPcXiXlVegbnFzVJggDPaXTSHIyKy28J9Swbl4UEC5sHNc+2r//aD5x9/+FMfc+/b7xF97xEM6xzZAIRneoDj4824mHP7mT8aBCxoNICVqH0kZy9ARJDRwrYs1E+eceGHPvP1S2+osGnGyKJUaCpERBTunxtujGeQGbQF9G4YxTu/uvbz31v7/tc84+jVgxxDBNyyEeMjeAhEwDk+vnJ8JI/H+DP9RLjpiCAMKaGjjwobhvXNhm43FLzoDR849YKtIzQL3ifRRJu9nU8T+lcXkV9pu+YewSB88Xgd9uY6m++4dlN62VtPuWLOu9TQ+hkd4MFUYQgbbzCyeKbOuNI/dbCjwdOO/w8wkA08ASNgFvjbf/3y185fP2czI+9bf3r8/UCDbRFRuG/pmJsIi0ojkNBbQk6PrHf6FRtPfNWHPnb6ZevaWuAAfVxogqQFdh7+i7hZw29SgZKx4+gdZoOPEN+65Mbn/+1n3n/qBZvymoKMZuClBKxjMzINt0VE4b4FHAzQ4KgdjRjfP1mGrfXOuXb4J2/65Iv+8Uub0e/A5F1GF4CTFp52jpF/1nA5kMd7tFp0CHfYAvv//IUfnPgX7/3sWdfONcvDgejCR8YKhrNX0qT+yUXkV92umOMGLRCIkhheR8HUpREwMI/K0dxg2adOu3HjhpNf9Yz732X/5T0bBhCwFBVhZinAgP30VImDEZHCHeyYrt648JZPnf6pr523zfcoqWHtGtQ6Pko+QKYgQJ2QICIacd+yckcwSAZSlBwt0Ie1zq7GdI2l1fJpF2589l9+6OTvr9vEiUCXYwEBwIHxDTH0nxxx11otSooSjiHzD64fPvOvP/avX71kE5YX649nXAp7ldlpACyKxRA+p39yEVG4b4kYL+4OcjxhbRVAICVgkp5zzHXOK7enF//dxz552qWF/UAg92F53O6f/owpJcLhpWY755ptz3/NP3//mrbNM4AlC6ttMLlNgjmYHUZEQh1vSyIioqmSWxBu0GFOGtzgxnmPKfgE0pA+SpU1sU0zNzBe8e4vXXHxoX/0hPvOTEff2A+Sjp+8R358uLCDsz74xJfOffMnvn7tsGltKcMZzq4wmYPg+D4gC2YPGiq1rkREFO5bNKqP6jSgWdwSOyrYoxt9ATZy2igNkCu7LrzO1uYdX7r4h5fPvv4FDz109ZR59BL+W7XHF9cv8K2f+Nb7v/j92WaZJ1gZonTWDMImqg+J1nwLIznNkZzJF1d+6zxJEdFUyc8zPrIMBGCggQZfCpQ+tjTV4BNIhDOzTrIzcmjLv3Ph+r/+23dctX6bpbQ4wN752Uh3Hw6H7/3wZz/6pW9tT0s9Mr32yvbGopaoYbCcogx8LoVbjO+9zGADnUkmIr9mI26ON/tbvNfxpg/+gtc+vmfdu531JTdFYIglIAyj6ABYQa5sABi6+Tz979cOfvTKT7zixOMff8/bT+WC6sYGMazBr1+y8ZUf/saZF292LkdUiwJgZJMAwGJRwlExmOeARIQzRojxXlK/tCf109ciIrsh3EGL1IzLGjer7C69rhUkow4au3xr/YN3fPnH12570ROPW27VYSNO/du3rnjNez573XCqNstRusVB+G58wBEYn4smIrIbRtxeU5kbl3Bnm3bRNX3nNAjJBOfIg5OjPP3hz35tuc2f9Oh7paZ+88LNb/7A56/dCjdamSe6Xfog/+drrVcRkd0T7oPXzDz7AYePg3SzaYVdcs06nnrYMfPAQA7LDu/7Xps33HDa987ea9Wyb3/rx/c49g53t8l+bYnOsWsf5P98fdwRe+vFJCK7Bm++/XQBRuMf/Hf3ALYChRxE9CIqMDSDx4DoyBphQB8IsuzWB3nzawKT1FpDEdnlI+4MJMSOge+ONu2O6wAQzqiINjE10XNYquizBjqYA4zIvR2HK+z2B6ydB0Vk94y4RUTkts/0VyAionCLiIjCLSIiCreIiMItIiK7wk3LAallyCIivwq0HFBE5FeMpkpERBRuERFRuEVEROEWEVG4RURE4RYREYVbREThFhERhVtERBRuERGFW0REFG4REVG4RUQUbhERUbhFREThFhFRuEVEROEWERGFW0RE4RYREYVbREQUbhERhVtERBRuERFRuEVEFG4REVG4RURE4RYRUbhFREThFhERhVtERBRuERGFW0REFG4REVG4RUQUbhERUbhFREThFhFRuEVEROEWERGFW0RE4RYREYVbREQUbhERhVtERBRuERFRuEVEFG4REVG4RURE4RYRUbhFREThFhERhVtEROEWERGFW0REFG4REYVbREQUbhERUbhFREThFhFRuEVEROEWERGFW0RE4RYREYVbREQUbhERhVtERBRuERFRuEVEFG4REVG4RURE4RYRUbhFREThFhERhVtEROEWERGFW0REFG4REYVbREQUbhERUbhFRBRuERFRuEVEROEWEVG4RURE4RYREYVbREQUbhERhVtERBRuERFRuEVEFG4REVG4RURE4RYRUbhFREThFhERhVtEROEWERGFW0REFG4REYVbREQUbhERUbhFRBRuERFRuEVEROEWEVG4RURE4RYREYVbREThFhERhVtERBRuERGFW0REFG4REVG4RURE4RYRUbhFREThFhERhVtEROEWERGFW0REFG4REYVbREQUbhERUbhFRBRuERFRuEVEROEWEVG4RURE4RYREYVbREThFhERhVtERBRuERGFW0REFG4REVG4RUQUbhERUbhFREThFhFRuEVEROEWERGFW0RE4dZfgYiIwi0iIgq3iIgo3CIiCreIiCjcIiKicIuIKNwiIqJwi4iIwi0ionCLiIjCLSIiCreIiMItIiIKt4iIKNwiIgq3iIgo3CIionCLiCjcIiKicIuIiMItIqJwi4iIwi0iIgq3iIjCLSIiCreIiCjcIiIKt4iIKNwiIqJwi4iIwi0ionCLiIjCLSIiCreIiMItIiIKt4iIKNwiIgq3iIgo3CIionCLiCjcIiKicIuIiMItIqJwi4iIwi0iIgq3iIjCLSIiCreIiCjcIiIKt4iIKNwiIqJwi4go3CIionCLiIjCLSKicIuIiMItIiIKt4iIKNwiIgq3iIgo3CIionCLiCjcIiKicIuIiMItIqJwi4iIwi0iIgq3iIjCLSIiCreIiCjcIiIKt4iIKNwiIqJwi4go3CIionCLiIjCLSKicIuIiMItIiIKt4iIwi0iIgq3iIgo3CIiCreIiCjcIiKicIuIiMItIqJwi4iIwi0iIgq3iIjCLSIiCrf8/3bs2AZAAIaBoCOxKuuxomlYAUSkuxFcfGEA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGE2wQAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwACDeAcAMg3AAIN4BwA/ClI8nMGALg/9o+4c55mQNgC1cJgHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwAvKitEQC2FLvtCDfALq4SAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBtAuAEQbgCEG0C4ARBuAIQbQLgBEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QYQbgCEGwDhBhBuAIQbAOEGEG4AhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAGEGwDhBkC4AYQbAOEGQLgBhBsA4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhBkC4ARBuAOEGQLgBEG4A4QZAuAEQbgDhNgGAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAIN4BwAyDcAAg3gHADINwACDeAcAMg3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDSDcAAg3AMININwACDcAwg0g3AAINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAwg3AMINgHADCDcAwg2AcAMINwDCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAMINgHADINwAwg2AcAMg3ADCDYBwAyDcAAg3gHADINwACDeAcAPwiTEBwBZtk9yeKkN497/+MgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">35<span class="ls0"> </span></div><div class="t m0 x6 hc y531 ff2 fs0 fc0 sc0 ls0 ws0">22.<span class="ff8"> <span class="_ _35"> </span></span>INFORMACJA <span class="_ _49"> </span>O <span class="_ _49"> </span>UDZIELONYCH <span class="_ _49"> </span>KREDYTACH <span class="_ _49"> </span>I </div><div class="t m0 xc hc y532 ff4 fs0 fc0 sc0 ls0 ws0">POŻYCZKACH<span class="ff2"> </span></div><div class="t m0 x6 he ye ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he yf ff1 fs3 fc0 sc0 ls0 ws0">W 2023 <span class="ls8">r. </span>Grupa <span class="ff3">nie u<span class="_ _2"></span>dzielała pożyczek an<span class="_ _2"></span>i kredytów. <span class="_ _2"></span></span> </div><div class="t m0 x6 hc y533 ff2 fs0 fc0 sc0 ls0 ws0">23.<span class="ff8"> <span class="_ _35"> </span></span>OPIS <span class="_ _2b"> </span>ISTOTNYCH <span class="_ _26"> </span>POZYCJI <span class="_ _3d"> </span>POZABILANSOWYCH <span class="_ _26"> </span>W </div><div class="t m0 xc hc y534 ff4 fs0 fc0 sc0 ls0 ws0">UJĘCIU <span class="_ _4a"> </span>PODMIOTOWYM, <span class="_ _4a"> </span>PRZ<span class="_ _0"></span>EDMIOTOWY<span class="_ _0"></span>M <span class="ff2"> </span></div><div class="t m0 xc hc y188 ff4 fs0 fc0 sc0 ls0 ws0">I WARTOŚCIO<span class="_ _0"></span>WYM <span class="ff2"> </span></div><div class="t m0 x6 he y535 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y536 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _4"></span>31 <span class="_ _4"></span>grudnia <span class="_ _4"></span>202<span class="_ _2"></span>3 <span class="_ _4"></span><span class="ff3">r. <span class="_ _4"></span>Spółki <span class="_ _4"></span>należące <span class="_ _4"></span>do <span class="_ _4"></span>Grup<span class="_ _2"></span>y</span> <span class="_ _4"></span><span class="ff3 lsf">był</span>y <span class="_ _4"></span><span class="ff3">s<span class="_ _2"></span>troną <span class="_ _4"></span>następujących <span class="_ _4"></span>u<span class="_ _2"></span>mów <span class="_ _4"></span>gwarancji <span class="_ _4"></span>w <span class="_ _4"></span>związku <span class="_ _4"></span>z <span class="_ _4"></span>prowadzoną<span class="_ _2"></span> </span></div><div class="t m0 x6 he y537 ff3 fs3 fc0 sc0 ls0 ws0">działalnością,<span class="_ _2"></span> udzielonych przez poniższe p<span class="_ _2"></span>odmioty:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y19 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5d he y538 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y539 ff3 fs3 fc0 sc0 ls0 ws0">W dniu 12 czerwca 2019 r. <span class="_ _2"></span>TOYA S.A. udzieliła g<span class="_ _2"></span>warancji zapłaty<span class="_ _2"></span> zobowiązań z tytułu wyn<span class="_ _2"></span>ajmu powierzchni biurowych i<span class="_ _2"></span> </div><div class="t m0 x6 he y53a ff3 fs3 fc0 sc0 ls0 ws0">magazynowych <span class="_ _0"></span>przez <span class="_ _0"></span>Toya <span class="_ _0"></span>Romania <span class="_ _3"></span>S.A. na <span class="_ _3"></span>rzecz <span class="_ _0"></span>wynajmującego <span class="_ _0"></span>do <span class="_ _0"></span>kwoty <span class="_ _0"></span>115 <span class="_ _3"></span>tys<span class="_ _2"></span>. <span class="_ _0"></span>euro. <span class="_ _0"></span><span class="ff1">Umowa <span class="_ _0"></span><span class="ff3">najmu <span class="_ _3"></span>zo<span class="_ _2"></span>stała <span class="_ _0"></span>zawarta </span></span></div><div class="t m0 x6 he y53b ff1 fs3 fc0 sc0 ls0 ws0">8 lu<span class="_ _2"></span>tego <span class="_ _2"></span>2019 r. <span class="_ _2"></span>i <span class="_ _2"></span><span class="ff3">o<span class="_ _2"></span>bejmuje 10 <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> wygas<span class="_ _2"></span>a <span class="_ _2"></span>po 3 <span class="_ _2"></span>miesiącach <span class="_ _2"></span>od <span class="_ _2"></span>daty <span class="_ _2"></span>zakończenia </span></div><div class="t m0 x6 he y53c ff1 fs3 fc0 sc0 ls0 ws0">umowy najmu. </div><div class="t m0 x6 he y53d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y53e ff2 fs0 fc0 sc0 ls0 ws0">24.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OŚWIADCZENIE <span class="_ _4b"> </span>NA <span class="_ _4b"> </span>TEMAT <span class="_ _4b"> </span>INFORMACJI<span class="_ _0"></span> </span></span></div><div class="t m0 xc hc y2b ff2 fs0 fc0 sc0 ls0 ws0">NIEFINANSOWYCH<span class="_ _0"></span>  </div><div class="t m0 x6 he y53f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y302 ff3 fs3 fc0 sc0 ls0 ws0">Odrębne <span class="_ _e"></span>sprawozdanie <span class="_ _e"></span>na <span class="_ _e"></span>temat <span class="_ _16"></span>infor<span class="_ _2"></span>macji <span class="_ _16"></span>n<span class="_ _2"></span>iefinansowyc<span class="_ _2"></span>h <span class="_ _f"> </span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A.<span class="ff1"> <span class="_ _e"></span>za <span class="_ _e"></span>2023 <span class="_ _e"></span></span>rok, <span class="_ _e"></span>sporządzone </div><div class="t m0 x6 he y303 ff3 fs3 fc0 sc0 ls0 ws0">zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>art. <span class="_ _2"></span>49b <span class="_ _2"></span>ust. <span class="_ _2"></span>9 <span class="_ _2"></span>Ustawy <span class="_ _2"></span>o <span class="_ _2"></span>Rachunkowości<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>sta<span class="_ _2"></span>nowi odrębny<span class="_ _2"></span> <span class="_ _2"></span>dokument, <span class="_ _2"></span>opublikowany<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span>wraz <span class="_ _2"></span>ze <span class="_ _2"></span>Sprawozdaniem<span class="_ _2"></span> </span></div><div class="t m0 x6 he y304 ff3 fs3 fc0 sc0 ls0 ws0">Zarządu z d<span class="_ _2"></span>ziałalności <span class="ff1">Grup<span class="_ _2"></span>y TOYA. </span></div><div class="t m0 x6 he y540 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y306 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y307 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y308 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y309 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y541 w83 h45"><div class="t m0 x17 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">Lp. </div></div><div class="c x6b y541 w84 h45"><div class="t m0 x10d h16 y69 ff2 fsb fc3 sc0 ls0 ws0">Z kim zawarta<span class="_ _0"></span> </div></div><div class="c x10e y541 w85 h45"><div class="t m0 x37 h16 y69 ff2 fsb fc3 sc0 ls0 ws0">Rodzaj gwarancji </div></div><div class="c x10f y541 w86 h45"><div class="t m0 x30 h16 y69 ff4 fsb fc3 sc0 ls0 ws0">Przedmiot i warto<span class="_ _0"></span>ść gwarancji<span class="ff2"> </span></div></div><div class="c x110 y541 w87 h45"><div class="t m0 x6a h16 y69 ff4 fsb fc3 sc0 ls0 ws0">Ważna do dnia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x23 y542 w83 h7b"><div class="t m0 x6a h6f y51c ffa fsb fc0 sc0 ls0 ws0">1 </div></div><div class="c x6b y542 w84 h7b"><div class="t m0 x6a h18 y543 ff1 fsb fc0 sc0 ls0 ws0">Bank <span class="_ _1b"> </span>Handlowy <span class="_ _1b"> </span>w </div><div class="t m0 x6a h18 yad ff1 fsb fc0 sc0 ls0 ws0">Warszawie S.A. </div></div><div class="c x10e y542 w85 h7b"><div class="t m0 x6a h18 y543 ff3 fsb fc0 sc0 ls0 ws0">Gwarancja <span class="_ _47"> </span>zapłaty <span class="_ _1e"> </span>za <span class="_ _1e"> </span>najem <span class="_ _1e"> </span>magazynów <span class="ff1"> </span></div><div class="t m0 x6a h18 yad ff1 fsb fc0 sc0 ls0 ws0">w Nadarzynie </div></div><div class="c x10f y542 w86 h7b"><div class="t m0 x6a h18 ybe ff1 fsb fc0 sc0 ls0 ws0">Gwarancja bank<span class="_ _0"></span>owa w kwocie<span class="_ _0"></span> 514 369,49 EUR </div></div><div class="c x110 y542 w87 h7b"><div class="t m0 x6a h18 y95 ff1 fsb fc0 sc0 ls0 ws0">30 czerwca 2024 </div><div class="t m0 x45 h18 y9c ff1 fsb fc0 sc0 lsa ws0">r.<span class="ls0"> </span></div></div><div class="c x23 y544 w83 h7c"><div class="t m0 x6a h6f y545 ffa fsb fc0 sc0 ls0 ws0">2 </div></div><div class="c x6b y544 w84 h7c"><div class="t m0 x6a h18 y546 ff1 fsb fc0 sc0 ls0 ws0">Sopockie<span class="_ _0"></span> </div><div class="t m0 x6a h18 y547 ff1 fsb fc0 sc0 ls0 ws0">Towarzystwo </div><div class="t m0 x6a h18 y548 ff3 fsb fc0 sc0 ls0 ws0">Ubezpieczeń <span class="_ _23"> </span>ERGO </div><div class="t m0 x6a h18 y549 ff1 fsb fc0 sc0 ls0 ws0">Hestia S.A. </div></div><div class="c x10e y544 w85 h7c"><div class="t m0 x6a h18 y546 ff3 fsb fc0 sc0 ls0 ws0">Umowa <span class="_ _14"> </span>o <span class="_ _d"> </span>udzielenie <span class="_ _14"> </span>gwarancji <span class="_ _14"> </span>dł<span class="_ _2"></span>ugu </div><div class="t m0 x6a h18 y547 ff1 fsb fc0 sc0 ls0 ws0">celnego </div></div><div class="c x10f y544 w86 h7c"><div class="t m0 x6a h18 y546 ff3 fsb fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _0"></span>e <span class="_ _12"> </span>kwot <span class="_ _13"> </span>z <span class="_ _12"> </span>tytułu <span class="_ _13"> </span>należności </div><div class="t m0 x6a h18 y547 ff3 fsb fc0 sc0 ls0 ws0">celnych, <span class="_ _3b"> </span>podatków <span class="_ _3b"> </span>oraz <span class="_ _3b"> </span>innych <span class="_ _3b"> </span>opłat, <span class="_ _14"> </span>w </div><div class="t m0 x6a h18 y548 ff3 fsb fc0 sc0 ls0 ws0">odniesie<span class="_ _0"></span>niu <span class="_ _4c"> </span>do <span class="_ _4c"> </span>towaró<span class="_ _0"></span>w <span class="_ _4c"> </span>objętych </div><div class="t m0 x6a h18 y549 ff1 fsb fc0 sc0 ls0 ws0">dopuszczeniem <span class="_ _d"> </span>do <span class="_ _13"> </span>obrotu <span class="_ _13"> </span>na <span class="_ _13"> </span>podstawie </div><div class="t m0 x6a h18 y54a ff3 fsb fc0 sc0 ls0 ws0">zgłoszenia <span class="_ _16"></span>celnego <span class="_ _16"></span>zgodnie <span class="_ _16"></span>na <span class="_ _e"> </span>kwotę <span class="_ _16"></span>270<span class="ff1"> <span class="ls9">000 </span></span></div><div class="t m0 x6a h18 y54b ff1 fsb fc0 sc0 ls0 ws0">PLN </div></div><div class="c x110 y544 w87 h7c"><div class="t m0 x111 h18 y548 ff1 fsb fc0 sc0 ls0 ws0">31 grudnia 2023 </div><div class="t m0 x45 h18 y549 ff1 fsb fc0 sc0 lsa ws0">r.<span class="ls0"> </span></div></div><div class="c x23 y54c w83 h7b"><div class="t m0 x6a h6f y51c ffa fsb fc0 sc0 ls0 ws0">3 </div></div><div class="c x6b y54c w84 h7b"><div class="t m0 x6a h18 y95 ff1 fsb fc0 sc0 ls0 ws0">BRD <span class="_ _11"> </span>Groupe <span class="_ _1a"> </span>Societe </div><div class="t m0 x6a h18 y9c ff1 fsb fc0 sc0 ls0 ws0">Generale<span class="ffa"> </span></div></div><div class="c x10e y54c w85 h7b"><div class="t m0 x6a h18 y95 ff3 fsb fc0 sc0 ls0 ws0">Gwarancja <span class="_ _f"> </span>zapłaty  za <span class="_ _e"> </span>najem  magaz<span class="_ _0"></span>ynu  w </div><div class="t m0 x6a h18 y9c ff1 fsb fc0 sc0 ls0 ws0">Bukareszci<span class="_ _0"></span>e<span class="ffa"> </span></div></div><div class="c x10f y54c w86 h7b"><div class="t m0 x6a h18 ybe ff1 fsb fc0 sc0 ls0 ws0">Gwarancja bank<span class="_ _0"></span>owa w kwocie<span class="_ _0"></span> <span class="ls9">247</span> <span class="ls9">300 </span>EUR<span class="ffa"> </span></div></div><div class="c x110 y54c w87 h7b"><div class="t m0 x21 h18 ybe ff1 fsb fc0 sc0 ls0 ws0">3 sierpni<span class="_ _0"></span>a 2024 <span class="lsa">r.</span> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x2 y54d w3 h7d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">36<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls0 ws0">25.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">INFORMACJA <span class="_ _13"> </span>O <span class="_ _12"> </span>ZNACZĄCYCH <span class="_ _d"> </span>ZDARZENIACH, <span class="_ _13"> </span>JAKIE </span></span></div><div class="t m0 xc hc y11d ff4 fs0 fc0 sc0 ls0 ws0">NASTĄPIŁY PO<span class="_ _0"></span> <span class="ff2">DNIU BILANSOWYM<span class="_ _0"></span> </span></div><div class="t m0 x6 hd y11e ff2 fs6 fc0 sc0 ls6 ws0">25.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Wyrażenie zgody <span class="_ _0"></span>przez Radę Nadzo<span class="_ _0"></span>rczą na zawarc<span class="_ _0"></span>ie umowy poręcze<span class="_ _0"></span>nia<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 he y54e ff1 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x6 he y54f ff1 fs3 fc5 sc0 ls0 ws0">TOYA <span class="_ _f"> </span>S.A. <span class="_ _2"></span><span class="ff3">dnia <span class="_ _10"> </span>6 <span class="_ _f"> </span>marca <span class="_ _10"> </span>2024 <span class="_ _10"> </span>powzięła <span class="_ _f"> </span>informacj<span class="_ _2"></span>ę <span class="_ _f"> </span>o<span class="_ _2"></span></span> <span class="ff3">wyr<span class="_ _2"></span>ażeniu <span class="_ _10"> </span>zgody <span class="_ _10"> </span>przez</span> <span class="ff3">Radę <span class="_ _10"> </span>Nadzorczą <span class="_ _10"> </span>Emitenta, <span class="_ _10"> </span>na</span> zawarcie </div><div class="t m0 x6 he y550 ff1 fs3 fc5 sc0 ls0 ws0">przez <span class="ff3">Spółkę</span> <span class="_ _16"></span>z Citibank <span class="_ _16"></span>(China) <span class="_ _16"></span>Company <span class="_ _16"></span>Limited<span class="_ _2"></span>-Shanghai <span class="_ _16"></span>Branch, <span class="_ _16"></span>z <span class="ff3">siedzib<span class="_ _2"></span>ą <span class="_ _4"></span>w</span> <span class="ff3">Chińs<span class="_ _2"></span>kiej <span class="_ _4"></span>Republice <span class="_ _16"></span>Ludowej, <span class="_ _16"></span>Umowy </span></div><div class="t m0 x6 he y551 ff3 fs3 fc5 sc0 ls0 ws0">poręczenia <span class="_ _35"> </span>nr<span class="_ _2"></span><span class="ff1"> </span>BDK/UP/000054601/<span class="_ _2"></span>0040/23. <span class="_ _35"> </span>Umowa <span class="_ _33"> </span>Poręczenia <span class="_ _35"> </span>zo<span class="_ _2"></span>stanie <span class="_ _35"> </span>zawarta <span class="_ _33"> </span>w<span class="ff1"> </span>celu <span class="_ _33"> </span>zabezpieczenia <span class="_ _33"> </span>spłaty </div><div class="t m0 x6 he y552 ff3 fs3 fc5 sc0 ls0 ws0">wierzytelności <span class="_ _1a"> </span>przy<span class="_ _2"></span>sługujących <span class="_ _1a"> </span>Ban<span class="_ _2"></span>kowi <span class="_ _1a"> </span>z<span class="_ _2"></span><span class="ff1"> </span>tytułu <span class="_ _1a"> </span>plan<span class="_ _2"></span><span class="ff1">owanego <span class="_ _1a"> </span>zawarcia <span class="_ _1a"> </span>przez<span class="_ _2"></span> YATO <span class="_ _1a"> </span>TOOLS <span class="_ _1a"> </span>(Sha<span class="_ _2"></span>nghai) <span class="_ _1a"> </span>Co., <span class="_ _11"> </span>Ltd., </span></div><div class="t m0 x6 he y553 ff1 fs3 fc5 sc0 ls0 ws0">z  oraz Ban<span class="_ _2"></span>k, Umowy o <span class="ff3">Kredyt krótk<span class="_ _2"></span>oterminowy obrotowy), w<span class="_ _2"></span></span> kwocie 60 <span class="_ _2"></span>000 tys. <span class="_ _2"></span>CNY. </div><div class="t m0 x6 he y554 ff3 fs3 fc5 sc0 ls0 ws0">Umowa Poręczenia zakład<span class="_ _2"></span><span class="ff1">a: </span></div><div class="t m0 xc he y555 ff1 fs3 fc5 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">poręczenie Emitenta za <span class="_ _2"></span>zobowiązania Spó<span class="_ _2"></span>łki Zależnej do<span class="_ _2"></span><span class="ff1"> kwoty<span class="_ _2"></span> 72 <span class="ls3">000</span> tys. <span class="_ _2"></span>CNY. </span></span></span></div><div class="t m0 xc he y556 ff1 fs3 fc5 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">udzielenie poręczenia do<span class="ff1"> d<span class="_ _2"></span>nia 31 sierpnia 2025 r.<span class="_ _2"></span> </span></span></span></div><div class="t m0 xc he y557 ff1 fs3 fc5 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _4e"> </span><span class="ff3">upoważnienie Banku d<span class="_ _2"></span>o<span class="ff1"> </span>obciąż<span class="_ _2"></span>enia rachunku b<span class="_ _2"></span>ieżącego Emitenta, kwotą zob<span class="_ _2"></span>owiązań wynikający<span class="_ _2"></span>ch z<span class="_ _2"></span><span class="ff1"> Umowy </span></span></span></div><div class="t m0 x98 he y558 ff3 fs3 fc5 sc0 ls0 ws0">Poręczenia.<span class="ff1"> </span></div><div class="t m0 xc he y559 ff1 fs3 fc5 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zobowiązanie Emitenta do<span class="_ _2"></span><span class="ff1"> dostarczenia n<span class="_ _2"></span>a </span>żądan<span class="_ _2"></span>ie Banku, w<span class="ff1"> terminie i zgodnie z <span class="_ _2"></span>warunkami <span class="_ _2"></span>wskazanymi </span></span></span></div><div class="t m0 x98 he y55a ff1 fs3 fc5 sc0 ls0 ws0">przez Bank, w <span class="ff3">treś<span class="_ _2"></span>ci zaakceptowanej przez<span class="_ _2"></span></span> <span class="ff3">Bank, oś<span class="_ _2"></span>wiadczenia o<span class="_ _2"></span></span> <span class="ff3">poddaniu s<span class="_ _2"></span>ię egzekucji w</span> formie aktu </div><div class="t m0 x98 he y55b ff1 fs3 fc5 sc0 ls0 ws0">notarialnego w <span class="ff3">try<span class="_ _2"></span>bie art. 777 § 1 pkt<span class="_ _2"></span>. 5) Kodeksu pos<span class="_ _2"></span>tępowania cywilnego.<span class="_ _2"></span></span> </div><div class="t m0 x6 he y55c ff1 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x6 he y55d ff3 fs3 fc5 sc0 ls0 ws0">Pozostałe warun<span class="_ _2"></span>ki Umowy Poręczenia nie odbiegają od<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>warunków p<span class="_ _2"></span>owszechnie stosowan<span class="_ _2"></span>ych dla<span class="_ _2"></span><span class="ff1"> </span>tego typu umów.<span class="ff1"> </span></div><div class="t m0 x6 he ydb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y55e ff2 fs6 fc0 sc0 ls6 ws0">25.2.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Zawarcie umowy <span class="_ _0"></span>o kredyt krótkot<span class="_ _0"></span>erminowy <span class="_ _0"></span>przez spółkę zależną<span class="ff2"> </span></span></span></div><div class="t m0 x6 he y2f2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y55f ff3 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span>w <span class="_ _e"></span>dniu <span class="_ _e"></span>26 <span class="_ _e"></span>marca <span class="_ _f"> </span>2024 <span class="_ _e"></span>r. <span class="_ _e"></span>powzięła <span class="_ _e"></span>infor<span class="_ _2"></span>mację <span class="_ _e"></span>o<span class="_ _2"></span><span class="ff1"> zawarciu <span class="_ _e"></span>przez<span class="_ _2"></span> YATO <span class="_ _e"></span>TOOLS <span class="_ _e"></span>(Shan<span class="_ _2"></span>ghai) <span class="_ _e"></span>Co., <span class="_ _e"></span>Ltd. <span class="_ _f"> </span>Umowy </span></div><div class="t m0 x6 he y560 ff1 fs3 fc0 sc0 ls0 ws0">o K<span class="ff3">redyt krótkoterminowy obrotowy z</span> CITIBANK (CHINA) CO., <span class="_ _0"></span>LTD. SHANGHAI BRANCH <span class="_ _0"></span>z <span class="ff3">s<span class="_ _2"></span>iedzibą w</span> <span class="ff3">Chińskiej Republice </span></div><div class="t m0 x6 he y561 ff1 fs3 fc0 sc0 ls0 ws0">Ludowej. </div><div class="t m0 x6 he y562 ff1 fs3 fc0 sc0 ls0 ws0">Kwota <span class="_ _16"></span>kredytu <span class="_ _e"></span>wynosi <span class="_ _16"></span>60 000 <span class="_ _e"></span>tys. <span class="_ _16"></span>CNY. <span class="_ _16"></span>Kwota <span class="_ _16"></span>zo<span class="_ _2"></span>stanie <span class="_ _16"></span>wykorzys<span class="_ _2"></span>tana <span class="_ _16"></span>na<span class="_ _2"></span> <span class="ff3">bieżącą <span class="_ _16"></span>dzia<span class="_ _2"></span>łalność <span class="_ _16"></span>Spółki <span class="_ _16"></span>Za<span class="_ _2"></span>leżnej. <span class="_ _16"></span>Umowa </span></div><div class="t m0 x6 he y563 ff3 fs3 fc0 sc0 ls0 ws0">zawarta został<span class="_ _2"></span>a na<span class="ff1"> </span>12 miesięcy.<span class="ff1"> </span></div><div class="t m0 x6 he y564 ff3 fs3 fc0 sc0 ls0 ws0">Zabezpieczeniem <span class="_ _0"></span>kredytu <span class="_ _0"></span>będzie <span class="_ _0"></span>poręczenie <span class="_ _3"></span>Emitenta za <span class="_ _3"></span>zobowiązan<span class="_ _2"></span>ia <span class="_ _0"></span>Spółki <span class="_ _0"></span>Zależnej <span class="_ _3"></span>na<span class="_ _2"></span><span class="ff1"> </span>pods<span class="_ _2"></span>tawie <span class="_ _0"></span>umowy <span class="_ _3"></span>poręczenia.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y114 ff3 fs3 fc0 sc0 ls0 ws0">Pozostałe warun<span class="_ _2"></span>ki Umowy nie odbiegają <span class="_ _2"></span>od<span class="_ _2"></span><span class="ff1"> </span>warunków powszechn<span class="_ _2"></span>ie stosowanych<span class="_ _2"></span> dla<span class="ff1"> <span class="_ _2"></span></span>tego typu umów.<span class="ff1"> </span></div><div class="t m0 x6 hd y565 ff2 fs6 fc0 sc0 ls6 ws0">25.3.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">Aneks do <span class="ff4">umowy o <span class="_ _0"></span>kredyt w rachunku b<span class="_ _0"></span>ieżącym<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 he y566 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y567 ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _16"></span>S.A. <span class="_ _e"></span>dniu <span class="_ _e"></span>2<span class="_ _2"></span>6 <span class="_ _16"></span>marca <span class="_ _e"></span>20<span class="_ _2"></span>24 <span class="_ _e"></span><span class="ff3">r. <span class="_ _16"></span>zawarła <span class="_ _e"></span>aneks <span class="_ _e"></span>nr</span> <span class="_ _2"></span>6 <span class="_ _16"></span><span class="lsf">do</span> Umo<span class="_ _2"></span>wy <span class="_ _16"></span>o<span class="_ _2"></span> Kredyt <span class="_ _e"></span>w <span class="ff3">Rachunku <span class="_ _e"></span>Bieżącym <span class="_ _e"></span>Nr <span class="_ _e"></span>09/030/19/Z/VV<span class="_ _2"></span> </span></div><div class="t m0 x6 he y568 ff1 fs3 fc0 sc0 ls0 ws0">z mBankiem <span class="_ _e"></span>S.A. <span class="_ _16"></span>z <span class="ff3">siedzibą <span class="_ _e"></span>w</span> <span class="ff3">Warszawie. <span class="_ _e"></span>Na <span class="_ _16"></span>mocy <span class="_ _16"></span>an<span class="_ _2"></span>eksu <span class="_ _16"></span>data <span class="_ _e"></span>ostatecznej <span class="_ _e"></span>spłaty <span class="_ _16"></span>kredytu <span class="_ _16"></span>zo<span class="_ _2"></span>stała <span class="_ _16"></span>ustalona <span class="_ _e"></span>na<span class="_ _4"></span></span> <span class="ff3">dzień </span> </div><div class="t m0 x6 he y569 ff1 fs3 fc0 sc0 ls0 ws0">27 <span class="_ _3"></span><span class="ff3">mar<span class="_ _2"></span>ca <span class="_ _3"></span>20<span class="_ _2"></span>24 <span class="_ _3"></span>r. Pozostałe <span class="_ _3"></span>wa<span class="_ _2"></span>runki <span class="_ _0"></span>Umowy <span class="_ _3"></span>nie <span class="_ _0"></span>odbiegają <span class="_ _0"></span>od<span class="ff1"> </span>warunków <span class="_ _0"></span>powszechnie <span class="_ _0"></span>stosowanych <span class="_ _0"></span>dla<span class="ff1"> </span>tego <span class="_ _0"></span>typu <span class="_ _0"></span>umów.<span class="ff1"> </span></span></div><div class="t m0 x6 he y50 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y56a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7e y56b ff1 fs2 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="fs4"> </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 x2 y56c w3 h7f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">37<span class="ls0"> </span></div><div class="t m0 x6 hc y30 ff2 fs0 fc0 sc0 ls0 ws0">26.<span class="ff8"> <span class="_ _35"> </span><span class="ff4">OŚWIADCZENIE <span class="_ _4f"> </span>O <span class="_ _4f"> </span>STOSOWA<span class="_ _0"></span>NIU <span class="_ _4f"> </span>ŁADU </span></span></div><div class="t m0 xc hc y11d ff2 fs0 fc0 sc0 ls0 ws0">KORPORACYJNEGO  </div><div class="t m0 x6 he y30b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>§ <span class="_ _2"></span>70 u<span class="_ _2"></span>st. <span class="_ _2"></span>6 <span class="_ _2"></span>pkt <span class="_ _2"></span>5 <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>Ministra<span class="_ _2"></span> <span class="_ _2"></span>Finansów <span class="_ _2"></span>z <span class="_ _2"></span>dnia <span class="_ _2"></span>29 <span class="_ _2"></span>marca <span class="_ _2"></span>2018 r. <span class="_ _4"></span>w s<span class="_ _2"></span>prawie <span class="_ _4"></span>infor<span class="_ _2"></span>macji b<span class="_ _2"></span>ieżących<span class="ff1"> <span class="_ _2"></span><span class="ls36">i </span></span></div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0">okresowych <span class="_ _f"> </span><span class="ff3">przekazywanych<span class="_ _2"></span> <span class="_ _e"></span>przez <span class="_ _e"> </span>emit<span class="_ _2"></span>entów <span class="_ _e"></span>papierów <span class="_ _f"> </span>wartoś<span class="_ _2"></span>ciowych <span class="_ _e"></span>oraz <span class="_ _f"> </span>warunków <span class="_ _e"> </span>u<span class="_ _2"></span>znawania <span class="_ _e"> </span>za<span class="_ _2"></span> <span class="_ _e"></span>równoważne </span></div><div class="t m0 x6 he y143 ff1 fs3 fc0 sc0 ls0 ws0">informacji <span class="_ _4"></span><span class="ff3">wymagany<span class="_ _2"></span>ch <span class="_ _4"></span>przepisami <span class="_ _4"></span>p<span class="_ _2"></span>rawa <span class="_ _4"></span>państwa <span class="_ _4"></span>niebę<span class="_ _2"></span>dącego <span class="_ _4"></span>państwem <span class="_ _4"></span>czł<span class="_ _2"></span>onkowskim, <span class="_ _4"></span>Zarząd<span class="_ _2"></span> <span class="_ _4"></span>Spółki <span class="_ _4"></span>przedsta<span class="_ _2"></span>wia </span></div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">oświadczenie o stos<span class="_ _2"></span>owaniu ładu korp<span class="_ _2"></span>oracyjnego w 202<span class="_ _2"></span><span class="ff1">3 <span class="ls8">r.</span> </span></div><div class="t m0 x6 h6 y56d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y56e ff2 fs6 fc0 sc0 ls6 ws0">26.1.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Wskazanie <span class="_ _35"> </span>zbioru <span class="_ _25"> </span>zasad <span class="_ _33"> </span>ładu <span class="_ _35"> </span>korporacyjnego, <span class="_ _25"> </span>któremu <span class="_ _33"> </span>po<span class="_ _0"></span>dlega <span class="_ _35"> </span>Spółka<span class="_ _2"></span><span class="ff2">, </span></span></span></div><div class="t m0 x64 hd y56f ff2 fs6 fc0 sc0 ls0 ws0">miejsca  <span class="ff4">g<span class="_ _0"></span>dzie  tek<span class="_ _0"></span>st <span class="_ _19"> </span>zbioru <span class="_ _19"> </span>zasad <span class="_ _19"> </span>jest <span class="_ _19"> </span>publicznie <span class="_ _1e"> </span>dostępny <span class="_ _19"> </span>oraz  ws<span class="_ _0"></span>zelkich </span></div><div class="t m0 x64 hd y570 ff4 fs6 fc0 sc0 ls0 ws0">informacji <span class="_ _1b"> </span>o <span class="_ _1b"> </span>stoso<span class="_ _0"></span>wanych <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>Spół<span class="_ _0"></span>kę <span class="_ _1b"> </span>praktykach <span class="_ _1b"> </span>w <span class="_ _1b"> </span>zakres<span class="_ _0"></span>ie <span class="_ _1b"> </span>ładu<span class="_ _0"></span> </div><div class="t m0 x64 hd y571 ff4 fs6 fc0 sc0 ls0 ws0">korporacyjnego, <span class="_ _4e"> </span>wykraczających <span class="_ _24"> </span>po<span class="_ _0"></span>za <span class="_ _50"> </span>wymogi <span class="_ _50"> </span>przewidziane <span class="_ _50"> </span>prawem<span class="_ _0"></span> </div><div class="t m0 x64 hd y572 ff2 fs6 fc0 sc0 ls0 ws0">krajowym <span class="_ _1e"> </span>wra<span class="_ _0"></span>z <span class="_ _1e"> </span>z <span class="_ _1e"> </span>pr<span class="_ _0"></span>zedstawieniem <span class="_ _47"> </span>informacji <span class="_ _47"> </span>o <span class="_ _1e"> </span>stosowanych <span class="_ _47"> </span>przez<span class="_ _2"></span> <span class="_ _1e"> </span>niego </div><div class="t m0 x64 hd y573 ff4 fs6 fc0 sc0 ls0 ws0">praktykach w <span class="_ _0"></span>zakresie ładu korpo<span class="_ _0"></span>racyjnego<span class="ff2"> </span></div><div class="t m0 x6 he y574 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y575 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1ed ff3 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _0"></span>dnia 1 <span class="_ _3"></span>lipca<span class="_ _2"></span> <span class="_ _0"></span>2021 <span class="_ _0"></span>r. <span class="_ _0"></span>Spółka stosuje <span class="_ _0"></span>zasady ładu <span class="_ _0"></span>korporacyjnego <span class="_ _0"></span>określone <span class="_ _0"></span>w <span class="_ _0"></span>„Dobrych <span class="_ _0"></span>Praktyka<span class="_ _2"></span>ch <span class="_ _0"></span>spółek <span class="_ _0"></span>notowanych </div><div class="t m0 x6 he y1c3 ff3 fs3 fc0 sc0 ls0 ws0">na GPW 2021”, stan<span class="_ _2"></span>owiących załącznik do Uchwały Rad<span class="_ _2"></span>y Nadzorczej Giełdy Papierów Warto<span class="_ _2"></span>ściowych nr 13/1834/2021<span class="_ _2"></span> </div><div class="t m0 x6 he y1ee ff3 fs3 fc0 sc0 ls0 ws0">z dnia 29 marca <span class="_ _0"></span>2021 r., <span class="_ _0"></span>których treść jest publicznie dostępna na stronie internetowe<span class="_ _0"></span>j Giełdy Papierów Wartościowych </div><div class="t m0 x6 he y1ef ff1 fs3 fc0 sc0 ls0 ws0">w Warszawie S.A. pod<span class="_ _2"></span> adresem: <span class="fc9">htt<span class="_ _2"></span>ps://www.gpw.pl/dob<span class="_ _2"></span>re-praktyki2021</span><span class="ls4">. <span class="_ _2"></span></span> </div><div class="t m0 x6 h6 y340 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y576 ff1 fs3 fc0 sc0 ls0 ws0">T<span class="ff3">ekst <span class="_ _2"></span>oś<span class="_ _2"></span>wiadczeń <span class="_ _4"></span>dotyczących <span class="_ _4"></span>poszcz<span class="_ _2"></span>ególnych <span class="_ _4"></span>lat</span> <span class="_ _4"></span><span class="ff3">ze <span class="_ _4"></span>wskazaniem <span class="_ _2"></span>zakresu<span class="_ _2"></span>, <span class="_ _2"></span>w <span class="_ _4"></span>jakim <span class="_ _4"></span>Spółka <span class="_ _4"></span>deklaro<span class="_ _2"></span>wała</span> <span class="_ _4"></span>przestrzeganie </div><div class="t m0 x6 h6 y577 ff3 fs3 fc0 sc0 ls0 ws0">ww. zasad, dos<span class="_ _2"></span>tępny j<span class="_ _2"></span><span class="ff1">est na </span>stronie Spółki w loka<span class="_ _2"></span>lizacji<span class="ff1 ls37">: <span class="fc9 ls0">htt<span class="_ _2"></span>ps://toya.pl/lad<span class="_ _2"></span>-korporacyjny<span class="_ _2"></span><span class="fc0"> </span></span></span>w zakładce „Dobre p<span class="_ _2"></span>raktyki”.<span class="ff1 fs2"> </span></div><div class="t m0 x6 h6 y578 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y579 ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>nie <span class="_ _1e"> </span>s<span class="_ _2"></span>tosuje <span class="_ _19"> </span>w <span class="_ _1e"> </span>zakresie <span class="_ _19"> </span>ładu <span class="_ _19"> </span>korporacyjn<span class="_ _2"></span>ego <span class="_ _1e"> </span>p<span class="_ _2"></span>raktyk <span class="_ _19"> </span>wykraczających <span class="_ _19"> </span>poza <span class="_ _19"> </span>wym<span class="_ _0"></span>ogi <span class="_ _19"> </span>przewidziane <span class="_ _19"> </span>prawem </div><div class="t m0 x6 he y57a ff1 fs3 fc0 sc0 ls0 ws0">krajowym. </div><div class="t m0 x6 hd y1f7 ff2 fs6 fc0 sc0 ls6 ws0">26.2.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Zakres, <span class="_ _d"> </span>w <span class="_ _13"> </span>jakim <span class="_ _13"> </span>Spółka <span class="_ _d"> </span>odstąpiła <span class="_ _d"> </span>od <span class="_ _13"> </span>postanowień <span class="_ _14"> </span>z<span class="_ _2"></span>bioru <span class="_ _d"> </span>zasad <span class="_ _13"> </span>ładu </span></span></div><div class="t m0 x64 hd y57b ff4 fs6 fc0 sc0 ls0 ws0">korporacyjnego, <span class="_ _25"> </span>wskazanie <span class="_ _11"> </span>tych <span class="_ _35"> </span>postanowień <span class="_ _11"> </span>oraz<span class="_ _2"></span> <span class="_ _25"> </span>wyjaśnienie <span class="_ _25"> </span>przyczy<span class="_ _0"></span>n </div><div class="t m0 x64 hd ye3 ff4 fs6 fc0 sc0 ls0 ws0">tego odstąpie<span class="_ _0"></span>nia<span class="ff2"> </span></div><div class="t m0 x98 he y57c ff1 fs3 fcc sc0 ls0 ws0"> </div><div class="t m0 x6 he y57d ff3 fs3 fc0 sc0 ls0 ws0">Działając  na <span class="_ _10"> </span>podstawie <span class="_ _10"> </span>§  29 <span class="_ _10"> </span>ust.  3 <span class="_ _f"> </span>Regulaminu  Giełdy <span class="_ _10"> </span>Papierów  Wartościowych <span class="_ _10"> </span>w  Warszawie <span class="_ _10"> </span>S.A., <span class="_ _10"> </span>Zarząd  Spółki </div><div class="t m0 x6 he y57e ff3 fs3 fc0 sc0 ls0 ws0">przedstawił <span class="_ _f"> </span>„Informację <span class="_ _f"> </span>na <span class="_ _10"> </span>temat <span class="_ _e"></span>stan<span class="_ _2"></span>u <span class="_ _f"> </span>stosowania <span class="_ _f"> </span>przez <span class="_ _e"></span>s<span class="_ _2"></span>półkę <span class="_ _f"> </span>rekomendacji <span class="_ _f"> </span>i <span class="_ _e"> </span>za<span class="_ _2"></span>sad <span class="_ _e"> </span>za<span class="_ _2"></span>wartych <span class="_ _f"> </span>w <span class="_ _e"></span>Zb<span class="_ _2"></span>iorze <span class="_ _e"></span>Dob<span class="_ _2"></span>re </div><div class="t m0 x6 he y57f ff3 fs3 fc0 sc0 ls0 ws0">Praktyki <span class="_ _2"></span>Sp<span class="_ _2"></span>ółek <span class="_ _2"></span>Notowanych <span class="_ _2"></span>na <span class="_ _2"></span>GPW <span class="_ _4"></span>20<span class="ff1 ls3">21</span>” <span class="_ _4"></span>w <span class="_ _2"></span>raporcie <span class="_ _2"></span>EBI <span class="_ _2"></span>nr <span class="_ _4"></span>1/20<span class="ff1 ls3">21<span class="ls0"> <span class="_ _2"></span>z <span class="_ _2"></span>d<span class="_ _2"></span>nia <span class="_ _2"></span>2 <span class="_ _2"></span>sierpnia <span class="_ _4"></span></span>2021<span class="ls0"> <span class="_ _2"></span></span></span>r. <span class="_ _2"></span>W <span class="_ _4"></span>nawiązaniu <span class="_ _2"></span>do <span class="_ _2"></span>treś<span class="_ _2"></span>ci </div><div class="t m0 x6 he y580 ff3 fs3 fc0 sc0 ls0 ws0">tego  dokumentu, <span class="_ _1e"> </span>Spółka  w  <span class="ff1 ls3">202<span class="ls0">3<span class="_ _2"></span>  </span></span>r.  przestrzegał<span class="_ _2"></span>a<span class="ff1">  </span>zasad  szczegółowych<span class="_ _2"></span>  zawartych  w  „Dob<span class="_ _2"></span>rych  prakt<span class="_ _2"></span>ykach  spółek </div><div class="t m0 x6 he y581 ff1 fs3 fc0 sc0 ls0 ws0">notowanych n<span class="_ _2"></span>a GPW <span class="ff3">2021”, z wył<span class="_ _2"></span>ączeniem wskazany<span class="_ _2"></span>ch poniżej:<span class="_ _2"></span></span> </div><div class="t m0 x6 he y582 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y583 ff3 fs3 fc0 sc0 ls0 ws0">1.3.1. W swojej strategii bizn<span class="_ _2"></span>esowej spół<span class="_ _2"></span>ka uwzględnia również tematykę E<span class="_ _2"></span>SG, w szczegól<span class="_ _2"></span>ności obejmującą: <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y584 ff3 fs3 fc0 sc0 ls0 ws0">zagadnienia środowisko<span class="_ _2"></span>we, zaw<span class="_ _0"></span>ierające mierniki i ryzyka związane ze <span class="_ _0"></span>zmianami klimatu i z<span class="_ _0"></span>agadnienia zrównoważonego </div><div class="t m0 x6 he y585 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju; </div><div class="t m0 x6 he y586 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y587 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przy<span class="_ _2"></span>czyn odstępstwa Sp<span class="_ _2"></span>ółki od zas<span class="_ _2"></span>ady: <span class="_ _2"></span><span class="ff6">Emiten<span class="_ _2"></span>t nie uwzględnia w swoje<span class="_ _2"></span>j strategii b<span class="_ _2"></span>iznesowej tematyki E<span class="_ _2"></span>SG </span></div><div class="t m0 x6 h9 y588 ff6 fs3 fc0 sc0 ls0 ws0">obejmującej <span class="_ _10"> </span>zagadnienia <span class="_ _f"> </span>środowiskowe, <span class="_ _f"> </span>zawierając<span class="_ _2"></span>e <span class="_ _f"> </span>mierniki <span class="_ _f"> </span>i <span class="_ _10"> </span>ryzyka <span class="_ _f"> </span>związane <span class="_ _f"> </span>ze <span class="_ _10"> </span>zmianami <span class="_ _f"> </span>klimatu <span class="_ _f"> </span>i <span class="_ _f"> </span>za<span class="_ _2"></span>gadnienia </div><div class="t m0 x6 h9 y589 ff6 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _1e"> </span>rozwoju.  Emiten<span class="_ _2"></span>t  ma  świadomo<span class="_ _2"></span>ść  wzrostu  znacze<span class="_ _2"></span>nia  raportowania  ni<span class="_ _4"></span>efinansowego <span class="_ _1e"> </span>jak  również </div><div class="t m0 x6 h9 y58a ff6 fs3 fc0 sc0 ls0 ws0">tematyki <span class="_ _e"></span>ESG, <span class="_ _e"></span>dlatego <span class="_ _16"></span>wychodzą<span class="_ _2"></span>c <span class="_ _16"></span>n<span class="_ _2"></span>aprzeciw <span class="_ _e"></span>oczekiwaniom <span class="_ _e"></span>różnych <span class="_ _16"></span>g<span class="_ _2"></span>rup <span class="_ _16"></span>inte<span class="_ _2"></span>resariuszy <span class="_ _e"></span>rozważy <span class="_ _16"></span>podję<span class="_ _2"></span>cie <span class="_ _e"></span>kroków <span class="_ _16"></span>do </div><div class="t m0 x6 h9 y58b ff6 fs3 fc0 sc0 ls0 ws0">wdrożenia i stosowania n<span class="_ _2"></span>iniejszej zasady. <span class="_ _2"></span><span class="ff5"> </span></div><div class="t m0 x6 he y58c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:372.820000px;bottom:870.580000px;width:171.410000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:562.480000px;bottom:794.900000px;width:136.330000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">38<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">1.3.2. W swojej strategii bizn<span class="_ _2"></span>esowej spół<span class="_ _2"></span>ka uwzględnia również tematykę E<span class="_ _2"></span>SG, w szczegól<span class="_ _2"></span>ności obejmującą: <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">sprawy społeczne i <span class="_ _0"></span>pracownicze, dotyczące m<span class="_ _0"></span>.in. podejmowanych<span class="_ _2"></span> i <span class="_ _0"></span>planowanych działań <span class="_ _0"></span>mających na ce<span class="_ _0"></span>lu zapewnienie </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">równouprawnienia <span class="_ _f"> </span>płci, <span class="_ _e"></span>należ<span class="_ _2"></span>ytych <span class="_ _f"> </span>warunków <span class="_ _e"></span>pracy<span class="_ _2"></span>, <span class="_ _e"></span>posza<span class="_ _2"></span>nowania <span class="_ _e"></span>pra<span class="_ _2"></span>w <span class="_ _e"></span>pracownikó<span class="_ _2"></span>w, <span class="_ _e"></span>dialo<span class="_ _2"></span>gu <span class="_ _e"></span>ze <span class="_ _e"></span>s<span class="_ _2"></span>połecznościami </div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0">lokalnymi, relacji z klientami. <span class="_ _2"></span> </div><div class="t m0 x6 he y30b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przy<span class="_ _2"></span>czyn odstępstwa Sp<span class="_ _2"></span>ółki od zas<span class="_ _2"></span>ady: <span class="_ _2"></span><span class="ff6">Emiten<span class="_ _2"></span>t nie uwzględnia w swoje<span class="_ _2"></span>j strategii b<span class="_ _2"></span>iznesowej tematyki E<span class="_ _2"></span>SG </span></div><div class="t m0 x6 h9 y30d ff6 fs3 fc0 sc0 ls0 ws0">obejmującej <span class="_ _2"></span>sprawy społec<span class="_ _2"></span>zne i pracownic<span class="_ _2"></span>ze, dotyczące <span class="_ _2"></span>m.in. podejmowanyc<span class="_ _2"></span>h i plan<span class="_ _2"></span>owanych działań <span class="_ _2"></span>mających na <span class="_ _2"></span>celu </div><div class="t m0 x6 h9 y143 ff6 fs3 fc0 sc0 ls0 ws0">zapewnienie <span class="_ _1a"> </span>równouprawnienia <span class="_ _1a"> </span>płci, <span class="_ _19"> </span>należytych <span class="_ _1a"> </span>warunków <span class="_ _19"> </span>p<span class="_ _4"></span><span class="ff5">r</span>acy, <span class="_ _19"> </span>poszanowan<span class="_ _2"></span>ia <span class="_ _19"> </span>praw <span class="_ _19"> </span>pracowników, <span class="_ _1a"> </span>dialogu <span class="_ _1a"> </span>ze </div><div class="t m0 x6 h9 y30e ff6 fs3 fc0 sc0 ls0 ws0">społeczno<span class="_ _2"></span>ściami <span class="_ _12"> </span>lokalnymi, <span class="_ _1f"> </span>relacji <span class="_ _1f"> </span>z <span class="_ _12"> </span>klientam<span class="_ _2"></span>i. <span class="_ _12"> </span>Emitent <span class="_ _1f"> </span>ma <span class="_ _12"> </span>świado<span class="_ _2"></span>mość <span class="_ _12"> </span>wzro<span class="_ _2"></span>stu <span class="_ _12"> </span>znac<span class="_ _2"></span>zenia <span class="_ _1f"> </span>raportowania </div><div class="t m0 x6 h9 y30f ff5 fs3 fc0 sc0 ls0 ws0">niefinansowego<span class="_ _2"></span>,  <span class="ff6">jak  również  tematyki <span class="_ _10"> </span>ESG  w  zakresie  wskazanym  w  przedmiotowej  zasadzie<span class="_ _2"></span>,  dlatego  wychodząc </span></div><div class="t m0 x6 h9 y184 ff6 fs3 fc0 sc0 ls0 ws0">naprzeciw <span class="_ _16"></span>oc<span class="_ _2"></span>zekiwaniom <span class="_ _e"></span>różnych <span class="_ _16"></span>grup <span class="_ _16"></span>int<span class="_ _2"></span>eresariuszy<span class="_ _2"></span><span class="ff5">, <span class="_ _e"> </span></span>rozważy <span class="_ _16"></span>podję<span class="_ _2"></span>cie <span class="_ _16"></span>krokó<span class="_ _2"></span>w <span class="_ _16"></span>do <span class="_ _16"></span>wd<span class="_ _2"></span>rożenia <span class="_ _e"></span>i <span class="_ _4"></span>sto<span class="_ _2"></span>sowania <span class="_ _e"></span>niniejszej </div><div class="t m0 x6 h9 y185 ff5 fs3 fc0 sc0 ls0 ws0">zasady.  Natomiast  Emitent<span class="_ _2"></span>,  <span class="ff6">jak  również  cała  Grupa  Kapitałowa  TO<span class="_ _0"></span>YA  S.A.<span class="_ _2"></span><span class="ff5">,  </span>zwraca  szczególną  uwagę  na  kwestie </span></div><div class="t m0 x6 h9 y186 ff6 fs3 fc0 sc0 ls0 ws0">związane z po<span class="_ _2"></span>dstawowymi wartościami<span class="_ _2"></span><span class="ff5">, </span>do<span class="_ _2"></span> których odnosi się niniejsza<span class="_ _2"></span> zasada. <span class="_ _2"></span><span class="ff5"> </span></div><div class="t m0 x6 he y295 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">1.4. <span class="_ _f"> </span>W <span class="_ _10"> </span>celu <span class="_ _10"> </span>zapewnienia <span class="_ _10"> </span>należytej <span class="_ _f"> </span>ko<span class="_ _2"></span>munikacji <span class="_ _10"> </span>z <span class="_ _f"> </span>interesariu<span class="_ _2"></span>szami, <span class="_ _10"> </span>w <span class="_ _f"> </span>zakresie <span class="_ _10"> </span>przyjętej <span class="_ _10"> </span>strategii <span class="_ _f"> </span>b<span class="_ _2"></span>iznesowej <span class="_ _f"> </span>s<span class="_ _2"></span>półka </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">zamieszcza na swojej<span class="_ _2"></span> stronie i<span class="_ _2"></span>nternetowej infor<span class="_ _2"></span>macje na te<span class="_ _2"></span>mat założeń p<span class="_ _2"></span>osiadanej stra<span class="_ _2"></span>tegii, mierzalnych celó<span class="_ _2"></span>w, w tym </div><div class="t m0 x6 he y298 ff3 fs3 fc0 sc0 ls0 ws0">zwłaszcza  celów <span class="_ _10"> </span>dłu<span class="_ _2"></span>goterminowych,  planowanych  działań <span class="_ _10"> </span>oraz  postępów  w  <span class="ff1 ls2a">ich<span class="ls0">  </span></span>realizacji, <span class="_ _10"> </span>określonych  za  pomocą </div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">mierników, finanso<span class="_ _2"></span>wych i niefinans<span class="_ _2"></span>owych. Informacje na temat s<span class="_ _2"></span>trategii w obszarze ESG <span class="_ _2"></span>powinny m.in.: <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y29a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y29b ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _10"> </span>przyczyn <span class="_ _10"> </span>odstępstwa <span class="_ _10"> </span>Spółki <span class="_ _10"> </span>od <span class="_ _10"> </span>zasady:  <span class="ff6">Emit<span class="_ _0"></span>ent <span class="_ _10"> </span>prezentuje <span class="_ _10"> </span>Strategię <span class="_ _10"> </span>w <span class="_ _f"> </span>ramach <span class="_ _10"> </span>raportów <span class="_ _10"> </span>okresowych. </span></div><div class="t m0 x6 h9 y58d ff6 fs3 fc0 sc0 ls0 ws0">Informacje <span class="_ _16"></span>te <span class="_ _e"></span>nie <span class="_ _4"></span>za<span class="_ _2"></span>wierają <span class="_ _16"></span>wszystkich <span class="_ _16"></span>e<span class="_ _2"></span>lementów <span class="_ _16"></span>przytoczo<span class="_ _2"></span>nych <span class="_ _16"></span>w <span class="_ _16"></span>przedmioto<span class="_ _2"></span>wej <span class="_ _16"></span>zasadzie. <span class="_ _e"></span>W <span class="_ _4"></span>przypadku<span class="_ _2"></span> <span class="_ _16"></span>formalnie </div><div class="t m0 x6 h9 y58e ff6 fs3 fc0 sc0 ls0 ws0">przyjętego <span class="_ _1e"> </span>dokumentu <span class="_ _1e"> </span>Strategii  i <span class="_ _1e"> </span>ujawnienia <span class="_ _1e"> </span>go  zgodn<span class="_ _2"></span>ie  z  obowiąz<span class="_ _2"></span>ującymi  przepisami, <span class="_ _1e"> </span>zo<span class="_ _4"></span>stanie <span class="_ _1e"> </span>on  udostę<span class="_ _2"></span>pniony </div><div class="t m0 x6 h9 y58f ff6 fs3 fc0 sc0 ls0 ws0">interesariuszom na stronie interneto<span class="_ _2"></span>wej. Emitent ma świadomość wzrostu znaczenia raportowania niefina<span class="_ _2"></span>nsowego<span class="_ _4"></span><span class="ff5">, jak </span></div><div class="t m0 x6 h9 y590 ff6 fs3 fc0 sc0 ls0 ws0">również <span class="_ _10"> </span>tematyk<span class="_ _2"></span>i <span class="_ _10"> </span>ESG,  dlatego <span class="_ _10"> </span>wychodząc  naprzeciw <span class="_ _10"> </span>oczekiwaniom  różnyc<span class="_ _2"></span><span class="ff5">h  grup <span class="_ _10"> </span>interesariuszy,  </span>r<span class="_ _0"></span>ozważy  podjęcie </div><div class="t m0 x6 h9 y591 ff6 fs3 fc0 sc0 ls0 ws0">kroków mającyc<span class="_ _2"></span>h na celu uwzględnienia <span class="_ _2"></span>strategii ESG.<span class="_ _2"></span><span class="ff5"> </span></div><div class="t m0 x6 h9 y592 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">1.4.1. <span class="_ _4"></span>o<span class="_ _2"></span>bjaśniać, <span class="_ _16"></span>w <span class="_ _16"></span>jaki <span class="_ _16"></span>sp<span class="_ _2"></span>osób <span class="_ _16"></span>w <span class="_ _16"></span>procesach <span class="_ _16"></span>decyzy<span class="_ _2"></span>jnych <span class="_ _16"></span>w <span class="_ _16"></span>spó<span class="_ _2"></span>łce <span class="_ _4"></span>i <span class="_ _16"></span>pod<span class="_ _2"></span>miotach <span class="_ _16"></span>z <span class="_ _16"></span>jej <span class="_ _16"></span>grupy<span class="_ _2"></span> <span class="_ _4"></span>u<span class="_ _2"></span>względniane <span class="_ _4"></span>s<span class="_ _2"></span>ą <span class="_ _16"></span>kwestie </div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">związane ze zmianą kli<span class="_ _2"></span>matu, wskazują<span class="_ _2"></span>c na wynikające z t<span class="_ _2"></span>ego ryzyka; <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y595 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y596 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _4"></span>przyczyn <span class="_ _4"></span>odstępstwa <span class="_ _4"></span>Spółki <span class="_ _4"></span>od <span class="_ _4"></span>zasady: <span class="_ _16"></span><span class="ff6">Obecn<span class="_ _2"></span>a <span class="_ _2"></span>Strateg<span class="_ _2"></span>ia <span class="_ _2"></span>E<span class="_ _2"></span>mitenta <span class="_ _4"></span>nie <span class="_ _4"></span>uwzględnia <span class="_ _2"></span>te<span class="_ _2"></span>matyki <span class="_ _4"></span>ESG. <span class="_ _4"></span>Emitent </span></div><div class="t m0 x6 h9 y597 ff6 fs3 fc0 sc0 ls0 ws0">ma <span class="_ _1e"> </span>świadom<span class="_ _2"></span>ość <span class="_ _1e"> </span>wzrostu <span class="_ _19"> </span>znaczen<span class="_ _2"></span>ia <span class="_ _1e"> </span>raportowania <span class="_ _19"> </span>niefinansowego <span class="_ _19"> </span>jak <span class="_ _1e"> </span>również <span class="_ _19"> </span>tematyki <span class="_ _1e"> </span>ESG, <span class="_ _19"> </span>dlatego <span class="_ _1e"> </span>wychod<span class="_ _2"></span>ząc </div><div class="t m0 x6 h9 y598 ff6 fs3 fc0 sc0 ls0 ws0">naprzeciw <span class="_ _e"> </span>oczekiwan<span class="_ _2"></span>iom <span class="_ _e"> </span>różnych <span class="_ _e"> </span>grup <span class="_ _e"> </span>interesariuszy <span class="_ _e"> </span>roz<span class="_ _2"></span>waży <span class="_ _e"> </span>podjęcie <span class="_ _e"> </span>krok<span class="_ _2"></span>ów <span class="_ _e"></span>do <span class="_ _e"> </span>wdrożenia <span class="_ _e"> </span>i<span class="_ _4"></span><span class="ff5"> <span class="_ _e"> </span>stosowania <span class="_ _e"> </span>niniejsz<span class="_ _2"></span>ej </span></div><div class="t m0 x6 h9 y599 ff5 fs3 fc0 sc0 ls0 ws0">zasady.  </div><div class="t m0 x6 he y59a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59b ff3 fs3 fc0 sc0 ls0 ws0">1.4.2. <span class="_ _1a"> </span>przedsta<span class="_ _2"></span>wiać <span class="_ _1a"> </span>wartość <span class="_ _11"> </span>wskaźnika <span class="_ _11"> </span>równości <span class="_ _1a"> </span>wynagro<span class="_ _2"></span>dzeń <span class="_ _1a"> </span>wypłaca<span class="_ _2"></span>nych <span class="_ _1a"> </span>jej <span class="_ _1a"> </span>p<span class="_ _2"></span>racownikom, <span class="_ _1a"> </span>obliczanego <span class="_ _1a"> </span>ja<span class="_ _2"></span>ko<span class="_ _2"></span> </div><div class="t m0 x6 he y59c ff3 fs3 fc0 sc0 ls0 ws0">procentowa  różnica  pomiędzy  średn<span class="_ _2"></span>im  miesięcznym  w<span class="_ _0"></span>ynagro<span class="_ _2"></span>dzeniem  (z  uwzględnieniem  premii,  nagród  i  innych </div><div class="t m0 x6 he y59d ff3 fs3 fc0 sc0 ls0 ws0">dodatków) <span class="_ _e"></span>kobiet <span class="_ _e"></span>i <span class="_ _e"></span>mężczyzn <span class="_ _e"></span>za <span class="_ _e"></span>ostatni <span class="_ _e"></span>rok, <span class="_ _e"></span>or<span class="_ _2"></span>az <span class="_ _e"></span>przedstawiać <span class="_ _e"></span>informacje <span class="_ _e"></span>o <span class="_ _e"></span>działaniach <span class="_ _e"></span>podjętych <span class="_ _e"></span>w <span class="_ _e"></span>celu <span class="_ _e"></span>likwidacji </div><div class="t m0 x6 he y59e ff3 fs3 fc0 sc0 ls0 ws0">ewentualnych <span class="_ _4"></span>nierówności <span class="_ _4"></span>w <span class="_ _2"></span>ty<span class="_ _2"></span>m <span class="_ _2"></span>za<span class="_ _2"></span>kresie, <span class="_ _2"></span>wraz <span class="_ _4"></span>z <span class="_ _4"></span>prezentacją <span class="_ _4"></span>ryzyk <span class="_ _4"></span>z <span class="_ _2"></span>tym <span class="_ _4"></span>związanych <span class="_ _4"></span>oraz <span class="_ _2"></span>horyzo<span class="_ _2"></span>ntem <span class="_ _2"></span>cza<span class="_ _2"></span>sowym, <span class="_ _4"></span>w </div><div class="t m0 x6 he y59f ff3 fs3 fc0 sc0 ls0 ws0">którym planowane jes<span class="_ _2"></span>t doprowadzenie do równości. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y114 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a0 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _16"></span>przyczy<span class="_ _2"></span>n <span class="_ _4"></span>odstępstwa <span class="_ _16"></span>Spółki <span class="_ _16"></span>od <span class="_ _16"></span>zasady<span class="_ _2"></span>: <span class="_ _16"></span><span class="ff5">Prezentowana <span class="_ _16"></span>przez <span class="_ _16"></span>Emitenta <span class="_ _16"></span>w <span class="_ _16"></span>raportach <span class="_ _16"></span>okresowych <span class="_ _16"></span>Strate<span class="_ _2"></span>gia </span></div><div class="t m0 x6 h9 y3a8 ff6 fs3 fc0 sc0 ls0 ws0">nie  odnosi  się  do  kwestii  poruszonych  w  przedmiotowej  zasadzie.  Emite<span class="_ _2"></span>nt  prowadzi  aktywną  politykę  w  zakresie </div><div class="t m0 x6 he y5a1 ff6 fs3 fc0 sc0 ls0 ws0">warunków pracy i płac<span class="_ _2"></span>y pracowników<span class="_ _2"></span><span class="ff5">, </span>zapewniaj<span class="_ _2"></span>ąc Spółce kadrę, k<span class="_ _2"></span>tóra przyczynia wzrostu<span class="_ _2"></span> organiczneg<span class="_ _2"></span>o organizacji.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a3 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">1.5. <span class="_ _e"></span>Co <span class="_ _e"></span>najmniej <span class="_ _e"></span>raz <span class="_ _e"></span>w <span class="_ _e"></span>roku <span class="_ _e"></span>spółka <span class="_ _e"></span>ujawnia <span class="_ _e"></span>wydatki <span class="_ _e"></span>ponoszone <span class="_ _e"></span>przez <span class="_ _e"></span>n<span class="_ _2"></span>ią <span class="_ _16"></span>i <span class="_ _e"></span>jej <span class="_ _e"></span>grupę <span class="_ _e"></span>na <span class="_ _e"></span>wspieranie <span class="_ _e"></span>kultury<span class="_ _2"></span>, <span class="_ _16"></span>s<span class="_ _2"></span>portu, </span></div><div class="t m0 x6 he y45e ff3 fs3 fc0 sc0 ls0 ws0">instytucji <span class="_ _11"> </span>charytatywnych, <span class="_ _1a"> </span>mediów, <span class="_ _1a"> </span>organ<span class="_ _2"></span>izacji <span class="_ _1a"> </span>społ<span class="_ _2"></span>ecznych, <span class="_ _11"> </span>związków <span class="_ _1a"> </span>zawodowyc<span class="_ _2"></span>h <span class="_ _1a"> </span>itp. <span class="_ _11"> </span>Jeżeli <span class="_ _1a"> </span>w <span class="_ _1a"> </span>roku <span class="_ _11"> </span>objętym </div><div class="t m0 x6 he y5a4 ff3 fs3 fc0 sc0 ls0 ws0">sprawozdaniem  spółka  lub  jej  grupa<span class="ff1">  </span>ponosiły  wydatki  na  tego <span class="_ _10"> </span>rodza<span class="_ _2"></span>ju  cele, <span class="_ _10"> </span>informacja  zawiera  zestawienie  tych </div><div class="t m0 x6 he y5a5 ff3 fs3 fc0 sc0 ls0 ws0">wydatków. <span class="ff1"> </span></div><div class="t m0 x6 he y5a6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a7 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _2"></span>przyczyn odstępstwa <span class="_ _2"></span>Spółki <span class="_ _2"></span>od zasady: <span class="_ _4"></span><span class="ff6">Emitent nie <span class="_ _2"></span>ujawnia wydatków <span class="_ _2"></span>ponoszonych <span class="_ _2"></span>przez niego <span class="_ _2"></span>i jej g<span class="_ _2"></span>rupę </span></div><div class="t m0 x6 h9 y5a8 ff6 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>wspieranie <span class="_ _4"></span>kultury, <span class="_ _2"></span>spo<span class="_ _2"></span>rtu, <span class="_ _2"></span>instytucji <span class="_ _4"></span>charytatywnych, <span class="_ _2"></span>m<span class="_ _2"></span>ediów, <span class="_ _4"></span>organizacji <span class="_ _2"></span>spo<span class="_ _2"></span>łecznych, <span class="_ _2"></span>związ<span class="_ _2"></span>ków <span class="_ _2"></span>zawodowych<span class="_ _2"></span> <span class="_ _2"></span>itp. </div><div class="t m0 x6 h9 y5a9 ff5 fs3 fc0 sc0 ls0 ws0">Powodem takiego <span class="_ _0"></span>stanu <span class="_ _0"></span>rzeczy <span class="_ _3"></span>jest marginalna<span class="_ _2"></span>, <span class="_ _0"></span><span class="ff6">z <span class="_ _0"></span>punktu <span class="_ _0"></span>widzenia <span class="_ _0"></span>sytuacji f<span class="_ _0"></span>inansowej Spó<span class="_ _0"></span>łki, skala <span class="_ _0"></span>t<span class="_ _0"></span>ego typu <span class="_ _3"></span>wydatk<span class="_ _2"></span>ów. <span class="_ _2"></span><span class="ff5"> </span></span></div><div class="t m0 x6 he y5aa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">1.6. <span class="_ _2"></span>W <span class="_ _2"></span>przypadku<span class="_ _2"></span> s<span class="_ _2"></span>półki <span class="_ _2"></span>należącej <span class="_ _2"></span>do <span class="_ _2"></span>indeks<span class="_ _2"></span>u <span class="_ _2"></span>WIG20, <span class="_ _2"></span>mWI<span class="_ _2"></span>G40 lu<span class="_ _2"></span>b <span class="_ _2"></span>sWIG80 <span class="_ _2"></span>raz<span class="_ _2"></span> <span class="_ _2"></span>na <span class="_ _2"></span>kwartał<span class="_ _2"></span>, <span class="_ _2"></span>a <span class="_ _2"></span>w przy<span class="_ _2"></span>padku <span class="_ _2"></span>po<span class="_ _2"></span>zostałych </div><div class="t m0 x6 he y5ac ff3 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _0"></span>rzadziej <span class="_ _0"></span>niż <span class="_ _3"></span>raz <span class="_ _0"></span>w <span class="_ _3"></span>ro<span class="_ _2"></span>ku, <span class="_ _3"></span>sp<span class="_ _2"></span>ółka <span class="_ _0"></span>organizuje <span class="_ _3"></span>sp<span class="_ _2"></span>otkanie <span class="_ _0"></span>dla <span class="_ _3"></span>inwestorów, <span class="_ _0"></span>zapraszając <span class="_ _0"></span>na <span class="_ _0"></span>nie <span class="_ _3"></span>w <span class="_ _0"></span>szczególności <span class="_ _0"></span>akcjonariuszy, </div><div class="t m0 x6 he y5ad ff3 fs3 fc0 sc0 ls0 ws0">analityków, <span class="_ _4"></span>ekspertów<span class="ff1"> <span class="_ _4"></span></span>branżowych <span class="_ _4"></span>i <span class="_ _4"></span>przedstawicieli <span class="_ _2"></span>medi<span class="_ _2"></span>ów. <span class="_ _4"></span>Podczas <span class="_ _4"></span>spotkania <span class="_ _4"></span>zarząd <span class="_ _2"></span>spó<span class="_ _2"></span>łki <span class="_ _2"></span>prezentuje <span class="_ _4"></span>i <span class="_ _4"></span>komentuje </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">39<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">przyjętą strategię i jej realizację, wyniki f<span class="_ _0"></span>inansowe spółki i jej grupy, a także najważniejsze wydarzenia mające wpływ na<span class="_ _0"></span> </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">działalność <span class="_ _e"></span>spół<span class="_ _2"></span>ki <span class="_ _e"></span>i <span class="_ _e"></span>jej <span class="_ _e"></span>grupy, <span class="_ _e"></span>osiągane <span class="_ _e"></span>wyniki <span class="_ _e"></span>i <span class="_ _e"></span>perspektywy <span class="_ _e"></span>na <span class="_ _e"></span>przy<span class="_ _2"></span>szłość. <span class="_ _e"></span>Podczas<span class="_ _2"></span> <span class="_ _e"></span>organizowanych <span class="_ _e"></span>spotkań<span class="_ _2"></span> <span class="_ _e"></span>zarząd </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">spółki publicznie <span class="_ _2"></span>udziela odpowiedzi i wyjaśn<span class="_ _2"></span>ień na zadawan<span class="_ _2"></span>e pytania. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _1e"> </span>przy<span class="_ _2"></span>czyn  o<span class="_ _2"></span>dstępstwa <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>od <span class="_ _1e"> </span>zas<span class="_ _2"></span>ady: <span class="_ _19"> </span><span class="ff6">Emitent  u<span class="_ _2"></span>możliwia <span class="_ _1e"> </span>inwestorom, <span class="_ _1e"> </span>analitykom,<span class="_ _2"></span> <span class="_ _1e"> </span>akcjonariuszom, </span></div><div class="t m0 x6 h9 y30c ff6 fs3 fc0 sc0 ls0 ws0">przedstawicielom <span class="_ _4"></span>med<span class="_ _2"></span>iów <span class="_ _4"></span>zadawanie <span class="_ _4"></span>pytań <span class="_ _4"></span>i <span class="_ _4"></span>uzyskiwanie <span class="_ _4"></span>wyjaśnień <span class="_ _4"></span>na <span class="_ _4"></span>te<span class="_ _2"></span>maty <span class="_ _4"></span>będące <span class="_ _4"></span>przedmiotem <span class="_ _4"></span>zainteresowania </div><div class="t m0 x6 h9 y30d ff6 fs3 fc0 sc0 ls0 ws0">tych <span class="_ _2"></span>osób<span class="_ _2"></span> <span class="_ _2"></span>o <span class="_ _2"></span>ile <span class="_ _4"></span>obowiązujące <span class="_ _2"></span>przepisy <span class="_ _4"></span>prawa <span class="_ _2"></span>taką <span class="_ _4"></span>możliwość <span class="_ _2"></span>przewidują<span class="_ _2"></span>. <span class="_ _2"></span>Realizac<span class="_ _2"></span>ja <span class="_ _2"></span>przedmi<span class="_ _4"></span>oto<span class="_ _2"></span>wej <span class="_ _2"></span>zasady <span class="_ _4"></span>odbywa <span class="_ _2"></span>się </div><div class="t m0 x6 h9 y143 ff6 fs3 fc0 sc0 ls0 ws0">w formule bezpośrednich<span class="_ _2"></span> spotkań z ww. inte<span class="_ _2"></span>resariuszami<span class="_ _2"></span><span class="ff5">, </span>czy te<span class="_ _2"></span>ż odpowiedzi <span class="_ _2"></span>na pytania w formie elektronic<span class="_ _2"></span>znej.<span class="_ _2"></span><span class="ff5"> </span></div><div class="t m0 x6 he y30e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">2.1. Spółka po<span class="_ _2"></span>winna posiadać <span class="_ _2"></span>politykę ró<span class="_ _2"></span>żnorodnoś<span class="_ _2"></span>ci wobec zarządu<span class="_ _2"></span> oraz rady n<span class="_ _2"></span>adzorczej, przy<span class="_ _2"></span>jętą odpowiednio przez </div><div class="t m0 x6 he y184 ff3 fs3 fc0 sc0 ls0 ws0">radę <span class="_ _16"></span>nadzo<span class="_ _2"></span>rczą <span class="_ _16"></span>lub <span class="_ _e"></span>walne <span class="_ _16"></span>zgromadzenie. <span class="_ _e"></span>Polityka <span class="_ _16"></span>różn<span class="_ _2"></span>orodności <span class="_ _e"></span>określa <span class="_ _16"></span>cele <span class="_ _16"></span>i <span class="_ _16"></span>kry<span class="_ _2"></span>teria <span class="_ _16"></span>różn<span class="_ _2"></span>orodności <span class="_ _e"></span>m.in. <span class="_ _16"></span>w <span class="_ _16"></span>takich </div><div class="t m0 x6 he y185 ff3 fs3 fc0 sc0 ls0 ws0">obszarach <span class="_ _1e"> </span>jak  p<span class="_ _2"></span>łeć,  kierun<span class="_ _2"></span>ek <span class="_ _1e"> </span>wykształcenia, <span class="_ _1e"> </span>specjalisty<span class="_ _2"></span>czna  wiedza, <span class="_ _1e"> </span>wiek  oraz <span class="_ _1e"> </span>doś<span class="_ _2"></span>wiadczenie <span class="_ _1e"> </span>zawodowe, <span class="_ _1e"> </span>a  ta<span class="_ _2"></span>kże </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">wskazuje termin <span class="_ _0"></span>i sposób <span class="_ _0"></span>monitorowania realizacji <span class="_ _0"></span>tych ce<span class="_ _0"></span>lów. W <span class="_ _0"></span>zakresie zróżnicowania <span class="_ _0"></span>pod względem<span class="_ _0"></span> płci <span class="_ _0"></span>warunkiem </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">zapewnienia różnorod<span class="_ _2"></span>ności organów s<span class="_ _2"></span>półki<span class="_ _2"></span><span class="ff1">, </span>jest udział mn<span class="_ _2"></span>iejszości w dan<span class="_ _2"></span>ym organie na poziomie nie niżs<span class="_ _2"></span>zym niż 30%. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y296 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przyczyn <span class="_ _0"></span>odstępstwa <span class="_ _0"></span>Spółki <span class="_ _0"></span>od <span class="_ _0"></span>zasady: <span class="_ _0"></span><span class="ff6">Emitent <span class="_ _0"></span>nie <span class="_ _0"></span>posiada <span class="_ _0"></span>polityki <span class="_ _0"></span>różnorodności <span class="_ _0"></span>wobec <span class="_ _0"></span>Zarządu <span class="_ _0"></span>oraz <span class="_ _0"></span>Rady </span></div><div class="t m0 x6 h9 y298 ff6 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _10"> </span>przyjętej <span class="_ _10"> </span>odpowiednio <span class="_ _10"> </span>przez <span class="_ _f"> </span>Radę <span class="_ _10"> </span>Nadzorczą <span class="_ _10"> </span>lub <span class="_ _f"> </span>Walne <span class="_ _10"> </span>Zgromadzenie. <span class="_ _10"> </span>Niemniej<span class="_ _4"></span><span class="ff5">, <span class="_ _f"> </span></span>za<span class="_ _2"></span>sada <span class="_ _f"> </span>różnorodno<span class="_ _2"></span>ści </div><div class="t m0 x6 h9 y299 ff6 fs3 fc0 sc0 ls0 ws0">wśród <span class="_ _e"> </span>swoich <span class="_ _e"> </span>organów <span class="_ _e"> </span>jest <span class="_ _e"> </span>bliska <span class="_ _e"> </span>Emitentowi <span class="_ _e"> </span>i <span class="_ _e"> </span>stanowi <span class="_ _e"> </span>wartość <span class="_ _e"> </span>dodaną <span class="_ _e"> </span>organizac<span class="_ _2"></span>ji. <span class="_ _16"></span>Emiten<span class="_ _2"></span>t <span class="_ _e"></span>zapewnia <span class="_ _e"></span>aby <span class="_ _e"> </span>w <span class="_ _e"></span>skład </div><div class="t m0 x6 h9 y29a ff6 fs3 fc0 sc0 ls0 ws0">organów  wchodził<span class="_ _2"></span>y  osoby  o  możliwie  najszerszym  za<span class="_ _2"></span>kresie  kompete<span class="_ _2"></span>ncji  oraz  kwalifikacji. <span class="_ _1e"> </span>Wyboru  członków  Rady </div><div class="t m0 x6 h9 y29b ff5 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _16"></span>doko<span class="ff6">n<span class="_ _2"></span>uje <span class="_ _4"></span>Walne <span class="_ _4"></span>Zgromadze<span class="_ _2"></span>nie, <span class="_ _4"></span>natomiast <span class="_ _16"></span>Zarząd <span class="_ _4"></span>po<span class="_ _2"></span>woływany<span class="_ _2"></span></span> <span class="_ _4"></span><span class="ff6">je<span class="_ _2"></span>st <span class="_ _4"></span>przez <span class="_ _16"></span>Radę <span class="_ _4"></span>Nadzorczą. <span class="_ _16"></span>Pomimo <span class="_ _16"></span>braku </span></div><div class="t m0 x6 h9 y58d ff6 fs3 fc0 sc0 ls0 ws0">polityki  różnorodno<span class="_ _2"></span>ści  Emitent  jest  głęboko  przekona<span class="_ _2"></span>ny,  że  Walne  Zgromadzenie  i  Rada  Nadzo<span class="_ _2"></span>rcza  przy  wyborze </div><div class="t m0 x6 h9 y58e ff6 fs3 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _10"> </span>Rady <span class="_ _f"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _f"> </span>i <span class="_ _f"> </span>Zarządu<span class="_ _2"></span><span class="ff5">, <span class="_ _10"> </span></span>kierują <span class="_ _f"> </span>się <span class="_ _10"> </span>przede <span class="_ _f"> </span>wszy<span class="_ _2"></span>stkim <span class="_ _f"> </span>interesem <span class="_ _10"> </span>i <span class="_ _f"> </span>potr<span class="_ _2"></span>zebami <span class="_ _f"> </span>E<span class="_ _2"></span>mitenta <span class="_ _f"> </span>w <span class="_ _f"> </span>za<span class="_ _2"></span>kresie </div><div class="t m0 x6 h9 y58f ff6 fs3 fc0 sc0 ls0 ws0">zapewnienia <span class="_ _e"> </span>zróżnic<span class="_ _2"></span>owanej <span class="_ _e"></span>puli <span class="_ _e"></span>talentów <span class="_ _e"></span>niezbędnych <span class="_ _e"></span>do <span class="_ _e"></span>realizacji <span class="_ _e"></span>wyzwań, <span class="_ _e"></span>które <span class="_ _e"> </span>stoją <span class="_ _e"></span>przed <span class="_ _e"> </span>Emitentem. <span class="_ _e"> </span>Powyższe </div><div class="t m0 x6 h9 y590 ff6 fs3 fc0 sc0 ls0 ws0">potwierdzać <span class="_ _1e"> </span>może<span class="_ _2"></span> <span class="_ _1e"> </span>aktualny <span class="_ _1e"> </span>skład <span class="_ _1e"> </span>Rad<span class="_ _2"></span>y <span class="_ _1e"> </span>Nadzorczej <span class="_ _19"> </span>i  Zarządu<span class="_ _2"></span>, <span class="_ _1e"> </span>który <span class="_ _1e"> </span>zapewn<span class="_ _4"></span>ia <span class="_ _1e"> </span>różnorodność<span class="_ _2"></span> <span class="_ _1e"> </span>zarówno <span class="_ _1e"> </span>w <span class="_ _1e"> </span>zakresie </div><div class="t m0 x6 h9 y591 ff6 fs3 fc0 sc0 ls0 ws0">wykształcenia, spe<span class="_ _2"></span>cjalistycznej wi<span class="ff5">ed<span class="_ _2"></span>zy, wieku.  </span></div><div class="t m0 x6 he y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">2.2. <span class="_ _16"></span>Os<span class="_ _2"></span>oby <span class="_ _e"></span>podejmujące <span class="_ _e"></span>decyzje <span class="_ _e"></span>w <span class="_ _16"></span>s<span class="_ _2"></span>prawie <span class="_ _e"></span>wyboru <span class="_ _e"></span>członków <span class="_ _e"></span>zarządu <span class="_ _e"></span>lub <span class="_ _e"></span>rady <span class="_ _e"></span>nadzorczej <span class="_ _e"></span>spółki <span class="_ _e"></span>powinny <span class="_ _e"></span>zapewnić </div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">wszechstronnoś<span class="_ _2"></span>ć <span class="_ _16"></span>tych <span class="_ _16"></span>organów <span class="_ _16"></span>poprzez <span class="_ _16"></span>wybór <span class="_ _16"></span>do <span class="_ _16"></span>ich <span class="_ _16"></span>s<span class="_ _2"></span>kładu <span class="_ _16"></span>osó<span class="_ _2"></span>b <span class="_ _16"></span>zapewniających <span class="_ _16"></span>różnorodn<span class="_ _2"></span>ość, <span class="_ _16"></span>umożliwiając <span class="_ _16"></span>m.in. </div><div class="t m0 x6 he y595 ff3 fs3 fc0 sc0 ls0 ws0">osiągnięcie <span class="_ _e"></span>docelowego <span class="_ _f"> </span>wskaźnika <span class="_ _e"></span>mini<span class="_ _2"></span>malnego <span class="_ _e"></span>udzia<span class="_ _2"></span>łu <span class="_ _e"></span>mniejszości<span class="_ _2"></span><span class="ff1">, <span class="_ _e"></span></span>określonego <span class="_ _e"></span>na <span class="_ _e"></span>po<span class="_ _2"></span>ziomie <span class="_ _e"></span>nie <span class="_ _e"></span>niższym <span class="_ _e"></span>niż <span class="_ _e"></span>30%, </div><div class="t m0 x6 he y596 ff3 fs3 fc0 sc0 ls0 ws0">zgodnie z celami okreś<span class="_ _2"></span>lonymi w przyjętej polity<span class="_ _2"></span>ce różnorodnoś<span class="_ _2"></span>ci, o której mowa w zasad<span class="_ _2"></span>zie 2.1. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y597 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y598 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przy<span class="_ _2"></span>czyn odstępstwa Spółki o<span class="_ _2"></span>d zasady: <span class="_ _2"></span><span class="ff6">Wyboru członków Ra<span class="_ _2"></span>dy Nadzorczej dokonuje Wa<span class="_ _2"></span>lne Zgromadzenie, </span></div><div class="t m0 x6 h9 y599 ff6 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _16"></span>Zarząd <span class="_ _4"></span>p<span class="_ _2"></span>owoływany <span class="_ _4"></span>jest <span class="_ _16"></span>przez <span class="_ _4"></span>Radę<span class="_ _2"></span> <span class="_ _4"></span>Nadzorczą. <span class="_ _4"></span>Po<span class="_ _2"></span>mimo <span class="_ _4"></span>braku<span class="_ _2"></span> <span class="_ _4"></span>polityki <span class="_ _16"></span>różnorodności <span class="_ _4"></span>E<span class="_ _2"></span>mitent <span class="_ _4"></span>jest <span class="_ _16"></span>głęboko </div><div class="t m0 x6 h9 y59a ff6 fs3 fc0 sc0 ls0 ws0">przekonany, że Walne Zgromadzenie i Rada Nadzorcza<span class="_ _2"></span> przy <span class="_ _0"></span>wyborze odpowiednio Rady Na<span class="_ _2"></span>d<span class="_ _2"></span>zorczej i Zarządu kierują się </div><div class="t m0 x6 h9 y59b ff6 fs3 fc0 sc0 ls0 ws0">przede wszystkim interesem i <span class="_ _0"></span>potrzebami Emitenta w zakresie zapewnienia zr<span class="_ _0"></span>óżnicowane<span class="_ _2"></span>j <span class="_ _0"></span>puli talentów niezbędnych do </div><div class="t m0 x6 h9 y59c ff6 fs3 fc0 sc0 ls0 ws0">realizacji wyzwań, które sto<span class="_ _2"></span>ją przed Emite<span class="_ _2"></span>ntem. Powyższe pot<span class="_ _2"></span>wierdza<span class="_ _2"></span>ć może akt<span class="_ _2"></span>ualny skład Rady Nadzo<span class="_ _2"></span>rczej i Zarządu, </div><div class="t m0 x6 h9 y59d ff6 fs3 fc0 sc0 ls0 ws0">który zapewnia różno<span class="_ _2"></span>rodność zarówno w zakresie w<span class="_ _2"></span>ykształcenia,<span class="_ _2"></span> specjalistyczne<span class="_ _2"></span>j wiedzy, wieku.<span class="_ _4"></span><span class="ff5"> </span></div><div class="t m0 x6 he y59e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59f ff3 fs3 fc0 sc0 ls0 ws0">2.7. <span class="_ _16"></span>Pełnieni<span class="_ _2"></span>e <span class="_ _16"></span>przez <span class="_ _e"></span>członków <span class="_ _16"></span>zarzą<span class="_ _2"></span>du <span class="_ _16"></span>sp<span class="_ _2"></span>ółki <span class="_ _16"></span>funkcji <span class="_ _e"></span>w <span class="_ _16"></span>organach<span class="_ _2"></span> <span class="_ _16"></span>podmiotów <span class="_ _e"></span>spoza <span class="_ _16"></span>grup<span class="_ _2"></span>y <span class="_ _16"></span>spół<span class="_ _2"></span>ki <span class="_ _16"></span>wymaga <span class="_ _16"></span>zgo<span class="_ _2"></span>dy <span class="_ _16"></span>rady<span class="_ _2"></span> </div><div class="t m0 x6 he y114 ff1 fs3 fc0 sc0 ls0 ws0">nadzorczej. </div><div class="t m0 x6 he y5a0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3a8 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie  przyczyn <span class="_ _10"> </span>odstępstwa  Spółki <span class="_ _10"> </span>od  zasady:  <span class="ff6">Członek  Zarządu <span class="_ _10"> </span>nie  może <span class="_ _10"> </span>bez  zgody <span class="_ _10"> </span>Walneg<span class="_ _2"></span>o <span class="_ _10"> </span>Zgromad<span class="_ _2"></span>zenia </span></div><div class="t m0 x6 h9 y5a1 ff6 fs3 fc0 sc0 ls0 ws0">zajmować <span class="_ _4"></span>się <span class="_ _4"></span>interesami <span class="_ _2"></span>ko<span class="_ _2"></span>nkurencyjnymi<span class="_ _2"></span><span class="ff5">, <span class="_ _4"></span></span>ani <span class="_ _4"></span>też <span class="_ _4"></span>uczestniczyć <span class="_ _4"></span>w <span class="_ _2"></span>spó<span class="_ _2"></span>łce <span class="_ _4"></span>konkurencyjne<span class="_ _2"></span>j <span class="_ _2"></span>ja<span class="_ _2"></span>ko <span class="_ _4"></span>wspólnik <span class="_ _2"></span>spół<span class="_ _2"></span>ki <span class="_ _2"></span>c<span class="_ _2"></span>ywilnej, </div><div class="t m0 x6 h9 y5a2 ff6 fs3 fc0 sc0 ls0 ws0">spółki <span class="_ _4"></span>osobowej <span class="_ _4"></span>lub<span class="_ _2"></span> <span class="_ _4"></span>jako <span class="_ _4"></span>czł<span class="_ _2"></span>onek <span class="_ _4"></span>organu <span class="_ _4"></span>spółki <span class="_ _4"></span>ka<span class="_ _2"></span>pitałowej<span class="_ _2"></span><span class="ff5">, <span class="_ _4"></span></span>bą<span class="_ _2"></span>dź <span class="_ _4"></span>uczestniczyć<span class="_ _2"></span> <span class="_ _4"></span>w <span class="_ _4"></span>innej <span class="_ _4"></span>konkurencyjne<span class="_ _2"></span>j <span class="_ _4"></span>osobie <span class="_ _4"></span>prawnej </div><div class="t m0 x6 h9 y5a3 ff6 fs3 fc0 sc0 ls0 ws0">jako <span class="_ _2"></span>członek <span class="_ _2"></span>o<span class="_ _2"></span>rganu. <span class="_ _2"></span>Zakaz <span class="_ _2"></span>ten <span class="_ _2"></span>obejmuje <span class="_ _2"></span>także <span class="_ _2"></span>udział <span class="_ _2"></span>w <span class="_ _2"></span>konkurencyjn<span class="_ _2"></span>ej <span class="_ _2"></span>spółce <span class="_ _2"></span>kapitałowej, <span class="_ _2"></span>w <span class="_ _2"></span>przypadku <span class="_ _2"></span>po<span class="_ _2"></span>siadania <span class="_ _2"></span>w </div><div class="t m0 x6 h9 y45e ff6 fs3 fc0 sc0 ls0 ws0">niej przez <span class="_ _2"></span>Członka<span class="_ _2"></span> Zarządu <span class="_ _2"></span>co najmn<span class="_ _2"></span>iej 10% u<span class="_ _2"></span>działów a<span class="_ _2"></span>lbo akcji <span class="_ _2"></span>bądź <span class="_ _2"></span>prawa do<span class="_ _2"></span> powołan<span class="_ _4"></span>ia co<span class="_ _2"></span> najmniej <span class="_ _2"></span>jednego <span class="_ _2"></span>Członka </div><div class="t m0 x6 he y5a4 ff6 fs3 fc0 sc0 ls0 ws0">Zarządu. Zakaz <span class="_ _2"></span>nie obejmuje pełnienia <span class="_ _2"></span>funkcji w podmiotach wchodząc<span class="_ _2"></span>ych w skład grupy kapita<span class="_ _2"></span>łowej Spółki.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a6 ff3 fs3 fc0 sc0 ls0 ws0">2.11.5.  Poza <span class="_ _1e"> </span>czynn<span class="_ _2"></span>ościami <span class="_ _1e"> </span>wyn<span class="_ _2"></span>ikającymi <span class="_ _1e"> </span>z  przep<span class="_ _2"></span>isów  pra<span class="_ _2"></span>wa  raz <span class="_ _1e"> </span>w  roku<span class="_ _2"></span>  rad<span class="_ _2"></span>a  nad<span class="_ _2"></span>zorcza <span class="_ _1e"> </span>sporządza<span class="_ _2"></span>  i <span class="_ _1e"> </span>przedstawia </div><div class="t m0 x6 he y5a7 ff3 fs3 fc0 sc0 ls0 ws0">zwyczajnemu walnemu zgrom<span class="_ _2"></span>adzeniu d<span class="_ _2"></span>o zatwierdzenia roczne sprawozdan<span class="_ _2"></span>ie. Sprawozdanie, o którym mowa powyżej, </div><div class="t m0 x6 he y5a8 ff1 fs3 fc0 sc0 ls0 ws0">zawiera co najmniej:<span class="_ _2"></span> </div><div class="t m0 x6 he y5a9 ff3 fs3 fc0 sc0 ls0 ws0">ocenę zasadnoś<span class="_ _2"></span>ci wydatków, o których mowa w z<span class="_ _2"></span>asadzie 1.5; <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5aa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _2"></span>przyczyn odstępstwa <span class="_ _2"></span>Spółki <span class="_ _2"></span>od zasady: <span class="_ _4"></span><span class="ff6">Emitent nie <span class="_ _2"></span>ujawnia wydatków <span class="_ _2"></span>ponoszonych <span class="_ _2"></span>przez niego <span class="_ _2"></span>i jej g<span class="_ _2"></span>rupę </span></div><div class="t m0 x6 h9 y5ac ff6 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>wspieranie <span class="_ _4"></span>kultury, <span class="_ _2"></span>spo<span class="_ _2"></span>rtu, <span class="_ _2"></span>instytucji <span class="_ _4"></span>charytatywnych, <span class="_ _2"></span>m<span class="_ _2"></span>ediów, <span class="_ _4"></span>organizacji <span class="_ _2"></span>spo<span class="_ _2"></span>łecznych, <span class="_ _2"></span>związ<span class="_ _2"></span>ków <span class="_ _2"></span>zawodowych<span class="_ _2"></span> <span class="_ _2"></span>itp. </div><div class="t m0 x6 h9 y5ad ff5 fs3 fc0 sc0 ls0 ws0">Powodem takiego stanu r<span class="_ _0"></span>zeczy jest <span class="_ _0"></span>marginalna z <span class="_ _0"></span>punktu widzenia sytuacji <span class="_ _0"></span>fin<span class="_ _2"></span><span class="ff6">ansowej Spółki, skala <span class="_ _0"></span>tego typu wydatków.<span class="ff5"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">40<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1af ff1 fs3 fc0 sc0 ls0 ws0">2.11.6.  <span class="ff3">Poza<span class="_ _2"></span>  czyn<span class="_ _2"></span>nościami <span class="_ _1e"> </span>wynika<span class="_ _2"></span>jącymi  z <span class="_ _1e"> </span>przepisów <span class="_ _1e"> </span>prawa <span class="_ _1e"> </span>raz <span class="_ _1e"> </span>w  roku <span class="_ _1e"> </span>rada <span class="_ _1e"> </span>nadzo<span class="_ _2"></span>rcza  s<span class="_ _2"></span>porządza <span class="_ _1e"> </span>i  p<span class="_ _2"></span>rzedstawia </span></div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">zwyczajnemu walnemu zgrom<span class="_ _2"></span>adzeniu d<span class="_ _2"></span>o zatwierdzenia roczne sprawozdan<span class="_ _2"></span>ie. Sprawozdanie, o którym mowa powyżej, </div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0">zawiera co najmniej:<span class="_ _2"></span> </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">informację <span class="_ _0"></span>na <span class="_ _0"></span>temat <span class="_ _3"></span>sto<span class="_ _2"></span>pnia <span class="_ _0"></span>realizacji <span class="_ _0"></span>polityki <span class="_ _0"></span>różnorodności <span class="_ _0"></span>w <span class="_ _3"></span>od<span class="_ _2"></span>niesieniu <span class="_ _0"></span>do <span class="_ _0"></span>zarządu <span class="_ _0"></span>i <span class="_ _3"></span>rad<span class="_ _2"></span>y <span class="_ _0"></span>nadzorczej, <span class="_ _0"></span>w <span class="_ _3"></span>ty<span class="_ _2"></span>m <span class="_ _0"></span>realizacji </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">celów, o których mowa <span class="_ _2"></span>w zasadzie 2.1. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _0"></span>przyczyn <span class="_ _0"></span>odstępstwa <span class="_ _0"></span>Spółki <span class="_ _0"></span>od <span class="_ _0"></span>zasady:<span class="_ _2"></span><span class="ff5"> <span class="_ _0"></span><span class="ff6">Z <span class="_ _0"></span>uwagi <span class="_ _3"></span>na f<span class="_ _0"></span>akt, <span class="_ _0"></span>że <span class="_ _0"></span>Emitent <span class="_ _0"></span>nie <span class="_ _0"></span>posiada <span class="_ _3"></span>po<span class="_ _2"></span>lityki <span class="_ _0"></span>różnorodności <span class="_ _0"></span>wobec </span></span></div><div class="t m0 x6 h9 y30e ff6 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _25"> </span>oraz <span class="_ _25"> </span>Rady <span class="_ _25"> </span>Nadzorczej <span class="_ _25"> </span>przyjętej <span class="_ _25"> </span>odpowiedn<span class="_ _2"></span>io <span class="_ _11"> </span>przez <span class="_ _25"> </span>Radę <span class="_ _25"> </span>Nadzo<span class="_ _2"></span>rczą <span class="_ _11"> </span>lub<span class="_ _2"></span> <span class="_ _11"> </span>Walne<span class="_ _2"></span> <span class="_ _25"> </span>Zgromadzenie <span class="_ _25"> </span>(całość </div><div class="t m0 x6 h9 y30f ff6 fs3 fc0 sc0 ls0 ws0">uzasadnienia <span class="_ _e"> </span>vide<span class="_ _2"></span> <span class="_ _e"></span>zasada <span class="_ _e"> </span>2.1.), <span class="_ _e"> </span>roczne <span class="_ _e"> </span>spra<span class="_ _2"></span>wozdanie <span class="_ _e"> </span>Rady <span class="_ _e"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _e"> </span>o <span class="_ _e"> </span>którym <span class="_ _e"> </span>mowa <span class="_ _f"> </span>w<span class="_ _4"></span><span class="ff5"> <span class="_ _e"></span>zasadzie <span class="_ _e"> </span>2.11 <span class="_ _e"> </span>nie <span class="_ _e"> </span>zaw<span class="_ _2"></span>iera </span></div><div class="t m0 x6 he y184 ff6 fs3 fc0 sc0 ls0 ws0">informacji, o któ<span class="_ _2"></span>rych mowa w zasadzie 2.11.6.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y185 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y186 ff1 fs3 fc0 sc0 ls0 ws0">3.3. <span class="_ _16"></span><span class="ff3">Spółka <span class="_ _16"></span>należąca <span class="_ _16"></span>do<span class="_ _2"></span> <span class="_ _4"></span>in<span class="_ _2"></span>deksu <span class="_ _4"></span>WIG20, <span class="_ _16"></span>mWIG40 <span class="_ _16"></span>lub<span class="_ _2"></span> <span class="_ _4"></span>s<span class="_ _2"></span>WIG80 <span class="_ _4"></span>p<span class="_ _2"></span>owołuje <span class="_ _16"></span>audytora <span class="_ _16"></span>wewnętrznego <span class="_ _16"></span>kierujące<span class="_ _2"></span>go <span class="_ _4"></span>fun<span class="_ _2"></span>kcją </span></div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">audytu <span class="_ _1a"> </span>wewnętrznego, <span class="_ _1a"> </span>dział<span class="_ _2"></span>ającego <span class="_ _1a"> </span>zgodnie <span class="_ _1a"> </span>z <span class="_ _1a"> </span>powszec<span class="_ _2"></span>hnie <span class="_ _1a"> </span>uznanymi <span class="_ _1a"> </span>międzynarod<span class="_ _2"></span>owymi <span class="_ _19"> </span>s<span class="_ _2"></span>tandardami <span class="_ _1a"> </span>praktyki </div><div class="t m0 x6 he y296 ff1 fs3 fc0 sc0 ls0 ws0">zawodowej <span class="_ _1a"> </span>audy<span class="_ _2"></span>tu <span class="_ _1a"> </span><span class="ff3">wewn<span class="_ _2"></span>ętrznego. <span class="_ _1a"> </span>W <span class="_ _11"> </span>pozosta<span class="_ _2"></span>łych <span class="_ _1a"> </span>spółkach, <span class="_ _1a"> </span>w <span class="_ _1a"> </span>kt<span class="_ _2"></span>órych <span class="_ _1a"> </span>nie <span class="_ _1a"> </span>p<span class="_ _2"></span>owołano <span class="_ _1a"> </span>au<span class="_ _2"></span>dytora <span class="_ _1a"> </span>wewnętrznego </span></div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">spełniającego ww. wymogi, komitet audytu (lub rada nadzorcza, jeżeli <span class="_ _0"></span>pełni funkcje komitetu audytu) co roku dokonuje </div><div class="t m0 x6 he y298 ff1 fs3 fc0 sc0 ls0 ws0">oceny, czy istn<span class="_ _2"></span>ieje p<span class="ff3">otrzeba powołan<span class="_ _2"></span>ia takiej osoby<span class="_ _2"></span>.</span> </div><div class="t m0 x6 he y299 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y29a ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _4"></span>przyczy<span class="_ _2"></span>n <span class="_ _4"></span>odstępstwa <span class="_ _4"></span>Spółki <span class="_ _16"></span>od <span class="_ _4"></span>zasad<span class="_ _2"></span>y: <span class="_ _16"></span><span class="ff6">Na <span class="_ _4"></span>dzień <span class="_ _4"></span>p<span class="_ _2"></span>ublikacji <span class="_ _4"></span>niniejsze<span class="_ _2"></span>go <span class="_ _4"></span>oświadczenia <span class="_ _16"></span>Emitent <span class="_ _4"></span>nie <span class="_ _16"></span>powołał </span></div><div class="t m0 x6 h9 y29b ff6 fs3 fc0 sc0 ls0 ws0">audytora <span class="_ _0"></span>wewnętrznego <span class="_ _3"></span>kieru<span class="_ _2"></span>jącego<span class="_ _2"></span> <span class="_ _3"></span>funkc<span class="_ _2"></span>ją <span class="_ _0"></span>au<span class="_ _0"></span>dytu <span class="_ _0"></span>wewnętrznego. <span class="_ _3"></span>E<span class="_ _2"></span>mitent, <span class="_ _0"></span>Komitet <span class="_ _3"></span>Audytu <span class="_ _0"></span>na <span class="_ _3"></span>bieżą<span class="_ _2"></span>co <span class="_ _0"></span>dokonuje <span class="_ _3"></span>oceny </div><div class="t m0 x6 h9 y58d ff6 fs3 fc0 sc0 ls0 ws0">zasadności <span class="_ _35"> </span>wyodrębnienia <span class="_ _35"> </span>o<span class="_ _2"></span>rganizacyjnego<span class="_ _2"></span> <span class="_ _25"> </span>au<span class="_ _2"></span>dytu <span class="_ _35"> </span>wewnętrznego <span class="_ _35"> </span>i <span class="_ _35"> </span>w <span class="_ _35"> </span>przypadku <span class="_ _35"> </span>zai<span class="_ _4"></span><span class="ff5">stnienia <span class="_ _35"> </span>potrze<span class="_ _2"></span>by <span class="_ _25"> </span>ta<span class="_ _2"></span>kiego </span></div><div class="t m0 x6 he y58e ff6 fs3 fc0 sc0 ls0 ws0">wyodrębnienia Emite<span class="_ _2"></span>nt rozważy powołan<span class="_ _2"></span>ie takiego audyto<span class="_ _2"></span>ra.<span class="ff1"> </span></div><div class="t m0 x6 he y58f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y590 ff3 fs3 fc0 sc0 ls0 ws0">3.6. <span class="_ _4"></span>Ki<span class="_ _2"></span>erujący <span class="_ _16"></span>audy<span class="_ _2"></span>tem <span class="_ _4"></span>wewn<span class="_ _2"></span>ętrznym <span class="_ _16"></span>podlega <span class="_ _16"></span>organizacy<span class="_ _2"></span>jnie <span class="_ _16"></span>prezesowi <span class="_ _16"></span>zarzą<span class="_ _2"></span>du, <span class="_ _16"></span>a <span class="_ _16"></span>funkcjonaln<span class="_ _2"></span>ie <span class="_ _4"></span>przewodn<span class="_ _2"></span>iczącemu </div><div class="t m0 x6 he y591 ff3 fs3 fc0 sc0 ls0 ws0">komitetu audytu<span class="_ _2"></span> lub przewodniczącemu rady n<span class="_ _2"></span>adzorczej, jeżeli rada <span class="_ _2"></span>pełni fu<span class="_ _2"></span>nkcję komitet<span class="_ _2"></span>u audytu<span class="_ _2"></span>.<span class="ff1"> </span></div><div class="t m0 x6 he y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przy<span class="_ _2"></span>czyn odstępstwa Spółki o<span class="_ _2"></span>d zasady<span class="_ _2"></span>: <span class="_ _2"></span><span class="ff6">Zasada nie jest stosowana z<span class="_ _2"></span> uwagi na to,<span class="_ _2"></span> że w spółce n<span class="_ _2"></span>ie powołano </span></div><div class="t m0 x6 h9 y594 ff6 fs3 fc0 sc0 ls0 ws0">osoby <span class="_ _14"> </span>kierującej <span class="_ _14"> </span>audytem <span class="_ _3b"> </span>wewnętrznym. <span class="_ _14"> </span>Emiten<span class="_ _2"></span>t <span class="_ _14"> </span>na <span class="_ _14"> </span>bieżąco <span class="_ _14"> </span>monitoruje <span class="_ _14"> </span>potrzeby <span class="_ _14"> </span>przeprowadzenia <span class="_ _14"> </span>audytu </div><div class="t m0 x6 he y595 ff6 fs3 fc0 sc0 ls0 ws0">poszczególnyc<span class="_ _2"></span>h obszarów działania <span class="_ _2"></span>Spółki.<span class="ff1"> </span></div><div class="t m0 x6 he y596 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y597 ff3 fs3 fc0 sc0 ls0 ws0">3.10. <span class="_ _4"></span>Co <span class="_ _4"></span>najmniej <span class="_ _4"></span>raz <span class="_ _4"></span>n<span class="_ _2"></span>a <span class="_ _4"></span>pięć <span class="_ _4"></span>lat <span class="_ _4"></span>w <span class="_ _4"></span>spół<span class="_ _2"></span>ce <span class="_ _4"></span>należącej <span class="_ _4"></span>do <span class="_ _4"></span>indeks<span class="_ _2"></span>u <span class="_ _4"></span>WIG20, <span class="_ _4"></span>mWIG40 <span class="_ _4"></span>lub <span class="_ _4"></span>s<span class="_ _2"></span>WIG80 <span class="_ _4"></span>dokonywany <span class="_ _4"></span>jes<span class="_ _2"></span>t, <span class="_ _4"></span>przez </div><div class="t m0 x6 he y598 ff3 fs3 fc0 sc0 ls0 ws0">niezależnego audytora<span class="_ _2"></span> wybranego przy u<span class="_ _2"></span>dziale komitetu audy<span class="_ _2"></span>tu, przegląd fun<span class="_ _2"></span>kcji audytu wewnętrznego.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y599 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59a ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie przyczyn ods<span class="_ _2"></span>tępstwa Spółki od zasady: <span class="ff6">Za<span class="_ _2"></span>sada nie jest stosowana, gdyż dotychczas Emitent nie wyodrębnił </span></div><div class="t m0 x6 he y59b ff6 fs3 fc0 sc0 ls0 ws0">komórki audytu wewnę<span class="_ _2"></span>trznego oraz n<span class="_ _2"></span>ie wyodrębnił stanowiska o<span class="_ _2"></span>soby kierującej <span class="_ _2"></span>funkcją audytu wewnętrznego.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59d ff1 fs3 fc0 sc0 ls0 ws0">4.3. <span class="ff3">Spółka zap<span class="_ _2"></span>ewnia powszechn<span class="_ _2"></span>ie dostępną tra<span class="_ _2"></span>nsmisję obrad walnego zgromadzen<span class="_ _2"></span>ia w cza<span class="_ _2"></span>sie rzeczywistym.<span class="_ _4"></span></span> </div><div class="t m0 x6 he y59e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59f ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _10"> </span>przyczyn <span class="_ _10"> </span>odstępstwa <span class="_ _10"> </span>Spółki <span class="_ _10"> </span>od <span class="_ _10"> </span>zasady:  <span class="ff6">Emit<span class="_ _0"></span>ent <span class="_ _10"> </span>nie <span class="_ _f"> </span>za<span class="_ _2"></span>pewnia <span class="_ _10"> </span>powszechnie <span class="_ _10"> </span>dostępnej <span class="_ _10"> </span>transmisji <span class="_ _f"> </span>obrad </span></div><div class="t m0 x6 h9 y114 ff6 fs3 fc0 sc0 ls0 ws0">walnego <span class="_ _14"> </span>zgromadzenia <span class="_ _14"> </span>w <span class="_ _14"> </span>czasie <span class="_ _14"> </span>rzeczywistym. <span class="_ _14"> </span>Emitent <span class="_ _14"> </span>będzie <span class="_ _14"> </span>monitorował <span class="_ _14"> </span>zapotrzebowanie <span class="_ _14"> </span>pote<span class="_ _2"></span>ncjalnych </div><div class="t m0 x6 he y5a0 ff6 fs3 fc0 sc0 ls0 ws0">interesariuszy na do<span class="_ _2"></span>stęp do transmisji obrad walnego<span class="_ _2"></span> zgromadzenia <span class="_ _2"></span>w czasie rzeczywistym<span class="_ _4"></span><span class="ff5">.<span class="ff1"> </span></span></div><div class="t m0 x6 he y3a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">4.8. <span class="_ _f"> </span>Projekt<span class="_ _2"></span>y <span class="_ _f"> </span>u<span class="_ _2"></span>chwał <span class="_ _f"> </span>waln<span class="_ _2"></span>ego <span class="_ _10"> </span>zgromadzenia <span class="_ _f"> </span>d<span class="_ _2"></span>o <span class="_ _f"> </span>s<span class="_ _2"></span>praw <span class="_ _f"> </span>wprowad<span class="_ _2"></span>zonych <span class="_ _10"> </span>do <span class="_ _10"> </span>porządku <span class="_ _f"> </span>obrad<span class="_ _2"></span> <span class="_ _f"> </span>walnego <span class="_ _10"> </span>zgromadzeni<span class="_ _2"></span>a </div><div class="t m0 x6 he y5a2 ff3 fs3 fc0 sc0 ls0 ws0">powinny zos<span class="_ _2"></span>tać zgłoszone przez akcjonariu<span class="_ _2"></span>szy najpóźniej n<span class="_ _2"></span>a 3 dni przed walnym zgromad<span class="_ _2"></span>zeniem.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y45e ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _e"> </span>p<span class="_ _2"></span>rzyczyn <span class="_ _e"> </span>o<span class="_ _2"></span>dstępstwa <span class="_ _e"></span>Spół<span class="_ _2"></span>ki <span class="_ _e"></span>od <span class="_ _f"> </span>zasady: <span class="_ _f"> </span><span class="ff6">E<span class="_ _2"></span>mitent <span class="_ _e"> </span>zach<span class="_ _2"></span>ęca <span class="_ _e"> </span>akcjonariuszy <span class="_ _f"> </span>do <span class="_ _e"> </span>zgł<span class="_ _2"></span>aszania <span class="_ _e"> </span>proje<span class="_ _2"></span>któw <span class="_ _e"> </span>uchwał </span></div><div class="t m0 x6 h9 y5a4 ff6 fs3 fc0 sc0 ls0 ws0">walnego <span class="_ _d"> </span>zgromadze<span class="_ _2"></span>nia <span class="_ _14"> </span>do <span class="_ _d"> </span>spraw <span class="_ _d"> </span>wprowadzo<span class="_ _2"></span>nych <span class="_ _d"> </span>do <span class="_ _d"> </span>porządku <span class="_ _d"> </span>obrad <span class="_ _d"> </span>walnego <span class="_ _d"> </span>zgromadze<span class="_ _2"></span>nia <span class="_ _14"> </span>w <span class="_ _d"> </span>terminie </div><div class="t m0 x6 h9 y5a5 ff6 fs3 fc0 sc0 ls0 ws0">umożliwiającym <span class="_ _16"></span>zapozn<span class="_ _2"></span>anie <span class="_ _4"></span>się <span class="_ _4"></span>z <span class="_ _16"></span>nimi, <span class="_ _16"></span>jednak <span class="_ _16"></span>regulacje <span class="_ _4"></span>wewnętrze <span class="_ _16"></span>Spółki <span class="_ _16"></span>nie <span class="_ _4"></span>p<span class="_ _2"></span>rzewidują <span class="_ _4"></span>terminu, <span class="_ _16"></span>o <span class="_ _4"></span>któ<span class="_ _16"></span><span class="ff5">rym <span class="_ _4"></span>mowa <span class="_ _16"></span>w </span></div><div class="t m0 x6 he y5a6 ff5 fs3 fc0 sc0 ls0 ws0">przedmiotowej za<span class="_ _2"></span>sadzie.<span class="ff1"> </span></div><div class="t m0 x6 he y5a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a8 ff1 fs3 fc0 sc0 ls0 ws0">4.9.1. <span class="_ _0"></span><span class="ff3">W <span class="_ _3"></span>p<span class="_ _2"></span>rzypadku <span class="_ _0"></span>gdy <span class="_ _0"></span>przedmiotem <span class="_ _3"></span>ob<span class="_ _2"></span>rad <span class="_ _0"></span>walnego <span class="_ _3"></span>zgro<span class="_ _2"></span>madzenia <span class="_ _0"></span>ma <span class="_ _0"></span>być <span class="_ _0"></span>powołanie <span class="_ _3"></span>do <span class="_ _0"></span>rady <span class="_ _0"></span>nadzorczej <span class="_ _3"></span>lu<span class="_ _2"></span>b <span class="_ _0"></span>powołanie </span></div><div class="t m0 x6 he y5a9 ff1 fs3 fc0 sc0 ls0 ws0">rady nadzo<span class="_ _2"></span>rczej nowej kadencji: <span class="_ _2"></span> </div><div class="t m0 x6 he y5aa ff3 fs3 fc0 sc0 ls0 ws0">kandydatu<span class="_ _2"></span>ry <span class="_ _f"> </span>na <span class="_ _f"> </span>człon<span class="_ _2"></span>ków <span class="_ _f"> </span>rady <span class="_ _f"> </span>p<span class="_ _2"></span>owinny <span class="_ _f"> </span>zos<span class="_ _2"></span>tać <span class="_ _f"> </span>zgłoszone <span class="_ _10"> </span>w <span class="_ _e"> </span>ter<span class="_ _2"></span>minie <span class="_ _f"> </span>umożli<span class="_ _2"></span>wiającym <span class="_ _f"> </span>p<span class="_ _2"></span>odjęcie <span class="_ _f"> </span>przez <span class="_ _f"> </span>akcjo<span class="_ _2"></span>nariuszy </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">obecnych <span class="_ _10"> </span>na <span class="_ _10"> </span>walnym <span class="_ _10"> </span>zgromadzeniu  decyzji <span class="_ _f"> </span>z <span class="_ _10"> </span>należytym <span class="_ _10"> </span>rozeznaniem, <span class="_ _10"> </span>lecz <span class="_ _10"> </span>nie <span class="_ _10"> </span>później <span class="_ _10"> </span>niż <span class="_ _10"> </span>na <span class="_ _10"> </span>3 <span class="_ _10"> </span>dni <span class="_ _f"> </span>przed<span class="_ _2"></span> <span class="_ _10"> </span>walnym </div><div class="t m0 x6 he y5ac ff1 fs3 fc0 sc0 ls0 ws0">zgromadzeniem; <span class="_ _3b"> </span>kandydatury, <span class="_ _3b"> </span>wraz <span class="_ _3b"> </span>z <span class="_ _33"> </span>komp<span class="_ _2"></span><span class="ff3">letem <span class="_ _33"> </span>mat<span class="_ _2"></span>eriałów <span class="_ _3b"> </span>ich <span class="_ _33"> </span>do<span class="_ _2"></span>tyczących, <span class="_ _3b"> </span>powinny <span class="_ _33"> </span>zos<span class="_ _2"></span>tać <span class="_ _33"> </span>niezwłocznie<span class="_ _2"></span> </span></div><div class="t m0 x6 he y5ad ff3 fs3 fc0 sc0 ls0 ws0">opublikowane na <span class="_ _2"></span>stronie internetowej spó<span class="_ _2"></span>łki; <span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">41<span class="ls0"> </span></div><div class="t m0 x6 he ya ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _2"></span>przyczy<span class="_ _2"></span>n <span class="_ _2"></span>odstępstwa <span class="_ _2"></span>Spółki <span class="_ _2"></span>od <span class="_ _2"></span>zasad<span class="_ _2"></span>y: <span class="_ _4"></span><span class="ff5">Emitent <span class="ff6">za<span class="_ _2"></span>chęca <span class="_ _2"></span>akcjonariuszy <span class="_ _2"></span>do <span class="_ _2"></span>zgłaszania <span class="_ _2"></span>ka<span class="_ _2"></span>ndydatów <span class="_ _2"></span>do <span class="_ _2"></span>Rady </span></span></div><div class="t m0 x6 h9 y1b0 ff6 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _33"> </span>w <span class="_ _33"> </span>terminie <span class="_ _33"> </span>umożliwiającym <span class="_ _33"> </span>zapoznanie <span class="_ _33"> </span>się <span class="_ _35"> </span>z <span class="_ _33"> </span>ich <span class="_ _33"> </span>doświadcze<span class="_ _2"></span>niem <span class="_ _33"> </span>zawodowym <span class="_ _35"> </span>oraz <span class="_ _33"> </span>posiadanymi<span class="_ _2"></span> </div><div class="t m0 x6 h9 y1b1 ff6 fs3 fc0 sc0 ls0 ws0">kompetencjam<span class="_ _2"></span>i, <span class="_ _10"> </span>jednak  regulacje <span class="_ _10"> </span>wewnętrze <span class="_ _10"> </span>Spó<span class="_ _2"></span>łki <span class="_ _10"> </span>nie  pr<span class="_ _0"></span>zewidują  terminu <span class="_ _10"> </span>do <span class="_ _10"> </span>zgłoszenia  kandydatur. <span class="_ _10"> </span>Zas<span class="_ _4"></span><span class="ff5">ada  jest </span></div><div class="t m0 x6 h9 y30b ff6 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _0"></span>stosowana <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>niezwłocznego <span class="_ _0"></span>publikowania <span class="_ _0"></span>przez <span class="_ _0"></span>Emitenta <span class="_ _0"></span>kandydatur <span class="_ _0"></span>wraz <span class="_ _3"></span>z kompletem <span class="_ _0"></span>materiałów </div><div class="t m0 x6 h9 y30c ff6 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _19"> </span>dotycząc<span class="_ _2"></span>ych <span class="_ _19"> </span>na <span class="_ _19"> </span>stronie <span class="_ _19"> </span>internetowej <span class="_ _19"> </span>spółki<span class="_ _2"></span><span class="ff5">,<span class="_ _2"></span> <span class="_ _19"> </span></span>o <span class="_ _19"> </span>ile <span class="_ _19"> </span>kandydatury <span class="_ _19"> </span>zostaną <span class="_ _19"> </span>zgł<span class="_ _2"></span>oszone <span class="_ _19"> </span>w <span class="_ _19"> </span>terminie <span class="_ _19"> </span>wskazanym <span class="_ _19"> </span>w<span class="_ _2"></span> </div><div class="t m0 x6 h9 y30d ff5 fs3 fc0 sc0 ls0 ws0">przedmiotowej za<span class="_ _2"></span>sadzie. </div><div class="t m0 x6 he y143 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">4.14. <span class="_ _2"></span>Spó<span class="_ _2"></span>łka <span class="_ _4"></span>powinna <span class="_ _4"></span>dążyć <span class="_ _4"></span>do <span class="_ _2"></span>p<span class="_ _2"></span>odziału <span class="_ _4"></span>zysku <span class="_ _4"></span>popr<span class="_ _2"></span>zez <span class="_ _4"></span>wypłatę <span class="_ _4"></span>dywidendy. <span class="_ _4"></span>Pozos<span class="_ _2"></span>tawienie <span class="_ _2"></span>cał<span class="_ _2"></span>ości <span class="_ _4"></span>zysku <span class="_ _4"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>półce <span class="_ _4"></span>jest </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">możliwe, <span class="_ _2"></span>jeżeli za<span class="_ _2"></span>chodzi <span class="_ _2"></span>którakolwiek <span class="_ _2"></span>z <span class="_ _2"></span>poniżs<span class="_ _2"></span>zych <span class="_ _2"></span>przyczyn: <span class="_ _2"></span>a) <span class="_ _2"></span>wysokość <span class="_ _2"></span>tego <span class="_ _2"></span>zys<span class="_ _2"></span>ku jest <span class="_ _2"></span>minimalna, <span class="_ _2"></span>a <span class="_ _2"></span>w <span class="_ _2"></span>kons<span class="_ _2"></span>ekwencji </div><div class="t m0 x6 he y184 ff3 fs3 fc0 sc0 ls0 ws0">dywidenda <span class="_ _16"></span>b<span class="_ _2"></span>yłaby <span class="_ _16"></span>nieisto<span class="_ _2"></span>tna <span class="_ _16"></span>w <span class="_ _16"></span>relacji <span class="_ _16"></span>do<span class="_ _2"></span> <span class="_ _16"></span>wartoś<span class="_ _2"></span>ci <span class="_ _16"></span>akcji; <span class="_ _16"></span>b)<span class="_ _2"></span> <span class="_ _16"></span>sp<span class="_ _2"></span>ółka <span class="_ _16"></span>wykazuj<span class="_ _4"></span>e <span class="_ _16"></span>niepokryte <span class="_ _e"></span>straty <span class="_ _16"></span>z <span class="_ _e"></span>lat <span class="_ _16"></span>ubiegłych, <span class="_ _e"></span>a <span class="_ _16"></span>zysk </div><div class="t m0 x6 he y185 ff3 fs3 fc0 sc0 ls0 ws0">przeznaczony <span class="_ _33"> </span>jest <span class="_ _35"> </span>na <span class="_ _35"> </span>ich <span class="_ _35"> </span>zmniejszenie; <span class="_ _33"> </span>c) <span class="_ _35"> </span>spółka <span class="_ _35"> </span>u<span class="_ _2"></span>zasadni, <span class="_ _35"> </span>że <span class="_ _35"> </span>przeznaczenie <span class="_ _35"> </span>zy<span class="_ _2"></span>sku <span class="_ _35"> </span>na <span class="_ _35"> </span>inwestycje <span class="_ _33"> </span>przyniesie </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">akcjonariuszo<span class="_ _2"></span>m <span class="_ _19"> </span>wymierne <span class="_ _1a"> </span>korzy<span class="_ _2"></span>ści; <span class="_ _19"> </span>d<span class="_ _2"></span>) <span class="_ _19"> </span>s<span class="_ _2"></span>półka <span class="_ _19"> </span>n<span class="_ _2"></span>ie <span class="_ _19"> </span>wygen<span class="_ _2"></span>ero<span class="_ _2"></span>wała <span class="_ _1a"> </span>środków <span class="_ _1a"> </span>pieniężnych<span class="_ _2"></span> <span class="_ _19"> </span>umożliwiający<span class="_ _2"></span>ch <span class="_ _19"> </span>wyp<span class="_ _2"></span>łatę </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">dywidendy; <span class="_ _10"> </span>e) <span class="_ _10"> </span>wypłata  dywi<span class="_ _0"></span>dendy <span class="_ _10"> </span>istotnie <span class="_ _10"> </span>zwiększyłaby<span class="_ _2"></span> <span class="_ _f"> </span>ryzy<span class="_ _2"></span>ko <span class="_ _10"> </span>naruszenia <span class="_ _10"> </span>kowenantów <span class="_ _10"> </span>wynikających<span class="_ _2"></span> <span class="_ _10"> </span>z <span class="_ _10"> </span>wiążących </div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">spółkę <span class="_ _2"></span>umów kredytowych<span class="_ _2"></span> lub warun<span class="_ _2"></span>ków emisji <span class="_ _2"></span>obligacji; f) <span class="_ _2"></span>pozosta<span class="_ _2"></span>wienie zysku w <span class="_ _2"></span>spółce jest <span class="_ _2"></span>zgodne <span class="_ _2"></span>z rekomendacj<span class="_ _2"></span>ą </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">instytucji sprawują<span class="_ _2"></span>cej nadzór nad <span class="_ _2"></span>spółką z r<span class="_ _2"></span>acji prowadzenia przez nią okr<span class="_ _2"></span>eślonego rodzaju dział<span class="_ _2"></span>alności. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y298 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">Wyjaśnienie <span class="_ _25"> </span>p<span class="_ _2"></span>rzyczyn <span class="_ _35"> </span>odstępstwa <span class="_ _35"> </span>Spółki <span class="_ _35"> </span>od <span class="_ _25"> </span>zas<span class="_ _2"></span>ady: <span class="_ _33"> </span><span class="ff6">Intencja <span class="_ _25"> </span>zasad<span class="_ _2"></span>y <span class="_ _25"> </span>jest <span class="_ _25"> </span>bliska <span class="_ _35"> </span>Emitento<span class="_ _2"></span>wi. <span class="_ _25"> </span>Zarząd <span class="_ _35"> </span>Emitenta </span></div><div class="t m0 x6 h9 y29a ff6 fs3 fc0 sc0 ls0 ws0">każdorazowo, we wniosku <span class="_ _0"></span>do Walnego Zgromadzenia, co <span class="_ _0"></span>do s<span class="_ _0"></span>posobu podziału zysku za <span class="_ _0"></span>dany <span class="_ _0"></span>rok obrotowy, <span class="_ _0"></span>przedstawia<span class="_ _2"></span> </div><div class="t m0 x6 h9 y29b ff6 fs3 fc0 sc0 ls0 ws0">wraz <span class="_ _0"></span>z <span class="_ _0"></span>uzasadnien<span class="_ _2"></span>iem, <span class="_ _0"></span>swoje <span class="_ _0"></span>rekome<span class="_ _2"></span>ndacje <span class="_ _0"></span>mogące uwzględniać <span class="_ _0"></span>m.in. <span class="_ _0"></span>aktualną oraz <span class="_ _0"></span>przewidywaną sytuację <span class="_ _0"></span>finansową </div><div class="t m0 x6 h9 y58d ff6 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _4"></span>i <span class="_ _4"></span>jej <span class="_ _4"></span>g<span class="_ _2"></span>rupy <span class="_ _4"></span>kapitałowej, <span class="_ _4"></span>strategię <span class="_ _4"></span>dalszego <span class="_ _4"></span>rozwo<span class="_ _2"></span>ju,<span class="_ _2"></span><span class="ff5"> <span class="_ _4"></span></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>plan<span class="_ _2"></span>y <span class="_ _4"></span>inwestycyjne. <span class="_ _4"></span>E<span class="_ _2"></span>mitent <span class="_ _4"></span>niezwłoc<span class="_ _2"></span>znie <span class="_ _4"></span>przekazuje </div><div class="t m0 x6 h9 y58e ff6 fs3 fc0 sc0 ls0 ws0">przedmiotową <span class="_ _e"> </span>informacj<span class="_ _2"></span>ę<span class="ff5"> <span class="_ _e"></span></span>do <span class="_ _16"></span>wiadomości <span class="_ _e"> </span>publiczn<span class="_ _2"></span>ej <span class="_ _16"></span>a <span class="_ _e"> </span>ww. <span class="_ _16"></span>wniosek <span class="_ _e"> </span>jest <span class="_ _e"></span>oceniany <span class="_ _e"></span>przez <span class="_ _16"></span>Radę <span class="_ _e"> </span>Nadzorczą<span class="_ _2"></span>. <span class="_ _16"></span>Ostateczn<span class="_ _2"></span>a </div><div class="t m0 x6 h9 y58f ff6 fs3 fc0 sc0 ls0 ws0">decyzja, <span class="_ _16"></span>z <span class="_ _16"></span>uwzględ<span class="_ _2"></span>nieniem <span class="_ _16"></span>istotnych <span class="_ _16"></span>potrzeb <span class="_ _16"></span>Emiten<span class="_ _2"></span>ta, <span class="_ _4"></span>których <span class="_ _16"></span>katalo<span class="_ _2"></span>g <span class="_ _16"></span>może <span class="_ _16"></span>wykraczać <span class="_ _16"></span>po<span class="_ _4"></span>za <span class="_ _16"></span>przesła<span class="_ _2"></span>nki <span class="_ _16"></span>wskazane <span class="_ _16"></span>w </div><div class="t m0 x6 h9 y590 ff5 fs3 fc0 sc0 ls0 ws0">przedmiotowej za<span class="_ _2"></span>sadzie, jest podejmo<span class="_ _2"></span>wana przez Walne Zgromadzen<span class="_ _2"></span>ie Emitenta.<span class="_ _2"></span> </div><div class="t m0 x6 he y591 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y5ae ff2 fs6 fc0 sc0 ls6 ws0">26.3.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Opis <span class="_ _2"></span>głównych <span class="_ _2"></span>cech st<span class="_ _2"></span>osowanych w <span class="_ _2"></span>Spółce <span class="_ _2"></span>systemów <span class="_ _2"></span>kontroli <span class="_ _2"></span>wewnętrznej </span></span></div><div class="t m0 x64 hd y5af ff4 fs6 fc0 sc0 ls0 ws0">i <span class="_ _16"></span>zarządzania <span class="_ _4"></span>r<span class="_ _2"></span>yzykiem <span class="_ _4"></span>w <span class="_ _16"></span>odniesieniu <span class="_ _16"></span>do <span class="_ _16"></span>procesu <span class="_ _16"></span>sporządzania <span class="_ _4"></span>sprawozdań </div><div class="t m0 x64 hd y5b0 ff4 fs6 fc0 sc0 ls0 ws0">finansowych i <span class="_ _0"></span>skonsolidowanyc<span class="_ _0"></span>h sprawo<span class="_ _0"></span>zdań finansowych<span class="ff2">  </span></div><div class="t m0 x6 he y5b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5b2 ff3 fs3 fc0 sc0 ls0 ws0">Zarząd Spółki jest odpowiedzialn<span class="_ _2"></span>y za system kontroli wewnętrznej w Spółce i jego skuteczn<span class="_ _2"></span>ość w procesie sporządzania </div><div class="t m0 x6 he y5b3 ff3 fs3 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _14"> </span>finan<span class="_ _2"></span>sowych <span class="_ _14"> </span>i <span class="_ _14"> </span>raportó<span class="_ _2"></span>w <span class="_ _14"> </span>okresowych, <span class="_ _14"> </span>przygotowywan<span class="_ _2"></span>ych <span class="_ _14"> </span>i <span class="_ _14"> </span>publikowany<span class="_ _2"></span>ch <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z <span class="_ _14"> </span>zasad<span class="_ _2"></span>ami </div><div class="t m0 x6 he y5b4 ff3 fs3 fc0 sc0 ls0 ws0">rozporządzenia Ministra <span class="_ _0"></span>Finansów <span class="_ _3"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>29 <span class="_ _0"></span>marca <span class="_ _0"></span>2018 <span class="_ _3"></span>r. w <span class="_ _0"></span>sprawie <span class="_ _3"></span>informa<span class="_ _2"></span>cji <span class="_ _0"></span>bieżących <span class="_ _0"></span>i <span class="_ _0"></span>okresowych <span class="_ _0"></span>przekazywanych </div><div class="t m0 x6 he y5b5 ff3 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _11"> </span>emitentów <span class="_ _11"> </span>papierów <span class="_ _25"> </span>wartościowych <span class="_ _11"> </span>oraz <span class="_ _11"> </span>warunkó<span class="_ _2"></span>w <span class="_ _1a"> </span>uzn<span class="_ _2"></span>awania <span class="_ _11"> </span>za <span class="_ _1a"> </span>ró<span class="_ _2"></span>wnoważn<span class="_ _2"></span>e <span class="_ _1a"> </span>informa<span class="_ _2"></span>cji <span class="_ _11"> </span>wymaganych </div><div class="t m0 x6 he y5b6 ff3 fs3 fc0 sc0 ls0 ws0">przepisami <span class="_ _f"> </span>prawa <span class="_ _10"> </span>państwa <span class="_ _f"> </span>n<span class="_ _2"></span>iebędącego <span class="_ _10"> </span>państwem <span class="_ _f"> </span>czł<span class="_ _2"></span>onkowskim. <span class="_ _f"> </span>Spół<span class="_ _2"></span>ka <span class="_ _f"> </span>stos<span class="_ _2"></span>uje <span class="_ _f"> </span>systemy<span class="_ _4"></span><span class="ff1"> <span class="_ _f"> </span></span>kontroli <span class="_ _10"> </span>wewnętrznej <span class="_ _10"> </span>w </div><div class="t m0 x6 he y5b7 ff3 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _2"></span>prowadzen<span class="_ _2"></span>ia <span class="_ _2"></span>rachunkowości <span class="_ _4"></span>i <span class="_ _2"></span>sprawozdawczoś<span class="_ _2"></span>ci <span class="_ _2"></span>finansowej <span class="_ _2"></span>zap<span class="_ _2"></span>ewniającej <span class="_ _2"></span>rzetelne <span class="_ _2"></span>i <span class="_ _2"></span>ja<span class="_ _2"></span>sne <span class="_ _2"></span>przedstawienie <span class="_ _2"></span>je<span class="_ _2"></span>j </div><div class="t m0 x6 he y5b8 ff3 fs3 fc0 sc0 ls0 ws0">sytuacji <span class="_ _4"></span>finansowej <span class="_ _4"></span>i <span class="_ _2"></span>mająt<span class="_ _2"></span>kowej. <span class="_ _2"></span>Spó<span class="_ _2"></span>łka <span class="_ _4"></span>posiada <span class="_ _4"></span>dokumentację <span class="_ _4"></span>opisującą <span class="_ _4"></span>przyjęte <span class="_ _4"></span>zasady <span class="_ _4"></span>rachunkowości, <span class="_ _4"></span>określające </div><div class="t m0 x6 he y5b9 ff1 fs3 fc0 sc0 ls38 ws0">me<span class="ff3 ls0">tody <span class="_ _25"> </span>wyceny <span class="_ _25"> </span>aktywów <span class="_ _11"> </span>i<span class="_ _2"></span> <span class="_ _11"> </span>p<span class="_ _2"></span>asywów <span class="_ _11"> </span>ora<span class="_ _2"></span>z <span class="_ _11"> </span>us<span class="_ _2"></span>talenia <span class="_ _25"> </span>wyniku <span class="_ _25"> </span>finansowego, <span class="_ _25"> </span>a <span class="_ _11"> </span>takż<span class="_ _2"></span>e <span class="_ _11"> </span>s<span class="_ _2"></span>posób <span class="_ _25"> </span>prowadzenia <span class="_ _25"> </span>ksiąg </span></div><div class="t m0 x6 he y45a ff3 fs3 fc0 sc0 ls0 ws0">rachunkowych <span class="_ _e"></span>i <span class="_ _e"></span>systemu <span class="_ _e"></span>ochro<span class="_ _2"></span>ny <span class="_ _e"></span>danych <span class="_ _e"></span>i <span class="_ _e"></span>ich <span class="_ _e"></span>zbiorów. <span class="_ _e"></span>Przyjęte <span class="_ _e"></span>zasady<span class="_ _2"></span> <span class="_ _e"></span>rachunkowości <span class="_ _e"></span>stosuje <span class="_ _e"></span>się <span class="_ _e"></span>w <span class="_ _e"></span>sposób <span class="_ _e"></span>ciągły, </div><div class="t m0 x6 he y5ba ff3 fs3 fc0 sc0 ls0 ws0">zapewniając <span class="_ _25"> </span>porównywalno<span class="_ _2"></span>ść <span class="_ _25"> </span>sprawozdań <span class="_ _25"> </span>finanso<span class="_ _2"></span>wych<span class="_ _2"></span> <span class="_ _11"> </span>przy<span class="_ _2"></span> <span class="_ _25"> </span>zastosowaniu <span class="_ _25"> </span>reguły <span class="_ _25"> </span>kontynuacji <span class="_ _25"> </span>działalności <span class="_ _25"> </span>oraz </div><div class="t m0 x6 he y5bb ff3 fs3 fc0 sc0 ls0 ws0">ostrożnej <span class="_ _16"></span>wyceny. <span class="_ _4"></span>Spra<span class="_ _2"></span>wozdania <span class="_ _4"></span>finanso<span class="_ _2"></span>we <span class="_ _4"></span>Spółki <span class="_ _4"></span>są <span class="_ _4"></span>p<span class="_ _2"></span>oddawane <span class="_ _4"></span>badaniom <span class="_ _16"></span>przez <span class="_ _4"></span>p<span class="_ _2"></span>odmioty <span class="_ _4"></span>uprawnione, <span class="_ _4"></span>wyb<span class="_ _2"></span>rane <span class="_ _4"></span>w </div><div class="t m0 x6 he y5bc ff3 fs3 fc0 sc0 ls0 ws0">drodze uchwały<span class="_ _2"></span> Rady Nadzorczej. Sprawozdania <span class="_ _2"></span>są publikowane zgod<span class="_ _2"></span>nie z obowiązującymi przep<span class="_ _4"></span><span class="ff1">isami prawa.<span class="_ _2"></span> </span></div><div class="t m0 xd he y5bd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5be ff3 fs3 fc0 sc0 ls0 ws0">Księgi <span class="_ _0"></span>rachunkowe <span class="_ _0"></span>są <span class="_ _3"></span>pro<span class="_ _2"></span>wadzone <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>systemie <span class="_ _0"></span>informatycznym <span class="_ _0"></span>SAP <span class="_ _3"></span>R3. Dostęp <span class="_ _0"></span>do <span class="_ _0"></span>zasobów <span class="_ _0"></span>informacyjnych </div><div class="t m0 x6 he y5bf ff3 fs3 fc0 sc0 ls0 ws0">systemu <span class="_ _e"></span>informatycznego <span class="_ _16"></span>ograniczony<span class="_ _2"></span> <span class="_ _16"></span>jest <span class="_ _16"></span>odpowiednimi <span class="_ _e"></span>uprawnieniami <span class="_ _16"></span>upoważnion<span class="_ _2"></span>ych <span class="_ _16"></span>pracownik<span class="_ _2"></span>ów, <span class="_ _16"></span>wyłącznie <span class="_ _e"></span>w<span class="_ _0"></span> </div><div class="t m0 x6 he y5c0 ff1 fs3 fc0 sc0 ls0 ws0">zakresie wykonywany<span class="_ _2"></span>ch przez nich ob<span class="_ _2"></span>ow<span class="ff3">iązkó<span class="_ _2"></span>w. </span> </div><div class="t m0 xd he y5c1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5c2 ff3 fs3 fc0 sc0 ls0 ws0">Nadzór <span class="_ _4"></span>merytoryczn<span class="_ _2"></span>y <span class="_ _4"></span>nad <span class="_ _4"></span>procesem <span class="_ _2"></span>przygot<span class="_ _2"></span>owania <span class="_ _4"></span>sprawozdań<span class="_ _2"></span> <span class="_ _4"></span>finansowych <span class="_ _4"></span>i <span class="_ _4"></span>raportów <span class="_ _4"></span>okresowych <span class="_ _4"></span>Spółki<span class="_ _4"></span><span class="ff1"> <span class="_ _4"></span>sprawuje </span></div><div class="t m0 x6 he y5c3 ff1 fs3 fc0 sc0 ls0 ws0">Dyrektor Finansowy. <span class="_ _2"></span> </div><div class="t m0 xd he y5c4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3af ff3 fs3 fc0 sc0 ls0 ws0">Organizacja <span class="_ _4"></span>prac <span class="_ _4"></span>związanych <span class="_ _2"></span>z <span class="_ _4"></span>przygotowaniem <span class="_ _4"></span>rocznych <span class="_ _4"></span>i <span class="_ _2"></span>śródrocznych<span class="_ _2"></span> <span class="_ _2"></span>sprawozd<span class="_ _2"></span>ań <span class="_ _2"></span>finans<span class="_ _2"></span>owych <span class="_ _4"></span>leży <span class="_ _2"></span>w <span class="_ _4"></span>kompetencji </div><div class="t m0 x6 he y3b0 ff3 fs3 fc0 sc0 ls0 ws0">działu księgowości oraz <span class="_ _2"></span>kontrolingu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd he y5c5 ff1 fs3 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 x2 y5c6 w3 h80" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">42<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Sporządzone <span class="_ _25"> </span>sp<span class="_ _2"></span>rawozdanie <span class="_ _25"> </span>finansowe, <span class="_ _25"> </span>po <span class="_ _25"> </span>akceptacji<span class="_ _2"></span> <span class="_ _25"> </span>przez <span class="_ _25"> </span>Dyrektora <span class="_ _35"> </span>Finansowego,<span class="_ _2"></span> <span class="_ _25"> </span>przed <span class="_ _25"> </span>publikacją<span class="_ _4"></span><span class="ff1">, <span class="_ _25"> </span>p<span class="_ _2"></span>odlega </span></div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">weryfikacji Zarządu oraz <span class="_ _2"></span>Rady Nadzo<span class="_ _2"></span>rczej Spółki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hd y31 ff2 fs6 fc0 sc0 ls6 ws0">26.4.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Wskazanie <span class="_ _0"></span>akcjonari<span class="_ _0"></span>uszy po<span class="_ _0"></span>siadających <span class="_ _0"></span>bezpoś<span class="_ _0"></span>rednio <span class="_ _0"></span>lub <span class="_ _0"></span>pośrednio <span class="_ _0"></span>znaczn<span class="_ _0"></span>e </span></span></div><div class="t m0 x64 hd y5c7 ff2 fs6 fc0 sc0 ls0 ws0">pakiety <span class="_ _3"></span>akcji <span class="_ _3"></span>wraz <span class="_ _0"></span>ze <span class="_ _3"></span>wskazaniem <span class="_ _3"></span>liczby <span class="_ _0"></span>p<span class="_ _0"></span>osiadanych <span class="_ _3"></span>przez <span class="_ _3"></span>te <span class="_ _0"></span>podmi<span class="_ _0"></span>oty <span class="_ _3"></span>akcji, </div><div class="t m0 x64 hd y5c8 ff4 fs6 fc0 sc0 ls0 ws0">ich <span class="_ _11"> </span>procentowego  udz<span class="_ _2"></span>iału <span class="_ _11"> </span>w <span class="_ _11"> </span>kapitale <span class="_ _11"> </span>zakładowym, <span class="_ _11"> </span>liczby <span class="_ _11"> </span>głosów <span class="_ _11"> </span>z <span class="_ _25"> </span>nich<span class="_ _0"></span> </div><div class="t m0 x64 hd y20f ff4 fs6 fc0 sc0 ls0 ws0">wynikających <span class="_ _3b"> </span>i <span class="_ _3b"> </span>ich <span class="_ _3b"> </span>procen<span class="_ _0"></span>towego <span class="_ _3b"> </span>udziału <span class="_ _3b"> </span>w <span class="_ _3b"> </span>ogólnej <span class="_ _3b"> </span>liczbie <span class="_ _3b"> </span>głosów <span class="_ _3b"> </span>na<span class="_ _0"></span> </div><div class="t m0 x64 hd y5c9 ff2 fs6 fc0 sc0 ls0 ws0">Walnym Zgromad<span class="_ _0"></span>zeniu </div><div class="t m0 x6 he y5ca ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y5cb ff3 fs3 fc0 sc0 ls0 ws0">Struktura akcjonariatu <span class="_ _0"></span>Spółki, <span class="_ _0"></span>uwzględniająca akcjonariuszy posiadających<span class="_ _2"></span><span class="ff1 fs2"> <span class="_ _0"></span><span class="ff3 fs3">na dzień <span class="_ _0"></span>31 <span class="_ _3"></span>gru<span class="_ _2"></span>dnia 202<span class="ff1">3 <span class="_ _0"></span><span class="ff3">r. <span class="_ _0"></span>bezpośrednio <span class="_ _0"></span>lub </span></span></span></span></div><div class="t m0 x6 he y5cc ff3 fs3 fc0 sc0 ls0 ws0">pośrednio  znaczne <span class="_ _f"> </span>pak<span class="_ _2"></span>iety <span class="_ _10"> </span>akcji <span class="_ _10"> </span>„TOYA” <span class="_ _10"> </span>S.A.  w<span class="_ _0"></span>raz <span class="_ _10"> </span>ze  wskazaniem <span class="_ _f"> </span>liczb<span class="_ _2"></span>y <span class="_ _10"> </span>posiadan<span class="_ _2"></span>ych <span class="_ _10"> </span>przez <span class="_ _10"> </span>te <span class="_ _10"> </span>podmioty  akcji, <span class="_ _f"> </span>ich<span class="_ _2"></span> </div><div class="t m0 x6 he y5cd ff3 fs3 fc0 sc0 ls0 ws0">procentowego ud<span class="_ _2"></span>ziału w kapitale zak<span class="_ _2"></span>ładowym, liczby gł<span class="_ _2"></span>osów z nich <span class="_ _2"></span>wynikających i <span class="_ _2"></span>ich procentowe<span class="_ _2"></span>go udziału w o<span class="_ _2"></span>gólnej </div><div class="t m0 x6 he y5ce ff1 fs3 fc0 sc0 ls0 ws0">liczbie <span class="_ _4"></span>g<span class="ff3">łos<span class="_ _2"></span>ów <span class="_ _4"></span>na <span class="_ _16"></span>Walnym <span class="_ _4"></span>Zgromadzeniu <span class="_ _16"></span>Spółki, <span class="_ _16"></span>została<span class="_ _2"></span></span> <span class="_ _4"></span><span class="ff3">(zgodnie <span class="_ _4"></span>z <span class="_ _16"></span>najlepszą <span class="_ _16"></span>wiedzą <span class="_ _4"></span>Spółki)<span class="_ _2"></span></span> <span class="_ _4"></span>zap<span class="_ _2"></span>rezentowana <span class="_ _4"></span>w <span class="_ _16"></span>tabeli </div><div class="t m0 x6 he y148 ff3 fs3 fc0 sc0 ls0 ws0">poniżej, spo<span class="_ _2"></span>rządzonej na podstawie informacji przeka<span class="_ _2"></span>z<span class="_ _2"></span>anych Spół<span class="_ _2"></span>ce przez akcjonarius<span class="_ _2"></span>zy.<span class="ff1"> </span></div><div class="t m0 x6 he y5cf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd he y474 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y220 ff3 fs3 fc0 sc0 ls0 ws0">¹Ustalone na pod<span class="_ _2"></span>stawie:<span class="ff1"> </span></div><div class="t m0 xc he y5d0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Raportu bieżącego <span class="_ _0"></span>nr 27/2022 z dnia <span class="_ _0"></span>21.11.2022 r. <span class="_ _0"></span>zawierają<span class="_ _2"></span>cego <span class="_ _0"></span>Powiadomi<span class="_ _2"></span>enie o <span class="_ _0"></span>transakcji na akcjach <span class="_ _0"></span>TOYA </span></span></div><div class="t m0 x98 he y5d1 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="ff3">wykonywane przez o<span class="_ _2"></span>sobę pełniącą ob<span class="_ _2"></span>owiązki zarządcze.<span class="_ _2"></span></span> </div><div class="t m0 xc he y5d2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Raportu bieżącego <span class="_ _0"></span>nr 28/2022 z dnia <span class="_ _0"></span>21.11.2022 r. <span class="_ _0"></span>zawierają<span class="_ _2"></span>cego <span class="_ _0"></span>Powiadomi<span class="_ _2"></span>enie o <span class="_ _0"></span>transakcji na akcjach <span class="_ _0"></span>TOYA </span></span></div><div class="t m0 x98 he y5d3 ff3 fs3 fc0 sc0 ls0 ws0">S.A. wykonywane przez o<span class="_ _2"></span>sobę pełniącą ob<span class="_ _2"></span>owiązki zarządcze.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hd y5d4 ff2 fs6 fc0 sc0 ls6 ws0">26.5.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff2">Wskazanie <span class="_ _1f"> </span>posiadaczy <span class="_ _1f"> </span><span class="ff4">wszelkich <span class="_ _1f"> </span>papierów <span class="_ _20"> </span>wartościowyc<span class="_ _0"></span>h, <span class="_ _1f"> </span>które <span class="_ _20"> </span>dają </span></span></span></div><div class="t m0 x64 hd y349 ff4 fs6 fc0 sc0 ls0 ws0">specjalne upraw<span class="_ _0"></span>nienia kon<span class="_ _0"></span>trolne, wraz z opis<span class="_ _0"></span>em tych uprawni<span class="_ _0"></span>eń<span class="ff2"> </span></div><div class="t m0 x6 he y5d5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5d6 ff3 fs3 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _2"></span>akcje Spół<span class="_ _2"></span>ki są <span class="_ _2"></span>akcjami zwykł<span class="_ _2"></span>ymi na <span class="_ _2"></span>okaziciela, <span class="_ _2"></span>które n<span class="_ _2"></span>ie dają <span class="_ _2"></span>specjalnych <span class="_ _2"></span>uprawnień <span class="_ _2"></span>kontrolny<span class="_ _2"></span>ch. Poza <span class="_ _2"></span>w/w </div><div class="t m0 x6 he y5d7 ff3 fs3 fc0 sc0 ls0 ws0">akcjami, Spółka n<span class="_ _2"></span>ie emitowała żadn<span class="_ _2"></span>ych innych pap<span class="_ _2"></span>ierów wartościowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hd y5a1 ff2 fs6 fc0 sc0 ls6 ws0">26.6.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Wskazanie <span class="_ _1e"> </span>wszelkich <span class="_ _47"> </span>ograniczeń <span class="_ _1e"> </span>odnośnie <span class="_ _1e"> </span>do <span class="_ _1e"> </span>wykonywania <span class="_ _1e"> </span>prawa <span class="_ _1e"> </span>głosu, </span></span></div><div class="t m0 x64 hd y5d8 ff4 fs6 fc0 sc0 ls0 ws0">takich <span class="_ _4d"> </span>jak <span class="_ _1b"> </span>ograniczenie <span class="_ _4d"> </span>wykonyw<span class="_ _0"></span>ania <span class="_ _1b"> </span>pr<span class="_ _2"></span>awa <span class="_ _1b"> </span>głosu <span class="_ _4d"> </span>przez <span class="_ _1b"> </span>posiadaczy </div><div class="t m0 x64 hd y2b ff4 fs6 fc0 sc0 ls0 ws0">określonej <span class="_ _1b"> </span>części <span class="_ _1b"> </span>lub <span class="_ _20"> </span>liczby <span class="_ _1b"> </span>głosów, <span class="_ _1b"> </span>ograniczenia <span class="_ _20"> </span>cz<span class="_ _2"></span>asowe <span class="_ _1b"> </span>dotyc<span class="_ _0"></span>zące </div><div class="t m0 x64 hd y5d9 ff4 fs6 fc0 sc0 ls0 ws0">wykonywania <span class="_ _4"></span>prawa <span class="_ _16"></span>g<span class="_ _2"></span>łosu <span class="_ _16"></span>lub <span class="_ _16"></span>z<span class="_ _2"></span>apisy, <span class="_ _4"></span>zgodnie <span class="_ _e"></span>z <span class="_ _16"></span>którymi <span class="_ _16"></span>p<span class="_ _2"></span>rawa <span class="_ _16"></span>kapitałowe<span class="_ _0"></span> </div><div class="t m0 x64 hd y485 ff4 fs6 fc0 sc0 ls0 ws0">związane z p<span class="_ _0"></span>apieram<span class="_ _0"></span>i wartościowymi s<span class="_ _0"></span>ą oddzielone <span class="_ _0"></span>od posi<span class="_ _0"></span>adania papie<span class="_ _0"></span>rów </div><div class="t m0 x64 hd y5a7 ff4 fs6 fc0 sc0 ls0 ws0">wartościowych<span class="ff2"> </span></div><div class="t m0 x5d he y5da ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5db ff3 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _d"> </span>akcjami <span class="_ _d"> </span>Spółki <span class="_ _d"> </span>nie <span class="_ _d"> </span>wiąż<span class="_ _2"></span>ą <span class="_ _d"> </span>się <span class="_ _d"> </span>żadne <span class="_ _d"> </span>ograniczenia <span class="_ _13"> </span>w <span class="_ _d"> </span>wykonywaniu <span class="_ _d"> </span>p<span class="_ _2"></span>rawa <span class="_ _14"> </span>gł<span class="_ _2"></span>osu. <span class="_ _d"> </span>Zgo<span class="_ _2"></span>dnie <span class="_ _d"> </span>ze <span class="_ _14"> </span>Sta<span class="_ _2"></span>tutem <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5dc ff3 fs3 fc0 sc0 ls0 ws0">„TOYA” S.A., każd<span class="_ _2"></span>a akcja daje prawo do j<span class="_ _2"></span>ednego głosu na <span class="_ _2"></span>Walnym Zgromadzeniu.<span class="_ _4"></span><span class="ff1"> </span></div></div><div class="c xf1 y4c6 w88 h81"><div class="t m0 x33 h7 y54a ff2 fs3 fc3 sc0 ls0 ws0">Akcjonariusz<span class="_ _2"></span> </div></div><div class="c x112 y4c6 w89 h81"><div class="t m0 xd6 h7 y5dd ff2 fs3 fc3 sc0 ls0 ws0">Liczba akcji / liczba </div><div class="t m0 xd6 h7 y54a ff4 fs3 fc3 sc0 ls0 ws0">głosów na Walnym </div><div class="t m0 xa6 h7 y5de ff2 fs3 fc3 sc0 ls0 ws0">Zgromadzeniu </div></div><div class="c xed y4c6 w8a h81"><div class="t m0 x3e h7 y5dd ff4 fs3 fc3 sc0 ls0 ws0">Udział w kapitale zakład<span class="_ _2"></span>owym / u<span class="_ _2"></span>dział<span class="ff2"> </span></div><div class="t m0 x52 h7 y54a ff4 fs3 fc3 sc0 ls0 ws0">w ogólnej liczbie głosów n<span class="_ _2"></span>a Walnym </div><div class="t m0 x1c h7 y5de ff4 fs3 fc3 sc0 ls0 ws0">Zgromadzeniu w<span class="_ _2"></span>yrażone w <span class="_ _2"></span><span class="ff2">procentach (%) </span></div></div><div class="c xf1 y5df w88 h82"><div class="t m0 x31 he y5de ff1 fs3 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x112 y5df w89 h82"><div class="t m0 x6 he y5de ff1 fs3 fc0 sc0 ls3 ws0">28 <span class="ls0">284 304<span class="ff3">¹</span> </span></div></div><div class="c xed y5df w8a h82"><div class="t m0 x113 he y5de ff1 fs3 fc0 sc0 ls3 ws0">37,<span class="ls0">69 </span></div></div><div class="c xf1 y5e0 w88 h83"><div class="t m0 x31 he y5de ff3 fs3 fc0 sc0 ls0 ws0">Romuald Szałagan<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x112 y5e0 w89 h83"><div class="t m0 x114 he y5de ff1 fs3 fc0 sc0 ls0 ws0">9 <span class="ls3">652</span> <span class="ls3">290</span> </div></div><div class="c xed y5e0 w8a h83"><div class="t m0 x113 he y5de ff1 fs3 fc0 sc0 ls0 ws0">12,86 </div></div><div class="c xf1 y5e1 w88 h83"><div class="t m0 x31 he y5de ff1 fs3 fc0 sc0 ls0 ws0">Generali OFE<span class="_ _2"></span> </div></div><div class="c x112 y5e1 w89 h83"><div class="t m0 x114 he y5de ff1 fs3 fc0 sc0 ls0 ws0">5 001 147 </div></div><div class="c xed y5e1 w8a h83"><div class="t m0 x7e he y5de ff1 fs3 fc0 sc0 ls0 ws0">6,66 </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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qmPQKg3J3x/7VRGJXAu44obtj30yY9cHnXtVded+/0rHnbfY5ialWPVn/3+vR506nEvfOOHLlo3M+IE4gRyRiS8pRJUNLtQKPzK+JkdhupqOwBN7zAfQVjMmTc87zFPPvXgxQTIhABleAMl0SItKkWqskTmSCdFutGJ3D089BXGxChIZj9Yd/M3r9iR+ksbH4EjuNgaWOdQT1dLPv6li6dSD1BsRg85Yb9xzIIekAlct2m6JQF3VFfesBnBaCK90q57HLw0+mxQqsBNt+xAlRB3IczmMLZh664RjcQNGzYduN9eT3/66854yp9ONf1rN21rYcFqRxgnfmf12N/86eMPmmj7lcNbmCELgsHLDcdCoXCH02vN6zXM20GdFmnqbvvhPa8847H3OnTSR5U3Doq4VZYgQOYIjigEscpWi7VYOaNYdQ8oQ5Cc4E7hbZ88t/Hx7Ai1gGGQB9YYZaBx45qt/ub3fnba+7GOxx+5/0GrF4F0i7K4Zmt75c1TEHbJzr/0RjjEMaGa0Oz97nawhTF43bb1mjUzUG3eMmV5s2Vq5ooNs/B8+ZqbTjr68InKnv/CF1x46ZW5XpYk99zCzDXh7Qn7jn/sdc96+NHLVnBL7TvADIhFqwuFwh1Srw00gOZtP+968L2P+fQrT3/gXfaqKLE2xirnSgArtzFZJNyQAEM3CQyA5vMk6O5cChCChgEpKDt02drp/7xkfWUzTKM820a3wCRva1Q1Z5C3j6x31jmXXL5xV5aW9e0+dz2QSCKoPMuxb11+E9yv2TS66obNFTMYQB6xeuLIvRc3qN1w0/bpLbsE9kyhSr1Kw5zzuZfdQGjHyJeN1TkMrr5xdmmvWhJGjUcPsU83ZDP0mI7ee9F7XvTolz3hPvtVU3WapoRueHuhUCjcwfIhnTApUA845T4v/dMH7rdorsdhIlsSINTCWwEN0HYK78Pgo6BRZ6waNDKNAkYRo4CRaWgaBmV6MjhgXzvv+4k9z1OVsV8NTD0YLRAuy6NYSa6R9X9w1c0RqfLRUfutDD5LDQNbOa69YRNoV1x3w7DJ1uyCmujN0Qfu1fdkUBtHm6a2zuVZMImt4CG3OTXXrd9oyBkWI7bPpA997Kzfvc8x45h12AhCngNNLgj0dhx62un3fPaTTu8F75plSoRdKBR+9XpNpkqNAQgVQ5BFU7PvePuqM076x+ecdAwacBkwVoE1ABJxDKEyoD8/cyA0tmi/sWbVoji5bJ/9x31pFcTg1suoc1i6z4SvXlztP7bkkIk0GbGhqc++4AepHbgNWlbe+qPuPvGtNz/8My+7/0kHzDiXJg4Cm51Y/o1Lb2jRJ+qHH733wBAY21TDdOFlN2+2/vu/fFVbVU21jJ6g5v73PIIBJHtqLlw3cjP6bNYSj9ZWk4oTX7ls+zDXi9BMt2Gf8anTH3q/4dyuHXmS5ETOCOOg0WqwhlWRmkjN8x90+Ide9JCjV4mWDBVZkU7MRg1ZJh4UCoUFpJvMZVLdxgxjGO2a9GZY14cvw1//8WPvd5fVdAwZ+j/vVlut9LKnP+QvbOABPee7zv7Wmz5/iawOGlH5LS940iEHLQnG3Pqd6tG1G7Zet2km1fsB00FYUrd/9vRHHroyHri3vfYvnvzIF31gmwYCEOOFl6/JrhBs71V7HbH/su+sma6iOfyqG2753nXbLvzBleqPUdnZ26ueudexd3bQlNziVWtvFisJlTna2RwipJs3bLplx3DViqXrNtyY0/DEo1Z/9/I1g3au5xmh95NJoRBo0v3vducDDzvkNW8/6wuXbJJC8JSrxUMSUc6SISkUCgsaX+egNqQcm7YOFnvhTx5y1If/6swHHrW8n3bWHMX5OQD/E05buWxwyGRz+PjwwEXtogkTDVBQrtOuQyeaowb50EE+clG7sp+vWrdxLvYQHDRzf9h9jzxsZT1AmqCO2mfRCYetRHLSMvLGXb5l56zgAh501wODMWWnsIuDt551XupNUKBnM3vUvY9YOR4EGrx1u2LtZmegRWunD149aUj05BYuW3/L0YcfdP53L3v1K59/r7scOLFin/1XL+mhaX7iikRIJPKYjw4fxz+94LF/f+ZJ+yzyERc3yUwtclvm9hYKhQXVayJRLdWrrT8Z8suff/qrn3zqYct60QLiGJEr/Hx3/0xrAJhBUghtqEmbVzyootcajmXrCUy8/qYtqiJ8GyxUyg++1/6TaC1la2eXWDrxyNWRVfYM8+lc37h5mwBSD777QdbOIFSQj2zsKxffOJMpmROm4VMfes+ekiDAd7bVdTfvcAS5VozhxKNWyRPN2sxL121bOuiNVeG755939Q+vPO+cL93nnnc32k/RXcE4X9RYIy1h85RTjvzAa8/cb3nwPCdXxJ6JNoVCobAgei2EZD1FN02f8Yh7P/nEA/qclTdzsoY1GJF+vrV/Ny1GAEKV3ZVbIkN0xsTeyAmrJSJFoLd9pnUPFROM5vmA1ctNIzBYNGq0YrJPZzfPy1ltm2pImvIh+6xc0rlqmwH0OG6xgkPgPsvGDt13EsqRBvGGzdNTc5mIAPddMXnAinEItCgL67buMuXHPfS+G9eveec7/+EPHnbyoB+SM/yEMQjnvxNhPbC2elDF/jGr+3915ikHLmtry2iSFTuRQqGwUEQAYq9mOu0uk3/0ew+5z+F3WpwFq4JVGXAgswrVxM8Xfh8OYAQAVtQiDaOPWqsyKllIsdeiUkBNc2HLFJXHDQ6lXh32Wz5u2AlOgAnId9prqcssWE4joL95V2OCUUt7ft/f2fffLt5BJywpOZBgFWgPOXbVIASiJdxRfefKNUOPnb/2cYfc6ch9l1sIrcykH16/g0p7j/fe8MoXT4/SXj0jwFgzjxB+bAgvDZJE5O5LgMJ40GPuvvexr3vyP539nQ+dsyaiKXuoUCgsnF5H7XrifQ94y3MfupgtrU0uZ12RPSUAGWHEqvfzA0kjAmidj6qLe2badi59BmRK1gpx58jA8SSHD/uDWEUBzAYhVqzGBj2YuYQgZN85bCSBbtkeeLdDzv7++bQ6p2EIFXKL2AtqH3bXA6LBE8i2Ze/cS653RAFR7dGHrDrsTosBwCIca27eOpdsIozMenEs1t44as4L8n+PsGl0qfsYYgSsBaoauMvy+LpnPODwg6+7du2asocKhcLC5UP2X9576dMfMEaY1SnlaM28n7RaqLVfsEuEVaZp99yvxuqMCiAlU6rkAU2FlmgFb9XAUjZ1ZlFmAOaNszNCL0TRAaMDUkoZcLhb4LGHrKryDCQGWG5IEaw1POaQ1QS6AyXgsrUbAEIKaA/eZ9leSyYCvTNhnZodbp9tCRlQAYCZYAL4UzPYIBABg1MNSOWWybOPVcbfP/mQ4469S9lDhUJh4fR62Ojq67e0hlYpBCJ7DZmEzlpaue68T3+eYAOgZBIhgSIFESmqCWrgjXkAKgF1nEM1gzg0hoSUYUCcN8uWGQiMSFAB9NgJKYNgR+634h4HLKKnrl8+myH78QctWb205yk5Ihhu3rZr7ZYh6UAexHz4/nsvneitHO+m/abWcflNWwUzoFYCI+CAw8J/ux7frddAgkbwZlZMoQKi0Rpg/bYdU9NTZQ8VCoWF0+ubp6unvvojZ3/jkhEsewWbpDJAMIIVQPovUAWhFCQgA8mQK7WmxHndhxDAGh6gigiLKkce0QnZyNumJVAZAHcD0qhlaAFQFYRFvUh2ttqYrPmkBxzH3CoER1CozfNDjt8XCFWgQGdcs/7GWfXMU6CvXDy2cmk/mh+0ajGUo5LDvr92W5Z1XfPepaUp/2nvP5zXbYAR1h9jyOAwmCpeum77Y17xkauvu6nsoUKhsHB6DXImLH3Nuz9/1rlrdsDSfMJ2fkAMaLBfpJHPAYEmi4IBTnjnJSKGZCGx7vxFCCyqqtjSUk9gk9Ls0KHObcQhze2aIxMAiCAXjVW+O9qVp3sde+fxXoVQZxksGnDcofslEcqdb/emzVOOYHRIK5cuNojU3isHRDYJ5LqtUyBBiN0MHTpNP12v592sHFXDqJRqYEScv27H/33nJzZMR2coe6hQKCygXqsdOdY1q1/wrv984TvO+eHORpDUUrmbuyUByMB8vbEDQgs4lDA/2QAOitlhCUykM9CrLifSHSPDgZQAyleOD4xjUCX1m9bXbtneshu9JSGv2zktj7Ism+tpduniAeScn/Zih+w9OHS/pWxECxz5RC8dc9j+sRudIFhKl1y/i/DOBXXVqhVJnEPYd+Vk5aNs0WVXr9vu8/mamDtPa5+fpwMl+AjILeBI8ATBoQx3YGS2ZZTf9MlvPfGvPnz+DTkpeumXKRQKC0XXjy6ArXFbo7O+fun3r1zzwVc+7s57L+srmWcwMLUKFSCQ5HyCgPAu3wzQQUMgWgpGEC5YZi2TuxlIMMCAkRAMvt/qvRrbZJbpLcHzLl1734OWVNkD2bguvXlb5gR8F9GOIa/ea0mA6JmhhhBZr1jSlw9liQpV1Qz6IcIVooAKzcU37RSQYM74vctv+oMXvCP0+9dtFS02HKM3a9ZtbBVqAk4EQtlEDxkIQAQdUAQAkxwSzQUmt+0pPP/17z/nis27uBiMUC79jYVCYWHj691UvTH2xtZu2Pbid3zu8luaEQMoeIPITMicbIgcACIKcbfFKK0zIekssyGDB2WZq/sCgbLQTVkHAK5cNlH50MGKW8lw4fevalxITWjA2Lv6+p1oPcjAsVhPLJlcBHQ3CDH/7sIIE5hFCHF+rgIgqAlYv/VmWC8zgLZx5/Dba3d+5eqp63a0DSLMSN8+Pb1ztrlVa6KB1kXKLTFiEIw+l6QcKphJEuN0y7d+8JzzL1vXqg+QnmovxdeFQmHB9bq739Ymzbah6S37ytXDp7zife/8zEWbc0whSg0BIKsbtSLA0TWrOLq5t25wIQCgMpUN2ZS6DEdQDp6oFgwGgHbnA1YutSmoBfpNXnbR1dsvvHpjEzGswucu2nTxNdsBxow62wF7L1/UN5JA6Ko1glArGWZhM8Rc8Gxid+fQkG6YwsadDomSeaOcm2rRKC5vEWFuPhvVZMYfrtsIz/MOqaQIhzlIIECEg2aEHAmcZf2ZC9c+7dXve++XLt1peyUbp4coVZ7KBioUCr+K+FoOSLHXoJfC+LXb+ZoPfv0v3vnFTcnmFAytgIS+OtuM3XNldt+mc8B9t2s2QBHBzXKgDHRZgs2BZoDAA1cvPnx5iEgjXyFMbM/j/+etHz/3pvb9373xeW/51HSqracs9jV34uFLe93hYF0m3CDLeT51TuePBkRadF17487RzGKo7SJulwIjvI0V0c4anMQQYz+4YQ5WQck6XyfCu1JrIaoFMtgzb+jtLPDP/3HpH/7NR7985a6puLLBeE4mmiMk9soGKhQKC0ZEN/qLNDlpWQ6L5kMHZjj+b+dftWPn1JmPOfW0I1cMglXdbTkD4BHmP9LrzhdpvpNRspbREcTgoJND9lqMB1g3LqBPnPHwEy9637eS9WCN57xm6+DxL/3InHlqAzGSK9Xjsd3+4BMOioC4u1uScqC1ntsisBWq1uSdNRMcPrr8um014Z4za7DnFmfzXGBS64xVUi+jEuPlazePdGTPuDtHI0PuMi3OCDmRk9XXbJx516e/+eGvXzEVV5qNedsydDUlzKyyFb0uFAoLHV9TIOGmZGrhrSORyZAbDP7z8m1nvOaTb/m37+3s8gQpS0pyeGue7UfHoUEEBGthSYaqoc2atYToBgQHABcQ6Y974L3uNMEK04EztDyH8W3N5BwWtTlFuuoI8OB9V97zqAMjnNwjrAARzJECvIfMMP+kdEgxXbVhfWM7e2oCcmWjiTBcEvPSMLuUM+NqwUghqLluzdrGINJdQFZuDPPeTdmREUYevnDJpse86J3v/6+rdmjSxdDOVByZD00jIsN+lFIvFAqFBYqvb9Vw3nUnphwId8qdscGgMfvHT557wOqVjz/xwEFlUNMp1e7JjF2lMsEuI8LsyISURA+OKKuatnK0Ad1gR8qj4+Tjj7jxK8to3qQAAA4+SURBVFeNvBZ7CII1aIaxNz6caTDbRsMTH/GA8ag9ZzifbVET8nAsoJWCwfLMnizMSOHqzdu9V/nMsKpw94Pu9MdPfmRADp4t8L2f+vIXLt1iSlF5y5ZdUwlj9GABcAvIoBjpbWWccbvkxumXvOOsdXPjLce7YhiDsggKcCIJXqalFwqFhdfrWzkyQVTOMifdekIPQvR2p1a86J2fvmzd3Z7+0BMPXVL11CgbAwDv7gTulm+4EIkec1YPDNKQakMlKGO+lkMCBpU/8/R7f+Xb1948O95aT5wmZox1anqox3u+7dFHr3zqfQ/u5xFCFNgJPcDMkC2mNskyzCwY0HlM2awmr7mx9bzE+0PmmVMOH3/UkTREKCSEa45Y8R+XbGhRJevfPNOuv3nnXvsOumS7cmNWUVnijiE+eu6lr//Yd2+eXeSBFIlGsMb6ggPJkAyZSirmfIVCYcHzIYKUwczoDCKDXIhiHxYDmr6mkmOLJt/2+Usf9+J//M51O1v150LditK8Z7+AbiJtAELCWJ6JqKABUcmsDWE2hN35DEj0rN/Ze+IFzzxloFvk06AHr63pAQicO2g8v+YZD1wS5uBp91AFAC4ys05x3Om0xpFaBFkWUAm3bBtNb9hprbXWz4wH7bOql+dqb6o814MftM9KKcmoUA3Ru/gHlwc6IHcwVp6TS5dv09Pe8KkX/fNXb5yOnkDBvO2K0BUGsBoMjiiQUlBbNlChUFhQvZ6vj2BwxMyYEV2BIpCBLLiTHh0WUu6v32EvfPOHL7llmIhkoYt8sTtKnz8oU18z43nLonzLEt82yFPBfbd30vxtyRjrPvTwe9/l/seuWMGNvWZH7ajh49i+eLT+eY8/bd9VfaUheOtWeAkwqNdOL+K2xdi8yLcv0py3mZDldsvGLSvDzuXpxvG5G8fT9r2WjiPUCmMIY1lavWxskc0uxZZx31j5zjXXrZcyQJGNu0K1pY2vec8XvnLFlhlOIliIZnCCFgLgUAOl7hQc0RnVGfwVCoXCgkBJHzvvmif9/X85ezCDAGWgjj4bNWrNcqeYAXBFr0xBaA5ZyZf9/nEPPului6MiXYhwumXCzME8t25m1/rtqoAgjhiPX1X3eoMcLSoBSB5Mbmyz93Z4+9VLrz3/8m1Xb2pDsCNX2QOO3+ekww+iJSPpVpEgKQdyRoTvvHITto+ycYYaj9LdDpwUQpV3bhn2rr1lZ6INHLNWHbl6sHQsjlhFiRrNNX7hhuG4RkFp1sYG/eq4VUQeeISD51+x4bUf/Ma3r9k2CmOOXCnLmVEJFdgEjqJLCJmx68TpygWfe/87/8OzTy7bqFAoLJBef+S865709/8FgOzyG/i5a7O6p/b0+xz08meceti4x9wkq5xV7a0YXWbWpZvht/rd+BPH6b78yePPF4Ts/v7POhkAP/X7DQ1SBIxwMksV5hLGug76HnLy3IRePzdG3ILqvefc9KYPfG7bKPyv/ggAnvvAw4teFwqFhSH+//2a56ZV+4WvfnvcZ1//xw9fFhA8BQMsCKR13TO+u76761vXz518QJLkL34ae354j6zvfmMAJaPwo5q72NkGZuVM0Oo6J8DmGD72xUvf+J7P7orLgGK2VygUfuP0mibBdtnqj5634cYtZ730zNPufsCSQWdjRwP3OJG6wQgRgjJY/1TB/V9p9P8g9D8K5NVovgJQndsU0LVltkQSg7tH5HU7/PUfO/cT37hqrtqrRYDKsPNCoXDH5f+z40Oih4GHwaxN/Nc1257yivd+7PwbNreVaKY2KIF0RMGolmoABxfy7ty8Cex83QoyXCA8VG4VlWi4+Ob2zNd/8F+/dt1OLm2rAX6hGTqFQqHwaxdfs1ZrDHOyJrlvGC79i7d9/hsnHfqyJ9znkGVVgAMhQaELtkEhtMCCtW8LUWTn32QAkEUjIHmCbR/V7/n0N9/znz/YOOMpTMKz5ZkANaXeo1Ao/ObptTwDqnxoGibENgxajn38vOt+eNll//iqZx+5z6Ke55ouhMQqQ7awueHE0N3KDOiyImiJWtngW4d87hvP/tIl29tqEnQgBSYDU/GyLhQKv5H5EFg2jugwr4Mi1ABNg/rK7eH/vP3sK7d5Q8JH8DQSUnfLUQveDaiuU94hr4DEsLkJb/rAl77yg81tXAYSSCGP4N6i8lDMmwqFwm9kPgQZ9NZ6rSoiBczSU0K9Kyw9d+3wD17ynmc9+LhnP/S48dpqSPIIh5JUL8xVBWVKkEPIEhlaNGd/98a///S3Ll67bYRFMc+65kyZUEYFdgUsJYVdKBR+4+JrKkiVh8ojczCqYjdCSylZvXY6vvYj5z3/bZ/ZLgvIVTtFtCNfuADWcgO0YM5Sjr0pC2/97EV/+MZPfmu9z8UVFZp+3hbVAsiIAk2JZVhMoVD4jdRrwYQIZFgDZik6ahDwBnmYnNO25N+/u+7vPnruVI6IPWUqBtyqveV2vqwAwZPnUG91fPHba9/4qe/s4hIBaHbBR7KQGTMqZyA8qO0aLwuFQuE3LR+izlZUidkFy9ZVVijQBXMRDFNY8o7PXXTJNTc+5zGnnHrMnaKEX7rO+hckIQKWK7ts49Q//fuFn73g8q3tpBFVMyempqobVOrMUeWCeTfBplAoFH7z4mvQYaMqe79VlQTLtJbKzuCsaKzy0CxOa/EXrtr1jNd98BP/efGeAHYBQuxkNkK4/LqNZ77g9R8756INzYSlkaUMWbZKrBT6nbErlQXL1vcyLKZQKPxGxtdwAlVrbLqRtbnrN99tF0VvafAMBKC3Xctf/eFvVXc68El3cWAcqsEGbvA47+4XkADA4/zM8u6+X3RE/ymFgBnKcMAkVkOw0jDIgCBKpCPMAddO5We+6+s/yIch9qDsyB40bxvlGZiZNzCBAU41C5SoKRQKhYXW618kBJeLBMzF7TPNq/72A5effMSTH3WfOy9Xz2uCstYRDYA80gV2M8M4r+L2U+N/wUSjAcxE7iE4a4GQSDWwHXP5E+df+cFPf+3aWzJsghqZUkbJdxQKhaLXP0uv0WWHKdoc6ltGesdX1nzuO2ve9+qnHbOqHzWE4BaN6AbcEJDg7EZBdgNvXN2Rfkyv6ZAIQwho6aPEirKe2dDtloQXvP7951yxc4RqznskKjXRm9kwVl7sQqHwa83t2tInwueH17CeaW225Zpt4SVvOfv6GW9DRetFtICLIcMg60w/5ifWdOL8E0MSDR52/x9gICt4AEbANPC3//qlr16+acYmR96z3kT3NlBC60KhUPT650TYhEyZRiCgXkROjKw+7/qtZ7zygx8977qNTU5wgN4JM0HShD3zc6FbSfePyECK2D3YhtHgI+iCazY/928//b5zrtgWVydEVH1PSbCW1chKcF0oFIpe/2wcFGhw5JZGdF2OadhYfclNwz974yde8I9f3I5eCwZvI1oBTpo87ImIf1pwLMTOHNXUQu6wOfb++fPfO+Pl7/nMRTfNVEvlgFr5yJhBOesUBuWVLhQKv+7cjvlr0ARBKVCeR2JowwjomytzNNNf8slzN2/dctYrn3ba3Q9YWttQgGBBGTKzIFCwn8yHOCgpyB1sGW7YOvfmT573ya9eNuXLU6iY2wo5d0PYBTKIAMsggkKhUOLr/1GwJYqkEJSiGqAHa5xt1kTW4mzx3Cu3PvMvP3jWdzdu45jQRs1BABzo+lfoPx5f55xNKSjJMWT83obh0//6o//6lWu2YWmyXpdWSawzo9MAmJJpCJ8pr3ShUCh6/T+grihbZJeMtgxACAEY0GPUTOtctyu88O8++olzr03sCULswWIn2T95xBAC4fCUo11y49RzX/3P372xaeIkYMFkuRGD2wCMYnQYoYDcWYUUCoVCyYf8bL0GHeakwQ1unHWNw8cQhvRRyMyBTZi8hXrZu754/dWH/cnjTp2cUM/YE0nHjzewd/N5HZz2/se/eOmbPv61m4ZVY4spp5xtYjAHwa5tx8TooiGzVIgUCoWi1/9T6K7sNKCat6BWBmu60edgI6eNQh8xs23leTpXb//i1d9fO/265z3ksFXj5qoD/ptYd4sNc3zLxy943xe+O10t8QBLQ6TWqr5sLPuQaMx3UMFpjuAMPl+xXWYzFgqFkg/5GXRzwEAABhpo8MVA6mFHlQ0+hkA4I/OArZFDW/qtKzf99d++ff2mKQthPpzeczTS3YfD4Xs+9JmPfPGCXWGxK9JznXZVppyUZbAYlPo+E+SmrkMyghXKoK9CofCbEV+zs9ub70jco7a/7Nq7hnJv94guuU3CEItAGEZqAVhCzKwAGNrZOPHvN/V/8IqPv+yMkx977zuPx4TsxgoaZvFr12x9xYe+fuHV251LoWxKAEY2AAAmU5Ijoz/LPgnJqRHU2TrdZhf1k+tCoVBYOL0WTaHqBFW3EtcFXecMksr9ytbuzH/09i/98KapFzz+hKWWHTbi+L9dcP2r3/2Zm4fjuVqK1M6H3L/CE5bQDRsrFAqFhYuvPYc00wngHklaoDV9T66DZIBz5OJgFCc+9JmvLrXZM08/KVT5G1duf9P7P3fTTrjR0izRLuhJ/ux1qTwpFAoLqteHrJ585v2P6HToVrmDBVkzd/mF3ekFClEWHd7zvbdvueXc71y898ol37zghyced5d72aCXG6J1LOxJ/uz1CUfuU/ZQoVBYGCgpAaPu0/2vOlzNQCL7Ui1lYGgGV59oySwZ0ANEpl/pSd56TWDAUixYKBQWKr6OQIB2h7m7JelXsRYAOZWhJjBUqh0WMnrMQgtzgFKsd88w+JWfcPH+KxQKCxpfl79CoVAo3PGx8icoFAqFoteFQqFQKHpdKBQKRa8LhUKhUPS6UCgUCoVCoVD4jeb/AWF2JstTNdpQAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">43<span class="ls0"> </span></div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">26.7.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Wskazanie wszelkich <span class="_ _2"></span>ograniczeń dotyczących pr<span class="_ _2"></span>zenoszenia prawa <span class="_ _2"></span>własności </span></span></div><div class="t m0 x64 hd y5e2 ff4 fs6 fc0 sc0 ls0 ws0">papierów warto<span class="_ _0"></span>ściowych Spółki<span class="ff2"> </span></div><div class="t m0 xd he y5e3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5e4 ff1 fs3 fc0 sc0 ls0 ws0">W 2023 <span class="ff3">r. nie było o<span class="_ _2"></span>graniczeń w tym zakresie. <span class="_ _2"></span></span> </div><div class="t m0 x6 hd y5c8 ff2 fs6 fc0 sc0 ls6 ws0">26.8.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Opis <span class="_ _47"> </span>zasad <span class="_ _47"> </span>dotyczących <span class="_ _10"></span>powoływania <span class="_ _47"> </span>i <span class="_ _47"> </span>odwoływania <span class="_ _47"> </span>osób <span class="_ _47"> </span>zarządzających<span class="_ _0"></span> </span></span></div><div class="t m0 x64 hd y20f ff4 fs6 fc0 sc0 ls0 ws0">oraz <span class="_ _4"></span>ich <span class="_ _16"></span>uprawnień, <span class="_ _4"></span>w <span class="_ _16"></span>szczególności <span class="_ _4"></span>prawo <span class="_ _4"></span>do <span class="_ _16"></span>podjęcia <span class="_ _16"></span>decyzji <span class="_ _4"></span>o <span class="_ _16"></span>emisji <span class="_ _4"></span>lub </div><div class="t m0 x64 hd y5c9 ff2 fs6 fc0 sc0 ls0 ws0">wykupie akcji </div><div class="t m0 x98 he y5ca ff1 fs3 fcc sc0 ls0 ws0"> </div><div class="t m0 x6 he y5cb ff3 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>ze <span class="_ _2"></span>Statutem <span class="_ _2"></span>„<span class="_ _2"></span>TOYA” <span class="_ _2"></span>S.A. <span class="_ _2"></span>Zarząd <span class="_ _2"></span>s<span class="_ _2"></span>kłada <span class="_ _2"></span>się <span class="_ _2"></span>z <span class="_ _2"></span>jednego <span class="_ _2"></span>do <span class="_ _2"></span>s<span class="_ _2"></span>iedmiu czł<span class="_ _2"></span>onków, <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _2"></span>Prezes<span class="_ _2"></span>a <span class="_ _2"></span>Zarządu <span class="_ _2"></span>oraz, <span class="_ _2"></span>jeżeli<span class="_ _2"></span> </div><div class="t m0 x6 he y5cc ff3 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _10"> </span>jest <span class="_ _10"> </span>wieloosobowy, <span class="_ _f"> </span>Wiceprez<span class="_ _2"></span>esa <span class="_ _f"> </span>Za<span class="_ _2"></span>rządu. <span class="_ _10"> </span>Liczbę <span class="_ _f"> </span>członkó<span class="_ _2"></span>w <span class="_ _f"> </span>danej <span class="_ _10"> </span>kadencji <span class="_ _10"> </span>Zarządu <span class="_ _f"> </span>okreś<span class="_ _2"></span>la <span class="_ _f"> </span>Rada <span class="_ _10"> </span>Nadzorcza. </div><div class="t m0 x6 he y5cd ff3 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _2"></span>Zarząd<span class="_ _2"></span>u <span class="_ _2"></span>powoły<span class="_ _2"></span>wani <span class="_ _2"></span>są <span class="_ _4"></span>na <span class="_ _2"></span>wspólną<span class="_ _4"></span><span class="ff1">, <span class="_ _2"></span></span>trwającą <span class="_ _2"></span>trzy <span class="_ _4"></span>lata <span class="_ _2"></span>kadencję, <span class="_ _4"></span>zaś <span class="_ _2"></span>mand<span class="_ _2"></span>aty <span class="_ _2"></span>Członków <span class="_ _4"></span>Zarządu <span class="_ _2"></span>wygas<span class="_ _2"></span>ają </div><div class="t m0 x6 he y5ce ff3 fs3 fc0 sc0 ls0 ws0">najpóźniej <span class="_ _e"></span>z <span class="_ _e"></span>dniem <span class="_ _16"></span>odby<span class="_ _2"></span>cia <span class="_ _e"></span>Walnego <span class="_ _e"></span>Zgromadzenia<span class="_ _2"></span><span class="ff1">, <span class="_ _e"></span></span>zatwierdzają<span class="_ _2"></span>cego <span class="_ _16"></span>sp<span class="_ _2"></span>rawozdanie <span class="_ _e"></span>finans<span class="_ _2"></span>owe <span class="_ _16"></span>za <span class="_ _e"></span>ostatn<span class="_ _2"></span>i <span class="_ _16"></span>pełen <span class="_ _e"></span>rok </div><div class="t m0 x6 he y148 ff3 fs3 fc0 sc0 ls0 ws0">obrotowy pełnienia <span class="_ _2"></span>funkcji.<span class="ff1"> </span></div><div class="t m0 x6 he y5cf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5e5 ff3 fs3 fc0 sc0 ls0 ws0">Członkowie Zarządu s<span class="_ _2"></span>ą powoływani i odwoł<span class="_ _2"></span>ywani przez Radę Nad<span class="_ _2"></span>zorczą. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5e6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5e7 ff3 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _2"></span>Zarząd<span class="_ _2"></span>u <span class="_ _2"></span>mogą <span class="_ _2"></span>b<span class="_ _2"></span>yć <span class="_ _2"></span>w <span class="_ _2"></span>każdej <span class="_ _4"></span>chwili <span class="_ _2"></span>odwołani, <span class="_ _4"></span>co n<span class="_ _2"></span>ie <span class="_ _2"></span>uwłacza <span class="_ _2"></span>ich <span class="_ _4"></span>roszczeniom <span class="_ _2"></span>ze <span class="_ _2"></span>sto<span class="_ _2"></span>sunku <span class="_ _2"></span>pra<span class="_ _2"></span>cy <span class="_ _2"></span>lub <span class="_ _2"></span>innego </div><div class="t m0 x6 he y5e8 ff3 fs3 fc0 sc0 ls0 ws0">stosunku p<span class="_ _2"></span>rawnego łączącego ich ze Spółką<span class="_ _2"></span>. <span class="ff1"> </span></div><div class="t m0 x6 he y5e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5ea ff3 fs3 fc0 sc0 ls0 ws0">Do  kompetencji <span class="_ _1e"> </span>Zarządu  należą<span class="_ _2"></span>  wszystkie  s<span class="_ _2"></span>prawy  Spółki, <span class="_ _1e"> </span>które  nie  zosta<span class="_ _2"></span>ły  zastrz<span class="_ _2"></span>eżone  do  kompetencji  Wa<span class="_ _2"></span>lnego </div><div class="t m0 x6 he y5eb ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia lub Rad<span class="_ _2"></span>y Nadzorczej. <span class="_ _2"></span> </div><div class="t m0 x6 he y5ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5ed ff3 fs3 fc0 sc0 ls0 ws0">Zarząd pracuje w<span class="_ _0"></span> oparciu <span class="_ _0"></span>o <span class="_ _0"></span>Regulamin <span class="_ _0"></span>zatwierdzony przez R<span class="_ _0"></span>adę Nadzorczą, <span class="_ _0"></span>co określa <span class="_ _0"></span>Statut „TOYA” <span class="_ _0"></span>S.A. <span class="_ _0"></span>Regulamin ten </div><div class="t m0 x6 he y5ee ff3 fs3 fc0 sc0 ls0 ws0">wskazuje <span class="_ _e"></span>s<span class="_ _2"></span>zczegółowe <span class="_ _e"></span>komp<span class="_ _2"></span>etencje <span class="_ _e"></span>Zarządu. <span class="_ _f"> </span>Zarząd <span class="_ _f"> </span>prowadzi <span class="_ _e"></span>s<span class="_ _2"></span>prawy <span class="_ _e"></span>Spółki,<span class="_ _2"></span> <span class="_ _e"></span>zarządza <span class="_ _f"> </span>jej <span class="_ _e"></span>majątkiem <span class="_ _f"> </span>i <span class="_ _e"></span>reprezentu<span class="_ _2"></span>je </div><div class="t m0 x6 he y5ef ff3 fs3 fc0 sc0 ls0 ws0">Spółkę na zewnątrz. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5f0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5f1 ff3 fs3 fc0 sc0 ls0 ws0">Niżej <span class="_ _0"></span>wymienione <span class="_ _0"></span>dokumenty <span class="_ _0"></span>korporacyjne, <span class="_ _0"></span>zawierające <span class="_ _0"></span>m.in. <span class="_ _0"></span>opis <span class="_ _0"></span>zasad <span class="_ _0"></span>dotyczących <span class="_ _0"></span>powoływania <span class="_ _0"></span>i <span class="_ _3"></span>odwoły<span class="_ _2"></span>wania <span class="_ _0"></span>osób </div><div class="t m0 x6 he y5f2 ff3 fs3 fc0 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch oraz <span class="_ _2"></span>ich u<span class="_ _2"></span>prawnień, w s<span class="_ _2"></span>zczególności u<span class="_ _2"></span>prawnienie d<span class="_ _2"></span>o podjęcia <span class="_ _2"></span>decyzji <span class="_ _2"></span>o <span class="_ _2"></span>emisji lu<span class="_ _2"></span>b wykup<span class="_ _2"></span>ie akcji, <span class="_ _2"></span>zostały </div><div class="t m0 x6 h6 y3c2 ff1 fs3 fc0 sc0 ls0 ws0">umieszczone na stronie internetowej<span class="_ _2"></span> <span class="fs2">https://toya.pl/</span><span class="ff3">w zakładce Dla <span class="_ _0"></span>inwestorów <span class="_ _2"></span>–<span class="ff1"> </span>Materiały dla inwestorów –<span class="ff1"> Statut,<span class="_ _2"></span> </span></span></div><div class="t m0 x6 he y5f3 ff1 fs3 fc0 sc0 ls0 ws0">regulaminy: </div><div class="t m0 xc he y5f4 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Statut „TOYA” S.A,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5f5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Regulamin Zarządu,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y112 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Regulamin Rady Nadzo<span class="_ _2"></span>rczej, </span></span></div><div class="t m0 xc he y5f6 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff1">Regulamin Waln<span class="_ _2"></span>ego Zgromadzenia.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hd y5f7 ff2 fs6 fc0 sc0 ls6 ws0">26.9.<span class="ff8 ls0"> <span class="_ _1b"> </span><span class="ff4">Opis zasad zmia<span class="_ _0"></span>ny Statutu Spółki<span class="ff2"> </span></span></span></div><div class="t m0 xc he y422 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3c8 ff3 fs3 fc0 sc0 ls0 ws0">Zmiana <span class="_ _0"></span>Statutu Spółki <span class="_ _0"></span>dokonywana jest <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z przepisami <span class="_ _0"></span>Kodeksu spółek <span class="_ _0"></span>handlowych. Uchwały <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _0"></span>zmian <span class="_ _0"></span>Statutu </div><div class="t m0 x6 he y3c9 ff3 fs3 fc0 sc0 ls0 ws0">zwiększających <span class="_ _1b"> </span>ś<span class="_ _2"></span>wiadczenia <span class="_ _1b"> </span>akcjonarius<span class="_ _2"></span>zy <span class="_ _1b"> </span>lub <span class="_ _1b"> </span>uszczuplających <span class="_ _1b"> </span>prawa <span class="_ _1b"> </span>p<span class="_ _2"></span>rzyznane <span class="_ _1b"> </span>osobiście <span class="_ _1b"> </span>poszczególny<span class="_ _2"></span>m </div><div class="t m0 x6 he y52a ff3 fs3 fc0 sc0 ls0 ws0">akcjonariuszo<span class="_ _2"></span>m wymagają zgody wszy<span class="_ _2"></span>stkich ak<span class="_ _2"></span>cjonariuszy, których d<span class="_ _2"></span>otyczą. <span class="ff1"> </span></div><div class="t m0 x6 hd y1c6 ff2 fs6 fc0 sc0 ls6 ws0">26.10.<span class="ff8 ls0"> <span class="ff4">Sposób działania Wa<span class="_ _0"></span>lnego Zgromadzeni<span class="_ _0"></span>a i jego zasadnicze uprawnieni<span class="_ _0"></span>a oraz </span></span></div><div class="t m0 x64 hd y5f8 ff4 fs6 fc0 sc0 ls0 ws0">opis praw akcjonariuszy i sposobu ich wykonywania, w szczególno<span class="_ _0"></span>ści zasady </div><div class="t m0 x64 hd y236 ff4 fs6 fc0 sc0 ls0 ws0">wynikające <span class="_ _10"></span>z <span class="_ _47"> </span>Regulaminu <span class="_ _10"></span>Walnego <span class="_ _10"></span>Zgromadzenia, <span class="_ _10"></span>o <span class="_ _47"> </span>ile <span class="_ _10"></span>informacje <span class="_ _47"> </span>w <span class="_ _10"></span>tym </div><div class="t m0 x64 hd y5f9 ff4 fs6 fc0 sc0 ls0 ws0">zakresie nie wyn<span class="_ _0"></span>ikają wprost <span class="_ _0"></span>z przepisów<span class="ff2"> prawa </span></div><div class="t m0 xc he y5fa ff1 fs3 fcc sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">44<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Obrady <span class="_ _16"></span>Walnego <span class="_ _4"></span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _4"></span>„<span class="_ _2"></span>TOYA” <span class="_ _4"></span>S.A.<span class="_ _2"></span> <span class="_ _4"></span>odby<span class="_ _2"></span>wają <span class="_ _4"></span>się <span class="_ _16"></span>zgodnie <span class="_ _16"></span>z <span class="_ _4"></span>przep<span class="_ _2"></span>isami <span class="_ _16"></span>Kodeksu <span class="_ _16"></span>spółek <span class="_ _16"></span>handlowych, <span class="_ _16"></span>Statutu </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">Spółki oraz p<span class="_ _2"></span>ostanowień Regulaminu Waln<span class="_ _2"></span>ego Zgromadzeni<span class="_ _2"></span>a, przy u<span class="_ _2"></span>względnieniu innych powszechnie ob<span class="_ _2"></span>owiązujących </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">przepisów <span class="_ _4"></span>prawa. <span class="_ _16"></span><span class="ff1">Walne <span class="_ _4"></span>Zgromadzenie <span class="_ _4"></span>obraduje <span class="_ _4"></span>ja<span class="_ _2"></span>ko <span class="_ _4"></span>zwyczajne <span class="_ _4"></span>albo <span class="_ _4"></span>nadzwyczajn<span class="_ _2"></span>e. <span class="_ _4"></span>Zwyczajne <span class="_ _4"></span>Walne <span class="_ _4"></span>Zgromadzenie </span></div><div class="t m0 x6 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">zwołuje  Zarząd  Spółki  i  powinno  się  ono  odbyć <span class="_ _10"> </span>w  ciągu  sześciu  miesięcy  po  upływie  każdego  roku  obrotowego. </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">Nadzwyczajne Waln<span class="_ _2"></span>e Zgromadzenie zwołuje Zarząd<span class="_ _2"></span> z własnej i<span class="ff1">nicjat<span class="_ _2"></span>ywy, na pisemny<span class="_ _2"></span> wniosek Rady Nadzo<span class="_ _2"></span>rczej, albo na </span></div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">wniosek <span class="_ _16"></span>akcjo<span class="_ _2"></span>nariuszy <span class="_ _e"></span>reprezentujących <span class="_ _16"></span>co <span class="_ _e"></span>najmniej <span class="_ _16"></span>1/20 <span class="_ _e"></span>kapitału <span class="_ _16"></span>za<span class="_ _2"></span>kładowego, <span class="_ _16"></span>złożony <span class="_ _e"></span>Zarządowi <span class="_ _16"></span>na <span class="_ _e"></span>piśmie <span class="_ _16"></span>lub <span class="_ _16"></span>w </div><div class="t m0 x6 he y30d ff3 fs3 fc0 sc0 ls0 ws0">postaci ele<span class="_ _0"></span>ktronicznej. Wniosek <span class="_ _0"></span>o <span class="_ _0"></span>zwołanie <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia <span class="_ _0"></span>powinien <span class="_ _0"></span>określać spr<span class="_ _0"></span>awy <span class="_ _0"></span>wnoszone pod <span class="_ _0"></span>obrady <span class="ff1">lub </span></div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">zawierać <span class="_ _14"> </span>projekt <span class="_ _d"> </span>uchwały <span class="_ _d"> </span>doty<span class="_ _2"></span>czącej <span class="_ _14"> </span>prop<span class="_ _2"></span>onowanego <span class="_ _14"> </span>porzą<span class="_ _2"></span>dku <span class="_ _14"> </span>o<span class="_ _2"></span>brad. <span class="_ _14"> </span>Zwołanie <span class="_ _14"> </span>Nad<span class="_ _2"></span>zwyczajnego <span class="_ _14"> </span>Wa<span class="_ _2"></span>lnego </div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia na wnios<span class="_ _2"></span>ek Rady N<span class="_ _2"></span>adzorczej powinn<span class="_ _2"></span>o nastąpić w ciągu dwóch tygodn<span class="_ _2"></span>i od daty z<span class="_ _2"></span>głoszenia wniosku. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y184 ff3 fs3 fc0 sc0 ls0 ws0">Rada Nadzo<span class="_ _2"></span>rcza zwołuje Walne Zgromadzeni<span class="_ _2"></span>e: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y185 ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">w przypad<span class="_ _2"></span>ku, gdy Zarząd Sp<span class="_ _2"></span>ółki nie zwołał Zwyczajnego Walnego Zgro<span class="_ _2"></span>madzenia w przepis<span class="_ _2"></span>anym terminie, <span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y186 ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">jeżeli <span class="_ _e"></span>po<span class="_ _2"></span>mimo <span class="_ _e"></span>złożenia <span class="_ _e"> </span>p<span class="_ _2"></span>rzez <span class="_ _e"> </span>Rad<span class="_ _2"></span>ę <span class="_ _e"></span>Nadzorczą<span class="_ _2"></span> <span class="_ _e"></span>wniosku,<span class="_ _2"></span> <span class="_ _e"></span>Zarząd <span class="_ _f"> </span>Spółki <span class="_ _f"> </span>nie <span class="_ _e"></span>zwołał <span class="_ _f"> </span>Walnego <span class="_ _e"></span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _f"> </span>w </span></span></div><div class="t m0 x98 he y295 ff1 fs3 fc0 sc0 ls0 ws0">terminie, albo  </div><div class="t m0 xc he y296 ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff1">gdy uzn<span class="_ _2"></span>a to za wskazan<span class="_ _2"></span>e.  </span></span></div><div class="t m0 x6 he y297 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y298 ff3 fs3 fc0 sc0 ls0 ws0">Akcjonariusze reprezentujący co najmniej połowę kapitału zakładowego lub co najmniej połowę ogółu głosów w <span class="_ _0"></span>Spółce </div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">mogą <span class="_ _0"></span>zwołać <span class="_ _0"></span>Nadzwyczajne <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgromadzenie. <span class="_ _0"></span>Zarząd <span class="_ _0"></span>zobowiązany <span class="_ _0"></span>jest <span class="_ _0"></span>niezwłocznie <span class="_ _0"></span>dokonać <span class="_ _0"></span>ogłoszenia <span class="_ _0"></span>o <span class="_ _0"></span>zwołaniu </div><div class="t m0 x6 he y29a ff1 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _1e"> </span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _19"> </span>w  try<span class="_ _2"></span>bie <span class="_ _19"> </span><span class="ff3">przewidzianym <span class="_ _1e"> </span>przepis<span class="_ _2"></span>ami <span class="_ _1e"> </span>prawa. <span class="_ _19"> </span>Akcjonariusze <span class="_ _1e"> </span>mo<span class="_ _2"></span>gą <span class="_ _1e"> </span>u<span class="_ _2"></span>czestniczyć <span class="_ _1e"> </span>w <span class="_ _19"> </span>Walnym </span></div><div class="t m0 x6 he y29b ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _4"></span>o<span class="_ _2"></span>raz <span class="_ _4"></span>wykony<span class="_ _2"></span>wać <span class="_ _4"></span>p<span class="_ _2"></span>rawo <span class="_ _4"></span>głosu<span class="_ _2"></span> <span class="_ _4"></span>osobiś<span class="_ _2"></span>cie <span class="_ _4"></span>lub <span class="_ _16"></span>przez <span class="_ _4"></span>pełn<span class="_ _2"></span>omocników. <span class="_ _4"></span>Dopu<span class="_ _2"></span>szcza <span class="_ _4"></span>s<span class="_ _2"></span>ię <span class="_ _4"></span>możliwość <span class="_ _16"></span>udziału <span class="_ _16"></span>w </div><div class="t m0 x6 he y58d ff3 fs3 fc0 sc0 ls0 ws0">Walnym <span class="_ _14"> </span>Zgromadzeniu <span class="_ _14"> </span>przy <span class="_ _14"> </span>wykorzystaniu <span class="_ _3b"> </span>ś<span class="_ _2"></span>rodków <span class="_ _14"> </span>komunikacji <span class="_ _14"> </span>elektronicznej,<span class="_ _2"></span><span class="ff1"> <span class="_ _14"> </span></span>na <span class="_ _14"> </span>warunkach <span class="_ _14"> </span>szczegółowo </div><div class="t m0 x6 he y58e ff3 fs3 fc0 sc0 ls0 ws0">określonych p<span class="_ _2"></span>rzez Zarząd. <span class="ff1"> </span></div><div class="t m0 x6 he y58f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y590 ff3 fs3 fc0 sc0 ls0 ws0">Walne Zgromadzenie może podejmować<span class="_ _2"></span> uchwały bez względu na liczbę obecnych akcjonarius<span class="_ _2"></span>zy lub reprezentowanych </div><div class="t m0 x6 he y591 ff1 fs3 fc0 sc0 ls0 ws0">akcji, <span class="ff3">z zas<span class="_ _2"></span>trzeżeniem przypadków wskazan<span class="_ _2"></span>ych w przepisach<span class="_ _2"></span> prawa. <span class="_ _2"></span></span> </div><div class="t m0 x6 he y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _4"></span>Walnego <span class="_ _2"></span>Zgromad<span class="_ _2"></span>zenia <span class="_ _4"></span>zapadają <span class="_ _4"></span>bezwzględną <span class="_ _4"></span>większością <span class="_ _4"></span>głosów, <span class="_ _2"></span>o <span class="_ _4"></span>ile <span class="_ _4"></span>przepisy <span class="_ _2"></span>prawa <span class="_ _4"></span>lub <span class="_ _4"></span>Statut <span class="_ _2"></span>Spół<span class="_ _2"></span>ki <span class="_ _2"></span>nie </div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">stanowią inaczej. Uchwał<span class="_ _2"></span>y Walnego Zgromadzenia p<span class="_ _2"></span>odejmowane są <span class="_ _2"></span>większością 3/4 oddan<span class="_ _2"></span>ych głosów w s<span class="_ _2"></span>prawach: <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y595 ff1 fs3 fc0 sc0 ls35 ws0">a.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff1">zmiany Statutu, w t<span class="_ _2"></span>ym emisji nowych akcji, <span class="_ _2"></span> </span></span></div><div class="t m0 xc he y596 ff1 fs3 fc0 sc0 lsf ws0">b.<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">emisji obligacji zami<span class="_ _2"></span>ennych i obligacji z p<span class="_ _2"></span>rawem pierwszeńst<span class="_ _2"></span>wa objęcia akcji, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y597 ff1 fs3 fc0 sc0 ls15 ws0">c.<span class="ffa ls0"> <span class="_ _50"> </span><span class="ff3">połączenia Spółki z in<span class="_ _2"></span>ną spółką, <span class="ff1"> </span></span></span></div><div class="t m0 xc he y598 ff1 fs3 fc0 sc0 lsf ws0">d.<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">obniżenia k<span class="_ _2"></span>apitału zakład<span class="_ _2"></span>owego, <span class="ff1"> </span></span></span></div><div class="t m0 xc he y599 ff1 fs3 fc0 sc0 ls16 ws0">e.<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff1">u<span class="_ _2"></span>morzenia akcji, </span></span></div><div class="t m0 xc he y59a ff1 fs3 fc0 sc0 ls39 ws0">f.<span class="ffa ls0"> <span class="_ _26"> </span><span class="ff3">zb<span class="_ _2"></span>ycia przedsiębiors<span class="_ _2"></span>twa Spółki albo jego zorganizo<span class="_ _2"></span>wanej części, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y59b ff1 fs3 fc0 sc0 ls20 ws0">g.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">rozwiązania <span class="_ _2"></span>Spółki. <span class="ff1"> </span></span></span></div><div class="t m0 x98 he y59c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59d ff3 fs3 fc0 sc0 ls0 ws0">Uchwały co do zmian<span class="_ _2"></span> Statutu zwiększających świadczenia<span class="_ _2"></span> akcjonariuszy<span class="_ _2"></span> lub uszczuplających prawa przy<span class="_ _2"></span>znane osobiście </div><div class="t m0 x6 he y59e ff3 fs3 fc0 sc0 ls0 ws0">poszczególnym akcjon<span class="_ _2"></span>ariuszom wymagają zgody ws<span class="_ _2"></span>zystkich ak<span class="_ _2"></span>cjonariuszy, który<span class="_ _2"></span>ch dotyczą. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y114 ff3 fs3 fc0 sc0 ls0 ws0">Ważnie podjęte chwały<span class="_ _2"></span> Walnego Zgromad<span class="_ _2"></span>zenia wiążą wszy<span class="_ _2"></span>stkie organ<span class="_ _2"></span>y Spółki, a t<span class="_ _2"></span>akże wszystkich <span class="_ _2"></span>akcjonariuszy, w tym </div><div class="t m0 x6 he y5a0 ff3 fs3 fc0 sc0 ls0 ws0">także nieobecnych na <span class="_ _2"></span>Walnym Zgromadzeniu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y3a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">Do kompetencji Walnego <span class="_ _2"></span>Zgromadzenia n<span class="_ _2"></span>ależy podejmowan<span class="_ _2"></span>ie uchwał w następu<span class="_ _2"></span>jących sprawach: <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y5a2 ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">rozpatrzen<span class="_ _2"></span>ie i zatwierdzenie sprawozd<span class="_ _2"></span>ania Zarządu<span class="_ _2"></span> i Rady Nadzorczej oraz s<span class="_ _2"></span>prawozdania finansowego, <span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a3 ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">powzięcie uchwały o<span class="_ _2"></span> podziale zys<span class="_ _2"></span>ków lub o pokryciu s<span class="_ _2"></span>trat, <span class="ff1"> </span></span></span></div><div class="t m0 xc he y45e ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">udzielenie członko<span class="_ _2"></span>m organów sp<span class="_ _2"></span>ółki absolutorium z wy<span class="_ _2"></span>konania przez nich ob<span class="_ _2"></span>owiązków, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a4 ff1 fs3 fc0 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">powzięcie postanowień dotyczących<span class="_ _2"></span> roszczeń o naprawienie szkody wyrządzonej przy zawiązywaniu Spółki lub </span></span></div><div class="t m0 x98 he y5a5 ff3 fs3 fc0 sc0 ls0 ws0">sprawowaniu zarzą<span class="_ _2"></span>du albo nadzoru, <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y5a6 ff1 fs3 fc0 sc0 ls16 ws0">e)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zbycie <span class="_ _1a"> </span>i <span class="_ _1a"> </span>wyd<span class="_ _2"></span>zierżawienie <span class="_ _1a"> </span>przedsiębiors<span class="_ _2"></span>twa <span class="_ _1a"> </span>albo <span class="_ _11"> </span>jego <span class="_ _1a"> </span>zorganizowan<span class="_ _2"></span>ej <span class="_ _1a"> </span>części <span class="_ _1a"> </span>oraz <span class="_ _11"> </span>ustanowienie <span class="_ _1a"> </span>na <span class="_ _11"> </span>nich </span></span></div><div class="t m0 x98 he y5a7 ff1 fs3 fc0 sc0 ls0 ws0">ograniczonego prawa rzeczo<span class="_ _2"></span>wego, <span class="_ _2"></span> </div><div class="t m0 xc he y5a8 ff1 fs3 fc0 sc0 ls39 ws0">f)<span class="ffa ls0"> <span class="_ _31"> </span><span class="ff3">nabycie własn<span class="_ _2"></span>ych akcji, <span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a9 ff1 fs3 fc0 sc0 ls20 ws0">g)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">emisja<span class="_ _2"></span> obligacji zamienny<span class="_ _2"></span>ch lub z pra<span class="_ _2"></span>wem pierwszeństwa, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5aa ff1 fs3 fc0 sc0 lsf ws0">h)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">zmiana Statutu<span class="_ _2"></span>, w tym podwyżs<span class="_ _2"></span>zenie lub obniżenie kap<span class="_ _2"></span>itału zakładowego, <span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5ab ff1 fs3 fc0 sc0 ls2a ws0">i)<span class="ffa ls0"> <span class="_ _3d"> </span><span class="ff3">połącz<span class="_ _2"></span>enie Spółki lub przeks<span class="_ _2"></span>ztałcenie Spółki, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5ac ff1 fs3 fc0 sc0 ls3a ws0">j)<span class="ffa ls0"> <span class="_ _26"> </span><span class="ff3">ro<span class="_ _2"></span>związanie i likwidacja Spółki<span class="_ _2"></span>, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5ad ff1 fs3 fc0 sc0 ls3b ws0">k)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">ustalanie wynagro<span class="_ _2"></span>dzenia członków Rady N<span class="_ _2"></span>adzorczej, <span class="_ _2"></span><span class="ff1"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x2 y5fb w3 h84" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">45<span class="ls0"> </span></div><div class="t m0 xc he ya ff1 fs3 fc0 sc0 ls2a ws0">l)<span class="ffa ls0"> <span class="_ _3d"> </span><span class="ff3">wybór i od<span class="_ _2"></span>wołanie członków Rad<span class="_ _2"></span>y Nadzorczej, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y1af ff1 fs3 fc0 sc0 ls38 ws0">m)<span class="ffa ls0"> <span class="_ _35"> </span><span class="ff1">tworzenie i likwidacja <span class="_ _2"></span>funduszy<span class="_ _2"></span> specjalnych, <span class="_ _2"></span> </span></span></div><div class="t m0 xc he y1b0 ff1 fs3 fc0 sc0 lsf ws0">n)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff1">zatwierdzenie regula<span class="_ _2"></span>minu Rady Nad<span class="_ _2"></span>zorczej,  </span></span></div><div class="t m0 xc he y1b1 ff1 fs3 fc0 sc0 ls14 ws0">o)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff1">umorzenie akcji. <span class="_ _2"></span> </span></span></div><div class="t m0 x6 he y30b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">Nabycie i zbycie nieruch<span class="_ _2"></span>omości, użytkowan<span class="_ _2"></span>ia wieczystego lub ud<span class="_ _2"></span>ziału w nieruchomości przez Spółkę nie wymaga z<span class="_ _2"></span>gody </div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0">Walnego Zgromadzenia. <span class="_ _2"></span> </div><div class="t m0 x6 he y143 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _11"> </span>zastrzeżeniem <span class="_ _11"> </span>przy<span class="_ _2"></span>padków <span class="_ _11"> </span>określon<span class="_ _2"></span>ych <span class="_ _11"> </span>w <span class="_ _11"> </span>Kodeksie <span class="_ _25"> </span>spółek <span class="_ _11"> </span>h<span class="_ _2"></span>andlowych, <span class="_ _11"> </span>Walne <span class="_ _11"> </span>Zgromad<span class="_ _2"></span>zenie, <span class="_ _11"> </span>o <span class="_ _11"> </span>ile <span class="_ _11"> </span>został<span class="_ _2"></span>o </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">prawidłowo <span class="_ _10"> </span>zwołane,  jest <span class="_ _f"> </span>ważne <span class="_ _10"> </span>i <span class="_ _10"> </span>zdolne  do<span class="_ _0"></span> <span class="_ _10"> </span>podejmowania <span class="_ _10"> </span>uchwał  bez <span class="_ _f"> </span>względu <span class="_ _10"> </span>na <span class="_ _10"> </span>liczbę <span class="_ _10"> </span>akcjonarius<span class="_ _2"></span>zy <span class="_ _10"> </span>lub <span class="_ _f"> </span>ilość </div><div class="t m0 x6 he y184 ff1 fs3 fc0 sc0 ls0 ws0">reprezentowanych <span class="_ _16"></span>na <span class="_ _16"></span>tym <span class="_ _16"></span>Zgromadzen<span class="_ _2"></span>iu <span class="_ _4"></span>ak<span class="_ _2"></span>cji, <span class="_ _e"></span><span class="ff3">z <span class="_ _4"></span>zastrzeżeniem <span class="_ _16"></span>przyp<span class="_ _2"></span>adków <span class="_ _16"></span>wskazanych <span class="_ _16"></span>w <span class="_ _16"></span>przepisach <span class="_ _16"></span>prawa. <span class="_ _16"></span>Walne </span></div><div class="t m0 x6 he y185 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenie Spółki zwoł<span class="_ _2"></span>uje się przez ogłos<span class="_ _2"></span>zenie dokonywane na stro<span class="_ _2"></span>nie internetowej Spółki oraz <span class="_ _2"></span>w sposób określony </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _16"></span>przekazywania <span class="_ _16"></span>informacj<span class="_ _2"></span>i <span class="_ _16"></span>bieżących<span class="_ _2"></span> <span class="_ _4"></span>zgo<span class="_ _2"></span>dnie <span class="_ _16"></span>z <span class="_ _16"></span>powszec<span class="_ _2"></span>hnie <span class="_ _16"></span>obowiązującymi <span class="_ _16"></span>p<span class="_ _4"></span>rzepisami. <span class="_ _16"></span>Ogłos<span class="_ _2"></span>zenie <span class="_ _16"></span>powinno <span class="_ _16"></span>by<span class="_ _2"></span>ć </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">dokonane <span class="_ _1e"> </span>co <span class="_ _1e"> </span>najmniej  n<span class="_ _2"></span>a  dwadzieś<span class="_ _2"></span>cia  sześ<span class="_ _2"></span>ć  dni <span class="_ _1e"> </span>przed <span class="_ _1e"> </span>terminem <span class="_ _1e"> </span>Walnego <span class="_ _1e"> </span>Zgromadzen<span class="_ _2"></span>ia.  Ogłos<span class="_ _2"></span>zenie  o <span class="_ _1e"> </span>Walnym<span class="_ _2"></span> </div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu Spółki <span class="_ _2"></span>powinno zawierać co najmni<span class="_ _2"></span>ej:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y297 ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">datę, god<span class="_ _2"></span>zinę i miejsce Walnego Zgromadzen<span class="_ _2"></span>ia oraz szczegó<span class="_ _2"></span>łowy porząd<span class="_ _2"></span>ek obrad,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y298 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">precyzyjn<span class="_ _2"></span>y opis procedur do<span class="_ _2"></span>tyczących uczestniczenia w Wal<span class="_ _2"></span>nym Zgromadzeniu<span class="_ _2"></span> i wykonywania p<span class="_ _2"></span>rawa głosu, w </span></span></div><div class="t m0 x98 he y299 ff3 fs3 fc0 sc0 ls0 ws0">szczególności informacje o<span class="_ _2"></span>:<span class="ff1"> </span></div><div class="t m0 x61 he y29a ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff1">pra<span class="_ _2"></span>wie akcjonariusza do<span class="_ _2"></span> <span class="ff3">żąd<span class="_ _2"></span>ania umieszczenia określonych s<span class="_ _2"></span>praw w porządku<span class="_ _2"></span> obrad,<span class="_ _2"></span></span> </span></span></div><div class="t m0 x61 he y29b ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">prawie <span class="_ _f"> </span>akcjonarius<span class="_ _2"></span>za <span class="_ _f"> </span>do <span class="_ _f"> </span>zgłaszania <span class="_ _f"> </span>projektów <span class="_ _f"> </span>uchwał <span class="_ _f"> </span>dotyczących<span class="_ _2"></span> <span class="_ _e"></span>s<span class="_ _2"></span>praw <span class="_ _e"></span>wpro<span class="_ _2"></span>wadzonych <span class="_ _f"> </span>do <span class="_ _f"> </span>porząd<span class="_ _2"></span>ku </span></span></div><div class="t m0 xb3 he y58d ff3 fs3 fc0 sc0 ls0 ws0">obrad  Walnego <span class="_ _1e"> </span>Zgromadzenia  lub  spra<span class="_ _2"></span>w,  które  mają  zostać  wprowadzon<span class="_ _2"></span>e  do  porządku  obrad  p<span class="_ _2"></span>rzed </div><div class="t m0 xb3 he y58e ff1 fs3 fc0 sc0 ls0 ws0">terminem Walnego Zgromad<span class="_ _2"></span>zenia,<span class="_ _2"></span> </div><div class="t m0 x61 he y58f ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">p<span class="_ _2"></span>rawie <span class="_ _e"></span>akcjonar<span class="_ _2"></span>iusza <span class="_ _f"> </span>do <span class="_ _f"> </span>zgłaszania <span class="_ _f"> </span>projekt<span class="_ _2"></span>ów <span class="_ _e"></span>uchwał<span class="_ _2"></span> <span class="_ _e"></span>d<span class="_ _2"></span>otyczących <span class="_ _e"> </span>s<span class="_ _2"></span>praw <span class="_ _f"> </span>wprowadzonych <span class="_ _f"> </span>do <span class="_ _f"> </span>porzą<span class="_ _2"></span>dku </span></span></div><div class="t m0 xb3 he y590 ff1 fs3 fc0 sc0 ls0 ws0">obrad podcza<span class="_ _2"></span>s Walnego Zgromadzenia,<span class="_ _2"></span> </div><div class="t m0 x61 he y591 ff1 fs3 fc0 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">spo<span class="_ _2"></span>sobie <span class="_ _25"> </span>wykony<span class="_ _2"></span>wania <span class="_ _25"> </span>prawa <span class="_ _35"> </span>głosu <span class="_ _35"> </span>przez <span class="_ _25"> </span>pełn<span class="_ _2"></span>omocnika, <span class="_ _35"> </span>w <span class="_ _25"> </span>tym <span class="_ _35"> </span>w <span class="_ _25"> </span>szcz<span class="_ _2"></span>ególności <span class="_ _35"> </span>o <span class="_ _25"> </span>formularz<span class="_ _2"></span>ach </span></span></div><div class="t m0 xb3 he y592 ff3 fs3 fc0 sc0 ls0 ws0">stosowanych<span class="_ _2"></span> <span class="_ _14"> </span>podczas <span class="_ _14"> </span>głosowania <span class="_ _14"> </span>przez <span class="_ _3b"> </span>pełn<span class="_ _2"></span>omocnika <span class="_ _14"> </span>oraz <span class="_ _14"> </span>sposobie <span class="_ _14"> </span>zawiadamiania <span class="_ _14"> </span>spół<span class="_ _2"></span>ki <span class="_ _14"> </span>przy </div><div class="t m0 xb3 he y593 ff3 fs3 fc0 sc0 ls0 ws0">wykorzystan<span class="_ _2"></span>iu środków komunikacji elektroniczn<span class="_ _2"></span>ej o ustano<span class="_ _2"></span>wieniu pełnomocnika,<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x61 he y594 ff1 fs3 fc0 sc0 ls16 ws0">e)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">możliwości <span class="_ _e"></span>i <span class="_ _4"></span>s<span class="_ _2"></span>posobie <span class="_ _e"></span>uczestniczenia <span class="_ _16"></span>w <span class="_ _16"></span>Walnym <span class="_ _16"></span>Zgro<span class="_ _2"></span>madzeniu <span class="_ _16"></span>przy<span class="_ _2"></span> <span class="_ _16"></span>wykorzystan<span class="_ _2"></span>iu <span class="_ _16"></span>środków <span class="_ _16"></span>komunika<span class="_ _2"></span>cji </span></span></div><div class="t m0 xb3 he y595 ff1 fs3 fc0 sc0 ls0 ws0">elektronicznej, </div><div class="t m0 x61 he y596 ff1 fs3 fc0 sc0 ls39 ws0">f)<span class="ffa ls0"> <span class="_ _31"> </span><span class="ff3">spos<span class="_ _2"></span>obie <span class="_ _f"> </span>wypowiadan<span class="_ _2"></span>ia <span class="_ _e"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>w <span class="_ _f"> </span>tra<span class="_ _2"></span>kcie <span class="_ _f"> </span>Walnego <span class="_ _f"> </span>Zgromadz<span class="_ _2"></span>enia <span class="_ _f"> </span>przy<span class="_ _2"></span> <span class="_ _f"> </span>wykorzystaniu <span class="_ _f"> </span>ś<span class="_ _2"></span>rodków <span class="_ _f"> </span>komunikacji </span></span></div><div class="t m0 xb3 he y597 ff1 fs3 fc0 sc0 ls0 ws0">elektronicznej, </div><div class="t m0 x61 he y598 ff1 fs3 fc0 sc0 ls20 ws0">g)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">sposob<span class="_ _2"></span>ie wykonywania prawa głosu<span class="_ _2"></span> drogą koresp<span class="_ _2"></span>ondencyjną lub przy wyko<span class="_ _2"></span>rzystaniu środków komunikacji<span class="_ _2"></span> </span></span></div><div class="t m0 xb3 he y599 ff1 fs3 fc0 sc0 ls0 ws0">elektronicznej, </div><div class="t m0 x61 he y59a ff1 fs3 fc0 sc0 lsf ws0">h)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff1 fcb">prawie <span class="_ _4"></span>ak<span class="_ _2"></span>cjonariusza <span class="_ _16"></span>do <span class="_ _16"></span>zadawania <span class="_ _16"></span>pyta<span class="_ _2"></span><span class="ff3">ń</span> <span class="_ _16"></span>dotycz<span class="ff3">ą<span class="_ _2"></span></span>cych <span class="_ _4"></span>sp<span class="_ _2"></span>raw <span class="_ _4"></span>umieszczonych<span class="_ _2"></span> <span class="_ _4"></span>w <span class="_ _4"></span>porz<span class="_ _2"></span><span class="ff3">ą</span>d<span class="_ _2"></span>ku <span class="_ _4"></span>obrad<span class="_ _2"></span> <span class="_ _4"></span>walnego </span></span></div><div class="t m0 xb3 h6 y256 ff1 fs3 fcb sc0 ls0 ws0">zgromadzenia<span class="fs2">,<span class="_ _2"></span></span><span class="fc0"> </span></div><div class="t m0 xc he y5fc ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">dzień rejestracji uczestnictwa <span class="_ _2"></span>w Walnym Zgromadzeniu,<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5fd ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">informację, <span class="_ _0"></span>że <span class="_ _0"></span>prawo uczestniczenia w <span class="_ _0"></span>Walnym Zgromadzeniu mają <span class="_ _0"></span>tylko osoby będące akcjonariuszami Spółki </span></span></div><div class="t m0 x98 he y5fe ff1 fs3 fc0 sc0 ls0 ws0">w dniu rejestracji uczes<span class="_ _2"></span>tnictwa w Walny<span class="_ _2"></span>m Zgromadzeniu,<span class="_ _2"></span> </div><div class="t m0 xc he y5ff ff1 fs3 fc0 sc0 ls3 ws0">5)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">wskazanie, <span class="_ _4"></span>gdzie <span class="_ _4"></span>i <span class="_ _4"></span>w <span class="_ _4"></span>jaki <span class="_ _4"></span>sposób <span class="_ _4"></span>osoba <span class="_ _4"></span>uprawnion<span class="_ _2"></span>a <span class="_ _4"></span>do <span class="_ _4"></span>uczestnictwa <span class="_ _4"></span>w <span class="_ _4"></span>Walnym <span class="_ _4"></span>Zgromadzeniu <span class="_ _4"></span>może <span class="_ _4"></span>u<span class="_ _2"></span>zyskać </span></span></div><div class="t m0 x98 he y600 ff3 fs3 fc0 sc0 ls0 ws0">pełny tekst d<span class="_ _2"></span>okumentacji, która ma być p<span class="_ _2"></span>rzedstawiona Waln<span class="_ _2"></span>emu Zgromadzeniu,<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y601 ff1 fs3 fc0 sc0 ls3 ws0">6)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">projekty uchwał,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y602 ff1 fs3 fc0 sc0 ls3 ws0">7)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">wskazanie <span class="_ _35"> </span>ad<span class="_ _2"></span>resu <span class="_ _33"> </span>strony <span class="_ _33"> </span>internetowej, <span class="_ _35"> </span>na <span class="_ _33"> </span>której <span class="_ _33"> </span>będą <span class="_ _33"> </span>udostępnion<span class="_ _2"></span>e <span class="_ _35"> </span>informacje <span class="_ _33"> </span>doty<span class="_ _2"></span>czące <span class="_ _35"> </span>Waln<span class="_ _2"></span>ego </span></span></div><div class="t m0 x98 he y603 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x6 he y3aa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y45d ff3 fs3 fc0 sc0 ls0 ws0">Prawo <span class="_ _19"> </span>uczestniczenia <span class="_ _19"> </span>w <span class="_ _19"> </span>Walnym <span class="_ _19"> </span>Zgromadzeniu <span class="_ _19"> </span>Spó<span class="_ _2"></span>łki <span class="_ _19"> </span>mają <span class="_ _19"> </span>wyłącznie <span class="_ _19"> </span>osoby <span class="_ _19"> </span>będące <span class="_ _19"> </span>akcjonariuszami <span class="_ _19"> </span>Spółki <span class="_ _19"> </span>na </div><div class="t m0 x6 he y604 ff3 fs3 fc0 sc0 ls0 ws0">szesnaście dni przed datą Wal<span class="_ _0"></span>nego Zgromadzenia (dzień rejestracji uczestnictwa w Walnym Zgromadzeniu). W Walnym </div><div class="t m0 x6 he y605 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _f"> </span>mają <span class="_ _10"> </span>prawo <span class="_ _f"> </span>u<span class="_ _2"></span>czestniczyć <span class="_ _10"> </span>akcjo<span class="_ _2"></span>nariusze, <span class="_ _f"> </span>kt<span class="_ _2"></span>órzy <span class="_ _f"> </span>nie <span class="_ _f"> </span>wcz<span class="_ _2"></span>eśniej <span class="_ _f"> </span>niż <span class="_ _10"> </span>po <span class="_ _f"> </span>ogłoszeniu<span class="_ _2"></span> <span class="_ _f"> </span>o <span class="_ _f"> </span>zwołan<span class="_ _2"></span>iu <span class="_ _f"> </span>Walnego </div><div class="t m0 x6 he y606 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _0"></span>i <span class="_ _3"></span>nie <span class="_ _0"></span>później <span class="_ _0"></span>niż <span class="_ _3"></span>w <span class="_ _0"></span>pierwszym <span class="_ _0"></span>dniu <span class="_ _3"></span>powszedn<span class="_ _2"></span>im <span class="_ _3"></span>p<span class="_ _2"></span>o <span class="_ _3"></span>d<span class="_ _2"></span>niu <span class="_ _0"></span>rejestracji <span class="_ _3"></span>uczestn<span class="_ _2"></span>ictwa <span class="_ _0"></span>w <span class="_ _3"></span>Walnym <span class="_ _0"></span>Zgromadzeniu, </div><div class="t m0 x6 he y607 ff3 fs3 fc0 sc0 ls0 ws0">zgłosili <span class="_ _2"></span>po<span class="_ _2"></span>dmiotowi <span class="_ _2"></span>prowadzącemu <span class="_ _2"></span>rachun<span class="_ _2"></span>ek <span class="_ _2"></span>papierów <span class="_ _2"></span>war<span class="_ _2"></span>tościowych <span class="_ _4"></span>żądani<span class="_ _2"></span>e <span class="_ _4"></span>wystawienia <span class="_ _2"></span>imiennego <span class="_ _2"></span>zaś<span class="_ _2"></span>wiadczenia </div><div class="t m0 x6 he y3cd ff3 fs3 fc0 sc0 ls0 ws0">o <span class="_ _16"></span>p<span class="_ _2"></span>rawie <span class="_ _16"></span>uczestn<span class="_ _2"></span>ictwa <span class="_ _16"></span>w <span class="_ _e"></span>Walnym <span class="_ _e"></span>Zgromadzeniu. <span class="_ _e"></span>Spółka <span class="_ _e"></span>ustala <span class="_ _e"></span>listę <span class="_ _16"></span>ak<span class="_ _2"></span>cjonariuszy <span class="_ _e"></span>uprawnionych <span class="_ _16"></span>do<span class="_ _2"></span> <span class="_ _16"></span>uczes<span class="_ _2"></span>tnictwa <span class="_ _e"></span>w </div><div class="t m0 x6 he y5da ff3 fs3 fc0 sc0 ls0 ws0">Walnym <span class="_ _3b"> </span>Zgromadzeniu<span class="_ _2"></span> <span class="_ _3b"> </span>na <span class="_ _3b"> </span>pods<span class="_ _2"></span>tawie <span class="_ _3b"> </span>wykazu <span class="_ _14"> </span>sporządzonego <span class="_ _3b"> </span>przez <span class="_ _3b"> </span>podmiot <span class="_ _14"> </span>prowadzący <span class="_ _3b"> </span>depozyt <span class="_ _14"> </span>papie<span class="_ _0"></span>rów </div><div class="t m0 x6 he y608 ff3 fs3 fc0 sc0 ls0 ws0">wartościowych zgodnie z <span class="_ _0"></span>przepisami o obrocie <span class="_ _0"></span>instrumentami finansowymi i <span class="_ _0"></span>przekazanego Spółce najpóźniej na <span class="_ _0"></span>tydzień </div><div class="t m0 x6 he y609 ff3 fs3 fc0 sc0 ls0 ws0">przed datą Wa<span class="_ _2"></span>lnego Zgromadzenia.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y60a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">46<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Akcjonariusze <span class="_ _25"> </span>mogą <span class="_ _11"> </span>u<span class="_ _2"></span>czestniczyć <span class="_ _11"> </span>w <span class="_ _25"> </span>Walnym <span class="_ _11"> </span>Zgromad<span class="_ _2"></span>zeniu <span class="_ _11"> </span>ora<span class="_ _2"></span>z <span class="_ _11"> </span>wykonywać <span class="_ _25"> </span>prawo <span class="_ _11"> </span>głosu <span class="_ _25"> </span>osobiście <span class="_ _11"> </span>lu<span class="_ _2"></span>b <span class="_ _11"> </span>przez </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">pełnomocników <span class="_ _19"> </span>(Uczestnik <span class="_ _19"> </span>lub <span class="_ _19"> </span>Uczestnicy). <span class="_ _19"> </span>Pełnomocnictwo <span class="_ _19"> </span>powinno <span class="_ _19"> </span>być <span class="_ _1e"> </span>s<span class="_ _2"></span>porządzone <span class="_ _1e"> </span>n<span class="_ _2"></span>a <span class="_ _19"> </span>piśmie <span class="_ _1e"> </span>lub <span class="_ _19"> </span>w <span class="_ _19"> </span>formie </div><div class="t m0 x6 he y1b0 ff1 fs3 fc0 sc0 ls0 ws0">elektronicznej. </div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">Każdy <span class="_ _10"> </span>akcjonariu<span class="_ _2"></span>sz <span class="_ _10"> </span>ujęty <span class="_ _10"> </span>na <span class="_ _10"> </span>liście <span class="_ _f"> </span>ak<span class="_ _2"></span>cjonariuszy<span class="_ _2"></span> <span class="_ _10"> </span>uprawnionych <span class="_ _10"> </span>do <span class="_ _10"> </span>uczestnictwa  w <span class="_ _f"> </span>Walnym <span class="_ _10"> </span>Zgromadzeniu<span class="_ _2"></span> <span class="_ _10"> </span>z <span class="_ _10"> </span>chwilą </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">przybycia  na <span class="_ _10"> </span>Walne <span class="_ _10"> </span>Zgromadzenie <span class="_ _10"> </span>zgłasza  swoją <span class="_ _10"> </span>obecność <span class="_ _10"> </span>(w  punkcie <span class="_ _10"> </span>rejestracji <span class="_ _10"> </span>akcjonariuszy<span class="_ _2"></span>) <span class="_ _10"> </span>zespołowi  ob<span class="_ _0"></span>sługi </div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0">akcjonariuszy<span class="_ _2"></span> <span class="_ _11"> </span>i <span class="_ _25"> </span>jest <span class="_ _25"> </span>umieszczany <span class="_ _25"> </span>na <span class="_ _25"> </span><span class="ff3">liście <span class="_ _25"> </span>obecności. <span class="_ _25"> </span>Przy <span class="_ _11"> </span>s<span class="_ _2"></span>porządzaniu <span class="_ _25"> </span>listy <span class="_ _11"> </span>o<span class="_ _2"></span>becności <span class="_ _11"> </span>Uczestników <span class="_ _25"> </span>Walnego<span class="_ _2"></span> </span></div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia, doko<span class="_ _2"></span>nywane są kolejn<span class="_ _2"></span>o następują<span class="_ _2"></span>ce czynności:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y30e ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">sprawdzenie tożsamości akcjonariusza<span class="_ _2"></span> bądź jego <span class="_ _0"></span>pełnomocnika, (jeżeli akcjonariusz jest reprezentowany przez </span></span></div><div class="t m0 x98 he y30f ff3 fs3 fc0 sc0 ls0 ws0">pełnomocnika należy<span class="_ _2"></span> to uwidocznić na <span class="_ _2"></span>liście obecności),<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y184 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">podanie liczby akcji, kt<span class="_ _2"></span>óra jest w posiadaniu<span class="_ _2"></span> zgłaszającego się Uczestnika,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y185 ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">określenie liczby głosów przysłu<span class="_ _2"></span>gujących zgłaszają<span class="_ _2"></span>cemu się Uczestnikowi,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y186 ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uzyskanie podpisu Uczes<span class="_ _2"></span>tnika na liście obecności,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y295 ff1 fs3 fc0 sc0 ls3 ws0">5)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff1">wydanie Uczestnikowi karty do <span class="_ _2"></span><span class="ff3">głoso<span class="_ _2"></span>wania, instrukcji głos<span class="_ _2"></span>owania oraz innych materiałó<span class="_ _2"></span>w na obrady.<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 he y296 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">Lista <span class="_ _16"></span>obecności <span class="_ _16"></span>podpis<span class="_ _2"></span>ywana <span class="_ _4"></span>jest <span class="_ _16"></span>p<span class="_ _2"></span>rzez <span class="_ _16"></span>Przewodniczącego <span class="_ _16"></span>Walnego <span class="_ _16"></span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _4"></span>(Prz<span class="_ _2"></span>ewodniczący<span class="_ _2"></span>) <span class="_ _4"></span>n<span class="_ _2"></span>iezwłocznie <span class="_ _4"></span>p<span class="_ _2"></span>o </div><div class="t m0 x6 he y298 ff3 fs3 fc0 sc0 ls0 ws0">jego <span class="_ _1a"> </span>wyborze. <span class="_ _11"> </span>Do <span class="_ _1a"> </span>Prze<span class="_ _2"></span>wodniczącego <span class="_ _1a"> </span>należy <span class="_ _11"> </span>rozstrzygan<span class="_ _2"></span>ie <span class="_ _1a"> </span>reklamacji <span class="_ _1a"> </span>do<span class="_ _2"></span>tyczących <span class="_ _1a"> </span>tej <span class="_ _11"> </span>listy. <span class="_ _1a"> </span>Lis<span class="_ _2"></span>ta <span class="_ _1a"> </span>obecności <span class="_ _11"> </span>jest </div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">udostępnion<span class="_ _2"></span>a Uczestnikom Walnego Zgr<span class="_ _2"></span>omadzenia p<span class="_ _2"></span>rzez cały cz<span class="_ _2"></span>as trwania ob<span class="_ _2"></span>rad i jest na bieżąco aktualizowana.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y29a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y29b ff3 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _14"> </span>wniosek <span class="_ _14"> </span>akcjon<span class="_ _2"></span>ariuszy <span class="_ _14"> </span>posiadaj<span class="_ _2"></span>ących <span class="_ _14"> </span>dziesiątą <span class="_ _14"> </span>część <span class="_ _14"> </span>kapitał<span class="_ _2"></span>u <span class="_ _14"> </span>akcyjnego <span class="_ _14"> </span>reprezentowanego <span class="_ _14"> </span>na <span class="_ _14"> </span>Walnym<span class="_ _2"></span> </div><div class="t m0 x6 he y58d ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu, lista <span class="_ _0"></span>obecności zostaje <span class="_ _0"></span>sprawdzona przez <span class="_ _0"></span>wybraną <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>celu <span class="_ _0"></span>komisję <span class="_ _0"></span>złożoną z <span class="_ _0"></span>co <span class="_ _0"></span>najmniej <span class="_ _0"></span>trzech osób, </div><div class="t m0 x6 he y58e ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _11"> </span>tym <span class="_ _25"> </span>jednej <span class="_ _25"> </span>wybranej <span class="_ _25"> </span>przez <span class="_ _25"> </span>wnioskodaw<span class="_ _2"></span><span class="ff3">ców. <span class="_ _25"> </span>Od <span class="_ _25"> </span>decyzji <span class="_ _25"> </span>komisji <span class="_ _25"> </span>niekorzystnej <span class="_ _25"> </span>dla <span class="_ _25"> </span>osoby, <span class="_ _25"> </span>której <span class="_ _11"> </span>p<span class="_ _2"></span>rzypadek </span></div><div class="t m0 x6 he y58f ff3 fs3 fc0 sc0 ls0 ws0">rozpatrywano, <span class="_ _16"></span>osoba <span class="_ _4"></span>ta <span class="_ _4"></span>może <span class="_ _2"></span>się <span class="_ _4"></span>odwoł<span class="_ _2"></span>ać <span class="_ _2"></span>d<span class="_ _2"></span>o <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia, <span class="_ _4"></span>które <span class="_ _4"></span>rozstrzyga <span class="_ _4"></span>sprawę <span class="_ _4"></span>w <span class="_ _4"></span>drodze <span class="_ _4"></span>głos<span class="_ _2"></span>owania. </div><div class="t m0 x6 he y590 ff3 fs3 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _f"> </span>w <span class="_ _10"> </span>trakcie <span class="_ _10"> </span>obrad <span class="_ _10"> </span>Walnego <span class="_ _f"> </span>Zgromad<span class="_ _2"></span>zenia <span class="_ _f"> </span>s<span class="_ _2"></span>alę <span class="_ _f"> </span>opu<span class="_ _2"></span>ścił <span class="_ _10"> </span>jego <span class="_ _f"> </span>Uczestnik, <span class="_ _10"> </span>wówczas<span class="_ _4"></span><span class="ff1"> <span class="_ _f"> </span></span>Pr<span class="_ _2"></span>zewodniczący <span class="_ _10"> </span>koryguje <span class="_ _f"> </span>lis<span class="_ _2"></span>tę </div><div class="t m0 x6 he y591 ff3 fs3 fc0 sc0 ls0 ws0">obecności, <span class="_ _51"> </span>zaznaczając <span class="_ _51"> </span>moment <span class="_ _51"> </span>opus<span class="_ _2"></span>zczenia <span class="_ _51"> </span>sali <span class="_ _52"> </span>przez <span class="_ _52"> </span>Uczes<span class="_ _2"></span>tnika<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x6 he y592 ff3 fs3 fc0 sc0 ls0 ws0">i <span class="_ _10"> </span>ponownie  przelicza <span class="_ _10"> </span>liczbę <span class="_ _10"> </span>głosów  oraz <span class="_ _10"> </span>procent <span class="_ _10"> </span>reprezentowanego  kapitału  zak<span class="_ _0"></span>ładowego.  Po <span class="_ _10"> </span>dokonaniu  obliczeń </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _f"> </span>stwi<span class="_ _2"></span>erdza, <span class="_ _f"> </span>czy <span class="_ _10"> </span>Walne <span class="_ _f"> </span>Zgromadzeni<span class="_ _2"></span>e <span class="_ _f"> </span>posiada <span class="_ _10"> </span>wymagane <span class="_ _f"> </span>kworum <span class="_ _10"> </span>i <span class="_ _f"> </span>wię<span class="_ _2"></span>kszość <span class="_ _f"> </span>gł<span class="_ _2"></span>osów <span class="_ _f"> </span>potrzebn<span class="_ _2"></span>ą <span class="_ _f"> </span>do </div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">podejmowania uchwał,<span class="_ _2"></span> zwłaszcza jeśli mają <span class="_ _2"></span>b<span class="_ _2"></span>yć głosowane uchwał<span class="_ _2"></span>y wymagające kwalifik<span class="_ _2"></span>owanej większoś<span class="_ _2"></span>ci głosów.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y595 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y596 ff3 fs3 fc0 sc0 ls0 ws0">Spóźnionego <span class="_ _e"></span>Uczestnika,<span class="_ _2"></span> <span class="_ _e"></span>uprawnionego <span class="_ _e"></span>do <span class="_ _e"></span>wzięcia <span class="_ _e"></span>udzia<span class="_ _2"></span>łu <span class="_ _e"></span>w <span class="_ _e"></span>Walnym <span class="_ _e"></span>Zgromadzeniu<span class="_ _2"></span>, <span class="_ _e"></span>należy <span class="_ _e"></span>dopuścić <span class="_ _e"></span>do <span class="_ _e"> </span>u<span class="_ _2"></span>działu <span class="_ _e"></span>w </div><div class="t m0 x6 he y597 ff3 fs3 fc0 sc0 ls0 ws0">obradach.  Przewodniczący  zarządza  wów<span class="_ _0"></span>czas  korektę  list<span class="_ _0"></span>y  obecności,  zaznaczając <span class="_ _10"> </span>moment  przybycia  spóźnionego </div><div class="t m0 x6 he y598 ff3 fs3 fc0 sc0 ls0 ws0">Uczestnika, <span class="_ _2"></span>p<span class="_ _2"></span>unkt <span class="_ _2"></span>porządku <span class="_ _4"></span>obrad, <span class="_ _2"></span>od <span class="_ _2"></span>któ<span class="_ _2"></span>rego <span class="_ _4"></span>osoba <span class="_ _2"></span>ta <span class="_ _2"></span>bierze <span class="_ _2"></span>u<span class="_ _2"></span>dział <span class="_ _2"></span>w <span class="_ _4"></span>Walnym <span class="_ _2"></span>Zgromadzeniu <span class="_ _2"></span>oraz <span class="_ _4"></span>ponownie <span class="_ _2"></span>oblicza </div><div class="t m0 x6 he y599 ff3 fs3 fc0 sc0 ls0 ws0">ilość głosów i kworu<span class="_ _2"></span>m reprezentowane od mom<span class="_ _2"></span>entu przybycia sp<span class="_ _2"></span>óźnionej osoby.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59b ff3 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _f"> </span>Zarząd<span class="_ _2"></span>u <span class="_ _f"> </span>i <span class="_ _f"> </span>Rady<span class="_ _2"></span> <span class="_ _f"> </span>Nadzorczej <span class="_ _10"> </span>uczestniczą <span class="_ _f"> </span>w <span class="_ _f"> </span>o<span class="_ _2"></span>bradach<span class="_ _2"></span> <span class="_ _f"> </span>Walnego <span class="_ _f"> </span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _f"> </span>w <span class="_ _f"> </span>s<span class="_ _2"></span>kładzie <span class="_ _f"> </span>umożliw<span class="_ _2"></span>iającym </div><div class="t m0 x6 he y59c ff1 fs3 fc0 sc0 ls0 ws0">udzielenie  merytorycznej <span class="_ _1e"> </span>odpowiedzi  na <span class="_ _1e"> </span>pytania  za<span class="_ _2"></span>dawane  w  trakcie  Walnego <span class="_ _1e"> </span>Zgromadzenia. <span class="_ _1e"> </span>W  przypad<span class="_ _2"></span>ku,  gdy </div><div class="t m0 x6 he y59d ff3 fs3 fc0 sc0 ls0 ws0">uczestnictwo <span class="_ _1a"> </span>któ<span class="_ _2"></span>regoś <span class="_ _1a"> </span>z <span class="_ _1a"> </span>czł<span class="_ _2"></span>onków <span class="_ _1a"> </span>tych <span class="_ _11"> </span>organó<span class="_ _2"></span>w <span class="_ _1a"> </span>jest <span class="_ _11"> </span>z <span class="_ _1a"> </span>ważnych<span class="_ _2"></span> <span class="_ _1a"> </span>powodów <span class="_ _1a"> </span>n<span class="_ _2"></span>iemożliwe, <span class="_ _1a"> </span>Uczestniko<span class="_ _2"></span>m <span class="_ _1a"> </span>Walnego </div><div class="t m0 x6 he y59e ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia zosta<span class="_ _2"></span>ną przedstawione przy<span class="_ _2"></span>czyny ich nieobecno<span class="_ _2"></span>ści.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y114 ff3 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _f"> </span>Zarządu <span class="_ _f"> </span>i <span class="_ _f"> </span>Rady <span class="_ _f"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _e"></span>Spó<span class="_ _2"></span>łki <span class="_ _f"> </span>uczestniczący <span class="_ _f"> </span>w <span class="_ _f"> </span>Walnym <span class="_ _f"> </span>Zgromadzeniu<span class="_ _2"></span> <span class="_ _e"></span>p<span class="_ _2"></span>owinni, <span class="_ _f"> </span>w <span class="_ _e"></span>granicach<span class="_ _2"></span> <span class="_ _e"></span>s<span class="_ _2"></span>woich </div><div class="t m0 x6 he y5a0 ff3 fs3 fc0 sc0 ls0 ws0">kompetencji <span class="_ _10"> </span>i <span class="_ _10"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _10"> </span>niezb<span class="_ _2"></span>ędnym <span class="_ _10"> </span>do <span class="_ _10"> </span>rozstrzygn<span class="_ _2"></span>ięcia <span class="_ _10"> </span>spraw <span class="_ _10"> </span>objętych <span class="_ _10"> </span>porząd<span class="_ _2"></span>kiem <span class="_ _10"> </span>obrad, <span class="_ _10"> </span>udzielać <span class="_ _10"> </span>Uczestnikom </div><div class="t m0 x6 he y3a8 ff3 fs3 fc0 sc0 ls0 ws0">wyjaśnień <span class="_ _36"> </span>i <span class="_ _7"> </span>informa<span class="_ _2"></span>cji <span class="_ _7"> </span>doty<span class="_ _2"></span>czących <span class="_ _36"> </span>Spół<span class="_ _2"></span>ki, <span class="_ _7"> </span>z <span class="_ _36"> </span>zastrzeżeniem <span class="_ _36"> </span>ograniczeń <span class="_ _36"> </span>wynikających<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">z <span class="_ _e"></span>obowiązujących <span class="_ _e"></span>przep<span class="_ _2"></span>isów. <span class="_ _e"></span>W <span class="_ _e"></span>przyp<span class="_ _2"></span>adkach <span class="_ _e"></span>wymagających <span class="_ _e"></span>s<span class="_ _2"></span>zczegółowej, <span class="_ _e"></span>specjalistycz<span class="_ _2"></span>nej <span class="_ _e"></span>wiedzy <span class="_ _e"></span>z <span class="_ _e"></span>danej <span class="_ _e"></span>dziedz<span class="_ _2"></span>iny </div><div class="t m0 x6 he y5a2 ff3 fs3 fc0 sc0 ls0 ws0">Członek Za<span class="_ _2"></span>rządu <span class="_ _2"></span>lub Rady Nadzorczej <span class="_ _2"></span>może wska<span class="_ _2"></span>zać os<span class="_ _2"></span>obę spośród<span class="_ _2"></span> pracowników <span class="_ _2"></span>Spółki, która <span class="_ _2"></span>udzieli ta<span class="_ _2"></span>k<span class="_ _4"></span><span class="ff1">ich informacji </span></div><div class="t m0 x6 he y5a3 ff3 fs3 fc0 sc0 ls0 ws0">lub wyjaśnień. Bie<span class="_ _0"></span>gły rewident dokonujący badania sprawozdań finansowych Spółki <span class="_ _0"></span>jest zapraszany na obrady <span class="_ _0"></span>Walnego </div><div class="t m0 x6 he y45e ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia, w <span class="_ _3"></span>s<span class="_ _2"></span>zczególności, gdy <span class="_ _0"></span>w <span class="_ _3"></span>p<span class="_ _2"></span>orządku <span class="_ _0"></span>obrad <span class="_ _0"></span>przewidziano punkt <span class="_ _0"></span>dotyczący <span class="_ _0"></span>spraw<span class="_ _0"></span> <span class="_ _0"></span>finansowych Spółki. <span class="_ _0"></span>Obrady </div><div class="t m0 x6 he y5a4 ff1 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _4"></span>Zgrom<span class="ff3">adzenia <span class="_ _4"></span>mo<span class="_ _2"></span>gą <span class="_ _4"></span>by<span class="_ _2"></span>ć <span class="_ _4"></span>transmitowane <span class="_ _4"></span>za <span class="_ _4"></span>poś<span class="_ _2"></span>rednictwem <span class="_ _2"></span>sie<span class="_ _2"></span>ci <span class="_ _4"></span>Internet. <span class="_ _4"></span>Informacja <span class="_ _4"></span>o <span class="_ _4"></span>p<span class="_ _2"></span>ublicznej <span class="_ _4"></span>transmisji </span></div><div class="t m0 x6 he y5a5 ff3 fs3 fc0 sc0 ls0 ws0">obrad zostanie umieszczo<span class="_ _2"></span>na na stro<span class="_ _2"></span>nie internetowej Spółki bezpoś<span class="_ _2"></span>rednio przed Waln<span class="_ _2"></span>ym Zgromadzeniem.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a7 ff3 fs3 fc0 sc0 ls0 ws0">Walne Zgromadzenie otwiera <span class="_ _0"></span>Przewodniczący Rady Nadzorczej, a <span class="_ _0"></span>w <span class="_ _0"></span>przypadku<span class="_ _2"></span> jego <span class="_ _0"></span>nieobecności, Wiceprzewodniczący </div><div class="t m0 x6 he y5a8 ff3 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _50"> </span>Nadzorczej, <span class="_ _50"> </span>albo <span class="_ _50"> </span>osoba <span class="_ _50"> </span>wskazana <span class="_ _50"> </span>odpowiednio <span class="_ _50"> </span>przez <span class="_ _50"> </span>Przewodniczącego <span class="_ _50"> </span>Rady <span class="_ _50"> </span>Nadzorczej <span class="_ _50"> </span>lub </div><div class="t m0 x6 he y5a9 ff3 fs3 fc0 sc0 ls0 ws0">Wiceprzewodniczącego <span class="_ _12"> </span>Rady <span class="_ _13"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _13"> </span>i <span class="_ _13"> </span>za<span class="_ _2"></span>rządza <span class="_ _13"> </span>ora<span class="_ _2"></span>z <span class="_ _12"> </span>przeprowadza<span class="_ _2"></span> <span class="_ _13"> </span>wybór <span class="_ _13"> </span>Przewodn<span class="_ _2"></span>iczącego <span class="_ _13"> </span>Walne<span class="_ _2"></span>go </div><div class="t m0 x6 he y5aa ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _1e"> </span>spoś<span class="_ _2"></span>ród <span class="_ _1e"> </span>osób <span class="_ _1e"> </span>uprawniony<span class="_ _2"></span>ch <span class="_ _1e"> </span>do <span class="_ _1e"> </span>głosowania. <span class="_ _1e"> </span>Do <span class="_ _1e"> </span>momentu <span class="_ _1e"> </span>przepro<span class="_ _2"></span>wadzenia <span class="_ _1e"> </span>po<span class="_ _2"></span>wyższych <span class="_ _1e"> </span>wyboró<span class="_ _2"></span>w </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">otwierający Walne Zgro<span class="_ _2"></span>madzenie, posiada <span class="_ _2"></span>uprawnienia przysługu<span class="_ _2"></span>jące Przewodniczącemu.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5ac ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">47<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Każdy  Uczestnik <span class="_ _1e"> </span>Walnego  Zgro<span class="_ _2"></span>madzenia  ma  prawo  ka<span class="_ _2"></span>ndyd<span class="_ _2"></span>ować  na  Przewodniczące<span class="_ _2"></span>go,  jak <span class="_ _1e"> </span>również  zgłosić <span class="_ _1e"> </span>jedną </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">kandydatu<span class="_ _2"></span>rę <span class="_ _2"></span>na <span class="_ _4"></span>to <span class="_ _4"></span>stanowisko. <span class="_ _4"></span>Zgłoszony <span class="_ _4"></span>kandydat <span class="_ _4"></span>wpisany <span class="_ _4"></span>zostaje <span class="_ _4"></span>na <span class="_ _4"></span>listę <span class="_ _2"></span>ka<span class="_ _2"></span>ndydujących <span class="_ _4"></span>po <span class="_ _2"></span>zł<span class="_ _2"></span>ożeniu <span class="_ _4"></span>oświadczenia, </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">że <span class="_ _34"> </span>kan<span class="_ _2"></span>dydaturę <span class="_ _34"> </span>p<span class="_ _2"></span>rzyjmuje. <span class="_ _34"> </span>Wyboru <span class="_ _3a"> </span>Przew<span class="_ _2"></span>odniczącego <span class="_ _3a"> </span>Walnego <span class="_ _3a"> </span>Zgromadzenia <span class="_ _3a"> </span>doko<span class="_ _2"></span>nuje <span class="_ _34"> </span>się <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">w głosowaniu tajnym. Otwierający Walne Zgromadzenie czuwa nad prawidłowym przebi<span class="_ _0"></span>egiem głosowania oraz ogłasza </div><div class="t m0 x6 he y30b ff1 fs3 fc0 sc0 ls0 ws0">jego wyniki. </div><div class="t m0 x6 h7 y30c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30d ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _1a"> </span>zap<span class="_ _2"></span>ewnia <span class="_ _1a"> </span>s<span class="_ _2"></span>prawny <span class="_ _1a"> </span>p<span class="_ _2"></span>rzebieg <span class="_ _1a"> </span>obrad <span class="_ _11"> </span>i <span class="_ _1a"> </span>pos<span class="_ _2"></span>zanowanie <span class="_ _1a"> </span>praw <span class="_ _11"> </span>i <span class="_ _1a"> </span>interes<span class="_ _2"></span>ów <span class="_ _1a"> </span>wszys<span class="_ _2"></span>tkich <span class="_ _1a"> </span>akcjon<span class="_ _2"></span>ariuszy. </div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _24"> </span>p<span class="_ _2"></span>owinien <span class="_ _31"> </span>przeciwdziałać <span class="_ _31"> </span>w <span class="_ _24"> </span>szczególnoś<span class="_ _2"></span>ci <span class="_ _24"> </span>nadu<span class="_ _2"></span>żywaniu <span class="_ _24"> </span>uprawnień <span class="_ _24"> </span>przez <span class="_ _31"> </span>Uczestników <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">i <span class="_ _0"></span>zapewniać <span class="_ _0"></span>respektowanie praw <span class="_ _0"></span>akcjonariuszy<span class="_ _2"></span> <span class="_ _0"></span>mniejszośc<span class="_ _2"></span>iowych. Przew<span class="_ _0"></span>odniczący nie <span class="_ _0"></span>powinien <span class="_ _0"></span>bez w<span class="_ _0"></span>ażnych powodów </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">składać <span class="_ _4"></span>rezygn<span class="_ _2"></span>acji <span class="_ _4"></span>ze <span class="_ _4"></span>s<span class="_ _2"></span>wej <span class="_ _4"></span>funkcji, <span class="_ _4"></span>nie <span class="_ _16"></span>może <span class="_ _4"></span>też <span class="_ _16"></span>bez <span class="_ _4"></span>uzasadniony<span class="_ _2"></span>ch <span class="_ _4"></span>przyczyn <span class="_ _4"></span>o<span class="_ _2"></span>późniać <span class="_ _4"></span>podpisan<span class="_ _2"></span>ia <span class="_ _4"></span>protokołu <span class="_ _4"></span>Walnego </div><div class="t m0 x6 he y184 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x6 he y185 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _e"></span>obowiązków <span class="_ _e"></span>i <span class="_ _e"></span>uprawnień <span class="_ _e"></span>Przewodn<span class="_ _2"></span>iczącego <span class="_ _e"></span>Walnego <span class="_ _e"></span>Zgromad<span class="_ _2"></span>zenia, <span class="_ _e"></span>poza <span class="_ _e"></span>innymi <span class="_ _e"></span>wy<span class="_ _2"></span>mienionymi <span class="_ _e"></span>w <span class="_ _e"></span>Regulaminie<span class="_ _2"></span> </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">Walnego Zgromadzenia, u<span class="_ _2"></span>chwalonym przez <span class="_ _2"></span>Walne Zgromadzenie, n<span class="_ _2"></span>ależy w szczególności:<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y296 ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">stwierdzenie prawidłowości zwołan<span class="_ _2"></span>ia Walnego Zgromadze<span class="_ _2"></span>nia i zdolnoś<span class="_ _2"></span>ci do podejmowania uchwał,<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y297 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">przedstawienie ogłoszonego po<span class="_ _2"></span>rządku obra<span class="_ _2"></span>d Walnego Zgromadzenia,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y298 ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">udzielanie, <span class="_ _2"></span>a <span class="_ _4"></span>także <span class="_ _4"></span>odbieranie <span class="_ _2"></span>głos<span class="_ _2"></span>u <span class="_ _2"></span>Uczestniko<span class="_ _2"></span>wi, <span class="_ _2"></span>który <span class="_ _4"></span>wypowiada <span class="_ _4"></span>się <span class="_ _4"></span>w <span class="_ _2"></span>sposób <span class="_ _16"></span><span class="ff1">oczy<span class="_ _2"></span>wisty <span class="_ _2"></span>nie <span class="_ _4"></span>na <span class="_ _4"></span>temat <span class="_ _2"></span>lub </span></span></span></div><div class="t m0 x98 he y299 ff3 fs3 fc0 sc0 ls0 ws0">swą wypowiedzią narus<span class="_ _2"></span>za zasady p<span class="_ _2"></span>rzyzwoitego zachowania,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y29a ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zarządzanie głosowan<span class="_ _2"></span>ia oraz czuwanie nad jego pra<span class="_ _2"></span>widłowym przebiegiem oraz ogłas<span class="_ _2"></span>zanie jego wyników,<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y29b ff1 fs3 fc0 sc0 ls3 ws0">5)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">usuwanie <span class="_ _0"></span>z <span class="_ _3"></span>s<span class="_ _2"></span>ali <span class="_ _0"></span>obrad <span class="_ _0"></span>o<span class="_ _0"></span>sób, <span class="_ _0"></span>które <span class="_ _0"></span>nie <span class="_ _3"></span>mają <span class="_ _0"></span>prawa <span class="_ _0"></span>brać <span class="_ _0"></span>udziału <span class="_ _0"></span>w <span class="_ _3"></span>Walny<span class="_ _2"></span>m <span class="_ _0"></span>Zgromadzeniu <span class="_ _0"></span>albo <span class="_ _0"></span>zakłócają <span class="_ _0"></span>przebieg </span></span></div><div class="t m0 x98 he y58d ff1 fs3 fc0 sc0 ls0 ws0">obrad, </div><div class="t m0 xc he y58e ff1 fs3 fc0 sc0 ls3 ws0">6)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zarządzanie przerw w obradach<span class="_ _2"></span>, z zastrz<span class="_ _2"></span>eżeniem postanowień Regulaminu W<span class="_ _2"></span>alnego Zgromadzen<span class="_ _2"></span>ia,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y58f ff1 fs3 fc0 sc0 ls3 ws0">7)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">rozstrzyganie <span class="_ _10"> </span>wątpliwości <span class="_ _f"> </span>re<span class="_ _2"></span>gulaminowych, <span class="_ _10"> </span>w <span class="_ _f"> </span>razi<span class="_ _2"></span>e <span class="_ _f"> </span>potrzeby<span class="_ _2"></span> <span class="_ _f"> </span>po<span class="_ _2"></span> <span class="_ _f"> </span>zas<span class="_ _2"></span>ięgnięciu <span class="_ _f"> </span>opin<span class="_ _2"></span>ii <span class="_ _f"> </span>osób<span class="_ _2"></span> <span class="_ _f"> </span>wymieniony<span class="_ _2"></span>ch <span class="_ _10"> </span>w </span></span></div><div class="t m0 x98 he y590 ff1 fs3 fc0 sc0 ls0 ws0">Regulaminie Walnego Zgro<span class="_ _2"></span>madzenia,<span class="_ _2"></span> </div><div class="t m0 xc he y591 ff1 fs3 fc0 sc0 ls3 ws0">8)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zamknięcie Walnego Zgromadzen<span class="_ _2"></span>ia po wyczerpaniu u<span class="_ _2"></span>stalonego porządku<span class="_ _2"></span> obrad.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 he y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _18"> </span>ma <span class="_ _18"> </span>pra<span class="_ _2"></span>wo <span class="_ _48"> </span>p<span class="_ _2"></span>owołać <span class="_ _18"> </span>Sekretariat <span class="_ _18"> </span>Walnego <span class="_ _18"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _18"> </span>do <span class="_ _18"> </span>współp<span class="_ _2"></span>racy <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">z <span class="_ _10"> </span>przewodniczący<span class="_ _2"></span>m <span class="_ _10"> </span>w <span class="_ _10"> </span>czasie<span class="_ _2"></span> <span class="_ _10"> </span>trwania  obrad <span class="_ _10"> </span>Walnego  Zgromadzenia, <span class="_ _10"> </span>w <span class="_ _10"> </span>liczbie  1<span class="_ _2"></span><span class="ff1">-</span>3 <span class="_ _10"> </span>osób.  Przewodniczący <span class="_ _10"> </span>Walnego </div><div class="t m0 x6 he y595 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _1e"> </span>ma <span class="_ _1e"> </span>prawo <span class="_ _1e"> </span>skorzy<span class="_ _2"></span>stać  z <span class="_ _1e"> </span>kons<span class="_ _2"></span>ultacji <span class="_ _1e"> </span>notariusza, <span class="_ _1e"> </span>prawników <span class="_ _1e"> </span>o<span class="_ _2"></span>raz <span class="_ _1e"> </span>innych <span class="_ _1e"> </span>niezależnych<span class="_ _2"></span>  kons<span class="_ _2"></span>ultantów, </div><div class="t m0 x6 he y596 ff3 fs3 fc0 sc0 ls0 ws0">zaangażowanych<span class="_ _2"></span> <span class="_ _e"></span>przez <span class="_ _e"></span>Zarząd <span class="_ _e"></span>Spółki <span class="_ _e"></span>do <span class="_ _e"></span>obsługi <span class="_ _e"></span>Walnego <span class="_ _16"></span>Zgro<span class="_ _2"></span>madzenia. <span class="_ _e"></span>Przewodniczący<span class="_ _2"></span> <span class="_ _e"></span>informuje <span class="_ _e"></span>zebranych <span class="_ _e"></span>o <span class="_ _e"></span>ich </div><div class="t m0 x6 he y597 ff3 fs3 fc0 sc0 ls0 ws0">obecności na Wa<span class="_ _2"></span>lnym Zgromadzeniu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y598 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y599 ff3 fs3 fc0 sc0 ls0 ws0">Każdy <span class="_ _20"> </span>Uczestnik <span class="_ _20"> </span>Walnego <span class="_ _1f"> </span>Zgromad<span class="_ _2"></span>zenia <span class="_ _1f"> </span>jes<span class="_ _2"></span>t <span class="_ _1f"> </span>u<span class="_ _2"></span>prawniony <span class="_ _20"> </span>do <span class="_ _1f"> </span>zgłoszenia <span class="_ _20"> </span>wniosku <span class="_ _20"> </span>w <span class="_ _1f"> </span>sprawie <span class="_ _20"> </span>formalnej. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59a ff3 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _2"></span>wnioski <span class="_ _4"></span>w <span class="_ _2"></span>sprawach <span class="_ _4"></span>formalnych<span class="_ _2"></span> <span class="_ _2"></span>uważa <span class="_ _4"></span>się <span class="_ _2"></span>wnioski, <span class="_ _2"></span>co <span class="_ _4"></span>do <span class="_ _2"></span>s<span class="_ _2"></span>posobu <span class="_ _2"></span>obra<span class="_ _2"></span>dowania <span class="_ _2"></span>i <span class="_ _4"></span>głosowania, <span class="_ _2"></span>a <span class="_ _4"></span>w <span class="_ _2"></span>szczególności <span class="_ _2"></span>co<span class="_ _2"></span> </div><div class="t m0 x6 he y59b ff1 fs3 fc0 sc0 ls0 ws0">do: </div><div class="t m0 xc he y59c ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">odroczenia lub zamknięcia dy<span class="_ _2"></span>skusji,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y59d ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff1">przerw w obradach, </span></span></div><div class="t m0 xc he y59e ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">kolejności głosowania wnios<span class="_ _2"></span>ków zgłoszonych w ra<span class="_ _2"></span>mach danego punktu p<span class="_ _2"></span>orządku obrad,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y59f ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zamknięcia listy kandyd<span class="_ _2"></span>atów przy wyborach.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y114 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a0 ff3 fs3 fc0 sc0 ls0 ws0">Zgłoszone wnios<span class="_ _2"></span>ki w sprawach formalny<span class="_ _2"></span>ch rozstrzygan<span class="_ _2"></span>e są, z zastrzeżeniem ust.<span class="_ _2"></span> 5 Regulaminu Waln<span class="_ _2"></span>ego Zgromadzenia, </div><div class="t m0 x6 he y3a8 ff3 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _10"> </span>Przewodniczące<span class="_ _2"></span>go, <span class="_ _10"> </span>a  w <span class="_ _10"> </span>przypadku  sprzeciwu <span class="_ _10"> </span>wobec <span class="_ _10"> </span>jego <span class="_ _10"> </span>decyzji,  zgłoszonego  przez <span class="_ _10"> </span>Uczestnika <span class="_ _1e"> </span>–<span class="ff1"> <span class="_ _10"> </span>w <span class="_ _10"> </span>drod<span class="_ _2"></span>ze </span></div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">głosowania.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a3 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący moż<span class="_ _2"></span>e zarządzić krótką p<span class="_ _2"></span>rzerwę w obradach, w szczególno<span class="_ _2"></span>ści w celu:<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y45e ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">umożliwienia sformułowania wnios<span class="_ _2"></span>ków,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a4 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uzgodnienia stanowisk <span class="_ _2"></span>Uczestników,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a5 ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">zasięgnięcia opinii osób, o<span class="_ _2"></span> których mowa w § 6 us<span class="_ _2"></span>t. 5 Regulaminu Walnego Zgromadzen<span class="_ _2"></span>ia,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a6 ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">umożliwienia zajęcia stanowiska<span class="_ _2"></span> Zarządowi i Radzie N<span class="_ _2"></span>adzorczej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y5a7 ff1 fs3 fc0 sc0 ls3 ws0">5)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">w <span class="_ _0"></span>innych wymagających tego <span class="_ _3"></span>przy<span class="_ _2"></span>padkach, w <span class="_ _0"></span>szczególności gdy <span class="_ _0"></span>Walne Zgromadzenie <span class="_ _0"></span>trwa <span class="_ _0"></span>dłużej niż <span class="_ _0"></span>2 <span class="_ _0"></span>godziny.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 he y5a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a9 ff3 fs3 fc0 sc0 ls0 ws0">Zarządzone przerwy nie <span class="_ _0"></span>mogą mieć <span class="_ _0"></span>na celu <span class="_ _0"></span>utrudnienia Uczestniko<span class="_ _2"></span>m <span class="_ _0"></span>wykonywania ich praw. <span class="_ _0"></span>Jeżeli <span class="_ _0"></span>przerwa w obradach </div><div class="t m0 x6 he y5aa ff3 fs3 fc0 sc0 ls0 ws0">miałaby <span class="_ _0"></span>powodować <span class="_ _0"></span>odroczenie <span class="_ _0"></span>obrad <span class="_ _0"></span>Walnego <span class="_ _3"></span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _0"></span>co <span class="_ _3"></span>n<span class="_ _2"></span>ajmniej <span class="_ _0"></span>do <span class="_ _3"></span>d<span class="_ _2"></span>nia <span class="_ _0"></span>następnego, <span class="_ _3"></span>niezb<span class="_ _2"></span>ędne <span class="_ _0"></span>jest <span class="_ _3"></span>p<span class="_ _2"></span>odjęcie </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _4"></span>Walne <span class="_ _2"></span>Zgromadzen<span class="_ _2"></span>ie, <span class="_ _4"></span>większością <span class="_ _4"></span>2/3 <span class="_ _4"></span>głosów, <span class="_ _4"></span>stosownej <span class="_ _4"></span>uchwały. <span class="_ _4"></span>Łącznie <span class="_ _4"></span>przerwy <span class="_ _4"></span>takie <span class="_ _2"></span>n<span class="_ _2"></span>ie <span class="_ _2"></span>mogą <span class="_ _4"></span>trwać <span class="_ _4"></span>dłużej </div><div class="t m0 x6 he y5ac ff3 fs3 fc0 sc0 ls0 ws0">niż 30 dni.<span class="ff1"> </span></div><div class="t m0 x6 he y5ad ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">48<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>zastrzeżeniem <span class="_ _2"></span>postanowień<span class="_ _2"></span> <span class="_ _2"></span>§ 8 <span class="_ _2"></span>Regula<span class="_ _2"></span>minu <span class="_ _2"></span>Walnego <span class="_ _2"></span>Zgromadzen<span class="_ _2"></span>ia, <span class="_ _2"></span>każdy <span class="_ _2"></span>Uczestnik <span class="_ _2"></span>powinien <span class="_ _2"></span>zabierać <span class="_ _2"></span>głos<span class="_ _2"></span> jed<span class="_ _2"></span>ynie </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">w <span class="_ _20"> </span>sprawach <span class="_ _20"> </span>objętych <span class="_ _1b"> </span>przyjętym <span class="_ _20"> </span>porządkiem <span class="_ _20"> </span>obrad, <span class="_ _20"> </span>aktu<span class="_ _2"></span>alnie <span class="_ _20"> </span>rozpatrywany<span class="_ _2"></span>ch, <span class="_ _20"> </span>w <span class="_ _1f"> </span>s<span class="_ _2"></span>zczególności <span class="_ _20"> </span>zadaj<span class="_ _2"></span>ąc </div><div class="t m0 x6 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">przedstawicielom <span class="_ _f"> </span>Spółki <span class="_ _f"> </span>pyta<span class="_ _2"></span>nia. <span class="_ _f"> </span>Wnioski <span class="_ _f"> </span>dotyc<span class="_ _2"></span>zą<span class="_ _2"></span>ce <span class="_ _e"></span>projekt<span class="_ _2"></span>ów <span class="_ _e"></span>uchwał<span class="_ _2"></span> <span class="_ _e"></span>lub<span class="_ _2"></span> <span class="_ _e"> </span>ich <span class="_ _f"> </span>zm<span class="_ _2"></span>iany <span class="_ _f"> </span>powinny <span class="_ _f"> </span>być <span class="_ _f"> </span>zło<span class="_ _2"></span>żone <span class="_ _f"> </span>wraz <span class="_ _e"></span>z<span class="_ _2"></span> </div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0">uzasadn<span class="_ _2"></span>ieniem, <span class="_ _25"> </span>w <span class="_ _25"> </span>formie <span class="_ _35"> </span>pis<span class="_ _2"></span>emnej <span class="_ _25"> </span>do <span class="_ _25"> </span>S<span class="_ _2"></span>ekretariatu <span class="_ _25"> </span>W<span class="_ _2"></span>alnego <span class="_ _25"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _25"> </span>lub<span class="_ _2"></span>, <span class="_ _25"> </span>w <span class="_ _25"> </span>przy<span class="_ _2"></span>padku <span class="_ _35"> </span>jego <span class="_ _25"> </span>braku,<span class="_ _2"></span> <span class="_ _25"> </span>u </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczącego. Zabierając głos<span class="_ _2"></span> lub składając wniosek, Uczestnik winie<span class="_ _0"></span>n podać swoje imię <span class="ff1">i nazwisko, a w przypadku </span></div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">gdy nie występuje w imi<span class="_ _2"></span>eniu własnym, ró<span class="_ _2"></span>wnież dane dotyczące akcjo<span class="_ _2"></span>nariusza, k<span class="_ _2"></span>tórego reprezentuje.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y143 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _4"></span>udziela <span class="_ _4"></span>głosu <span class="_ _2"></span>w <span class="_ _4"></span>kolejności <span class="_ _4"></span>zgłoszeń, <span class="_ _4"></span>a <span class="_ _2"></span>dla <span class="_ _2"></span>wygłos<span class="_ _2"></span>zenia <span class="_ _4"></span>repliki <span class="_ _4"></span><span class="ff1">- <span class="_ _4"></span></span>po <span class="_ _4"></span>wyczerpaniu <span class="_ _2"></span>lis<span class="_ _2"></span>ty <span class="_ _2"></span>wypowiadaj<span class="_ _2"></span>ących </div><div class="t m0 x6 he y30e ff3 fs3 fc0 sc0 ls0 ws0">się <span class="_ _0"></span>w <span class="_ _3"></span>dan<span class="_ _2"></span>ej <span class="_ _0"></span>sprawie <span class="_ _3"></span>objętej po<span class="_ _0"></span>rządkiem <span class="_ _0"></span>obrad. <span class="_ _0"></span>Przewodniczący <span class="_ _0"></span>może <span class="_ _3"></span>człon<span class="_ _2"></span>kom <span class="_ _0"></span>Rady <span class="_ _3"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _0"></span>i <span class="_ _3"></span>Zarządu<span class="_ _2"></span> <span class="_ _0"></span>Spółki <span class="_ _3"></span>udzielić </div><div class="t m0 x6 he y30f ff3 fs3 fc0 sc0 ls0 ws0">głosu <span class="_ _4"></span>poza <span class="_ _4"></span>kolejnością<span class="_ _2"></span>. <span class="_ _4"></span>Przewodniczący <span class="_ _2"></span>może <span class="_ _4"></span>ograniczyć <span class="_ _4"></span>czas<span class="_ _2"></span> <span class="_ _2"></span>wyp<span class="_ _2"></span>owiedzi <span class="_ _2"></span>Ucz<span class="_ _2"></span>estników <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia,<span class="_ _2"></span> <span class="_ _2"></span>jeżeli<span class="_ _2"></span> </div><div class="t m0 x6 he y184 ff3 fs3 fc0 sc0 ls0 ws0">zamiar <span class="_ _1e"> </span>uczestnictwa <span class="_ _1e"> </span>w <span class="_ _1e"> </span>dys<span class="_ _2"></span>kusji <span class="_ _1e"> </span>zgłosi <span class="_ _1e"> </span>taka <span class="_ _1e"> </span>liczba <span class="_ _1e"> </span>Uczestników, <span class="_ _1e"> </span>że <span class="_ _1e"> </span>niewprowadzenie <span class="_ _19"> </span>ram  czas<span class="_ _2"></span>owych <span class="_ _1e"> </span>wypowiedzi </div><div class="t m0 x6 he y185 ff3 fs3 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _e"></span>Uczestn<span class="_ _2"></span>ików <span class="_ _e"></span>mogłoby, <span class="_ _e"></span>biorą<span class="_ _2"></span>c <span class="_ _e"></span>pod <span class="_ _e"></span>uwagę <span class="_ _e"></span>porząd<span class="_ _4"></span>ek <span class="_ _e"></span>obrad, <span class="_ _e"></span>uniemożliwić <span class="_ _e"></span>sp<span class="_ _2"></span>rawny <span class="_ _e"></span>przebieg <span class="_ _e"></span>Walneg<span class="_ _2"></span>o </div><div class="t m0 x6 he y186 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia. <span class="_ _0"></span>Ograniczenie <span class="_ _0"></span>czasu w<span class="_ _0"></span>ypowiedzi <span class="_ _0"></span>nie <span class="_ _0"></span>może <span class="_ _3"></span>p<span class="_ _2"></span>rowadzić <span class="_ _0"></span>do <span class="_ _0"></span>ograniczenia <span class="_ _3"></span>p<span class="_ _2"></span>raw <span class="_ _0"></span>akcjonariuszy. Uczestnik <span class="_ _3"></span>może<span class="_ _2"></span> </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">się <span class="_ _f"> </span>wypowiedzieć <span class="_ _f"> </span>ró<span class="_ _2"></span>wnież <span class="_ _f"> </span>p<span class="_ _2"></span>oprzez <span class="_ _f"> </span>zł<span class="_ _2"></span>ożenie <span class="_ _f"> </span>na <span class="_ _f"> </span>piś<span class="_ _2"></span>mie <span class="_ _f"> </span>oświadczenia<span class="_ _2"></span>, <span class="_ _f"> </span>pytania <span class="_ _10"> </span>lub <span class="_ _f"> </span>wniosku<span class="_ _2"></span>. <span class="_ _f"> </span>Po <span class="_ _f"> </span>wycz<span class="_ _4"></span>erpaniu <span class="_ _10"> </span>się <span class="_ _f"> </span>listy </div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">mówców, <span class="_ _1e"> </span>Przewodniczący<span class="_ _2"></span> <span class="_ _1e"> </span>informuje <span class="_ _1e"> </span>Walne <span class="_ _1e"> </span>Zgromad<span class="_ _2"></span>zenie <span class="_ _1e"> </span>o <span class="_ _1e"> </span>treści <span class="_ _1e"> </span>takich<span class="_ _2"></span> <span class="_ _1e"> </span>wypowiedzi <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>o<span class="_ _2"></span>rganizuje <span class="_ _1e"> </span>udzielenie </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">wyjaśnień, <span class="_ _19"> </span>a  w <span class="_ _19"> </span>razie <span class="_ _1e"> </span>potrzeby <span class="_ _1e"> </span>poddaj<span class="_ _2"></span>e <span class="_ _1e"> </span>pod <span class="_ _1e"> </span>gł<span class="_ _2"></span>osowanie <span class="_ _1e"> </span>złożon<span class="_ _2"></span>e  wnios<span class="_ _2"></span>ki. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>ra<span class="_ _2"></span>zie  wątp<span class="_ _2"></span>liwości, <span class="_ _1e"> </span>co <span class="_ _19"> </span>do <span class="_ _1e"> </span>brzmienia </div><div class="t m0 x6 he y298 ff3 fs3 fc0 sc0 ls0 ws0">głosowanego <span class="_ _4"></span>wniosku, <span class="_ _4"></span>Uczestn<span class="_ _2"></span>ik <span class="_ _2"></span>może <span class="_ _4"></span>przed <span class="_ _4"></span>głosowaniem <span class="_ _4"></span>zwrócić <span class="_ _2"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>Przewodniczącego <span class="_ _4"></span>o <span class="_ _4"></span>odczytanie <span class="_ _4"></span>jego <span class="_ _2"></span>treści. </div><div class="t m0 x6 he y299 ff3 fs3 fc0 sc0 ls0 ws0">Uczestnik <span class="_ _2"></span>Walnego <span class="_ _4"></span>Zgromadzenia, <span class="_ _4"></span>który <span class="_ _2"></span>po<span class="_ _2"></span> <span class="_ _2"></span>powzięciu <span class="_ _2"></span>przez <span class="_ _4"></span>Walne <span class="_ _2"></span>Zgromadzeni<span class="_ _2"></span>e <span class="_ _2"></span>uchwa<span class="_ _2"></span>ły, <span class="_ _2"></span>przeciwko <span class="_ _4"></span>której <span class="_ _2"></span>głosował<span class="_ _2"></span> </div><div class="t m0 x6 he y29a ff3 fs3 fc0 sc0 ls0 ws0">zażądał z<span class="_ _2"></span>aprotokołowania sprzeciwu, ma możliwość p<span class="_ _2"></span>rzedstaw<span class="_ _2"></span>ienia zwi<span class="_ _2"></span>ęzłego uzasad<span class="_ _2"></span>nienia tego sprzeciwu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y29b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y58d ff3 fs3 fc0 sc0 ls0 ws0">Pytania <span class="_ _2"></span>zadawane <span class="_ _2"></span>w <span class="_ _2"></span>związku <span class="_ _2"></span>z <span class="_ _2"></span>Walnym <span class="_ _2"></span>Zgromadzeniem, <span class="_ _2"></span>wraz <span class="_ _2"></span>z <span class="_ _2"></span>udzielonymi <span class="_ _2"></span>na <span class="_ _2"></span>nie <span class="_ _2"></span>odpowiedziami, <span class="_ _2"></span>Spółka <span class="_ _2"></span>zamieszcza </div><div class="t m0 x6 he y58e ff3 fs3 fc0 sc0 ls0 ws0">na swojej stro<span class="_ _2"></span>nie internetowej, bezpoś<span class="_ _2"></span>rednio po zakończeniu<span class="_ _2"></span> obrad Walnego Zgro<span class="_ _2"></span>madzenia.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y58f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y590 ff3 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>sprawach, <span class="_ _4"></span>które <span class="_ _4"></span>nie <span class="_ _4"></span>są <span class="_ _4"></span>objęte <span class="_ _4"></span>porządkiem <span class="_ _4"></span>obrad, <span class="_ _4"></span>uch<span class="_ _2"></span>wał <span class="_ _2"></span>p<span class="_ _2"></span>odejmować <span class="_ _4"></span>nie <span class="_ _4"></span>można, <span class="_ _4"></span>chyba <span class="_ _4"></span>że <span class="_ _4"></span>cały <span class="_ _4"></span>kapitał <span class="_ _4"></span>zakładowy </div><div class="t m0 x6 he y591 ff3 fs3 fc0 sc0 ls0 ws0">reprezentowany <span class="_ _2"></span>jest <span class="_ _2"></span>na <span class="_ _2"></span>Walnym <span class="_ _2"></span>Zgromadzeniu, <span class="_ _2"></span>a <span class="_ _2"></span>n<span class="_ _2"></span>ikt z <span class="_ _2"></span>obecnych <span class="_ _2"></span>nie <span class="_ _2"></span>wnosi <span class="_ _2"></span>sp<span class="_ _2"></span>rzeciwu co <span class="_ _2"></span>do <span class="_ _2"></span>podjęcia <span class="_ _2"></span>uchwały. <span class="_ _2"></span>Wa<span class="_ _2"></span>lne </div><div class="t m0 x6 he y592 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenie <span class="_ _e"></span>może <span class="_ _16"></span>w <span class="_ _16"></span>każd<span class="_ _2"></span>ym <span class="_ _16"></span>czas<span class="_ _2"></span>ie<span class="ff1"> <span class="_ _e"></span></span>podjąć <span class="_ _16"></span>uch<span class="_ _2"></span>wałę <span class="_ _16"></span>o <span class="_ _e"></span>zwołaniu <span class="_ _e"></span>Nadzwyczajnego <span class="_ _16"></span>Wal<span class="_ _2"></span>nego <span class="_ _16"></span>Zgromadz<span class="_ _2"></span>enia, <span class="_ _16"></span>u<span class="_ _2"></span>chwały </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">dotyczące ogłos<span class="_ _2"></span>zonego porządku ob<span class="_ _2"></span>rad oraz uchwały o ch<span class="_ _2"></span>arakterze porządkowym, do k<span class="_ _2"></span>tórych zalicza s<span class="_ _2"></span>ię:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y594 ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uchwałę o zmianie kolejności <span class="_ _2"></span>omawiania poszczególny<span class="_ _2"></span>ch punktów p<span class="_ _2"></span>orządku ob<span class="_ _2"></span>rad,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y595 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uchwałę o zdjęciu z porzą<span class="_ _2"></span>dku obrad pos<span class="_ _2"></span>zczególnych spraw,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y596 ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uchwałę o sposob<span class="_ _2"></span>ie głosowania,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y597 ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">uchwałę o przerwie w obradach<span class="_ _2"></span>.<span class="ff1"> </span></span></span></div><div class="t m0 x6 he y598 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y599 ff3 fs3 fc0 sc0 ls0 ws0">Wniosek <span class="_ _3b"> </span>o <span class="_ _33"> </span>podjęcie <span class="_ _33"> </span>uchwa<span class="_ _2"></span>ły <span class="_ _3b"> </span>o <span class="_ _33"> </span>zdjęciu <span class="_ _33"> </span>z <span class="_ _3b"> </span>porządku <span class="_ _3b"> </span>obrad <span class="_ _33"> </span>określonej <span class="_ _3b"> </span>sprawy <span class="_ _33"> </span>powinien <span class="_ _3b"> </span>być <span class="_ _33"> </span>umotywowan<span class="_ _2"></span>y. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59a ff3 fs3 fc0 sc0 ls0 ws0">Z porządku <span class="_ _0"></span>obrad nie <span class="_ _0"></span>może <span class="_ _0"></span>być <span class="_ _0"></span>zdjęta sprawa, <span class="_ _0"></span>której rozpatrzenie <span class="_ _0"></span>w <span class="_ _0"></span>myśl obowiązujących przepisów <span class="_ _0"></span>jest obowiązkowe.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y59b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y59c ff3 fs3 fc0 sc0 ls0 ws0">Uchwałę  uważa <span class="_ _10"> </span>się  za  powziętą,  jeże<span class="_ _0"></span>li  za <span class="_ _10"> </span>jej  podjęciem  głosowali  akcjonariusze  reprezentujący  wię<span class="_ _0"></span>kszość  głosów </div><div class="t m0 x6 he y59d ff3 fs3 fc0 sc0 ls0 ws0">wymaganą <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>przepisami <span class="_ _2"></span>Kodeksu <span class="_ _4"></span>spółek <span class="_ _2"></span>handlowych <span class="_ _2"></span>lub <span class="_ _2"></span>Statutu. <span class="_ _2"></span>Jeżeli <span class="_ _2"></span>do <span class="_ _2"></span>projektu <span class="_ _2"></span>uchwały <span class="_ _2"></span>zostały <span class="_ _2"></span>zgłoszone </div><div class="t m0 x6 he y59e ff3 fs3 fc0 sc0 ls0 ws0">propozycje <span class="_ _16"></span>zmian, <span class="_ _16"></span>pro<span class="_ _2"></span>pozycje <span class="_ _4"></span>te, <span class="_ _16"></span>z <span class="_ _16"></span>za<span class="_ _2"></span>strzeżeniem <span class="_ _4"></span>§ <span class="_ _16"></span>8 <span class="_ _16"></span>ust.<span class="_ _2"></span> <span class="_ _4"></span>2 <span class="_ _16"></span>Regulaminu <span class="_ _16"></span>Walnego <span class="_ _16"></span>Zgro<span class="_ _2"></span>madzenia, <span class="_ _16"></span>poddawan<span class="_ _2"></span>e <span class="_ _4"></span>są <span class="_ _e"></span>pod </div><div class="t m0 x6 he y59f ff3 fs3 fc0 sc0 ls0 ws0">głosowanie  w <span class="_ _10"> </span>kolejności  ustalonej  przez <span class="_ _10"> </span>Przewodniczącego,  a  następnie  poddaje  się <span class="_ _10"> </span>pod  głosowanie  cał<span class="_ _0"></span>y  projekt </div><div class="t m0 x6 he y114 ff3 fs3 fc0 sc0 ls0 ws0">uchwały, wraz z p<span class="_ _2"></span>rzyjętymi poprawkami.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y5a0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y3a8 ff3 fs3 fc0 sc0 ls0 ws0">Tajne głoso<span class="_ _2"></span>wanie Przewodn<span class="_ _2"></span>iczący <span class="_ _2"></span>zarządza <span class="_ _2"></span>przy <span class="_ _2"></span>wyborach <span class="_ _2"></span>oraz n<span class="_ _2"></span>ad wnios<span class="_ _2"></span>kami o <span class="_ _2"></span>odwołanie czł<span class="_ _2"></span>onków organ<span class="_ _2"></span>ów <span class="_ _2"></span>Spółki, </div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">o  pociągnięcie  ich <span class="_ _1e"> </span>do  odpowiedzialności, <span class="_ _1e"> </span>jak  również  w <span class="_ _1e"> </span>sprawach  os<span class="_ _2"></span>obowych.  Tajne  głosowan<span class="_ _2"></span>ie  Przewodniczący<span class="_ _2"></span> </div><div class="t m0 x6 he y5a2 ff3 fs3 fc0 sc0 ls0 ws0">zarządza <span class="_ _2"></span>również <span class="_ _2"></span>w <span class="_ _2"></span>innych <span class="_ _2"></span>s<span class="_ _2"></span>prawach n<span class="_ _2"></span>a <span class="_ _2"></span>żą<span class="_ _2"></span>danie <span class="_ _2"></span>choćby <span class="_ _2"></span>jednego <span class="_ _2"></span>z <span class="_ _2"></span>Uczestników, <span class="_ _2"></span>z <span class="_ _2"></span>wyjątkiem <span class="_ _2"></span>głosowań<span class="_ _2"></span> n<span class="_ _2"></span>ad <span class="_ _2"></span>wnioskami </div><div class="t m0 x6 he y5a3 ff3 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>sp<span class="_ _2"></span>rawach <span class="_ _4"></span>formalnych. <span class="_ _2"></span>Gło<span class="_ _2"></span>sowanie <span class="_ _4"></span>oraz <span class="_ _2"></span>liczeni<span class="_ _2"></span>e <span class="_ _2"></span>gło<span class="_ _2"></span>sów <span class="_ _2"></span>p<span class="_ _2"></span>rzeprowadza <span class="_ _4"></span>się <span class="_ _2"></span>p<span class="_ _2"></span>rzy <span class="_ _4"></span>pomocy <span class="_ _4"></span>firmy <span class="_ _2"></span>liczącej <span class="_ _4"></span>głosy <span class="_ _4"></span>techniką </div><div class="t m0 x6 he y45e ff3 fs3 fc0 sc0 ls0 ws0">komputerową lub w inn<span class="_ _2"></span>y sposób okr<span class="_ _2"></span>eślony w instru<span class="_ _2"></span>kcji głosowania, prze<span class="_ _2"></span>dłożo<span class="_ _2"></span>nej przez Przewodniczącego.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y5a4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a5 ff3 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _16"></span>Nadzorcza<span class="_ _2"></span> <span class="_ _4"></span>s<span class="_ _2"></span>kłada <span class="_ _16"></span>się <span class="_ _16"></span>z <span class="_ _4"></span>pięciu <span class="_ _16"></span>do<span class="_ _2"></span> <span class="_ _4"></span>s<span class="_ _2"></span>iedmiu <span class="_ _4"></span>czł<span class="_ _2"></span>onków <span class="_ _16"></span>powoł<span class="_ _2"></span>ywanych <span class="_ _16"></span>na <span class="_ _16"></span>wspóln<span class="_ _2"></span>ą <span class="_ _16"></span>kadencję <span class="_ _4"></span>w <span class="_ _16"></span>spos<span class="_ _2"></span>ób <span class="_ _16"></span>wskazany<span class="_ _2"></span> <span class="_ _4"></span>w </div><div class="t m0 x6 he y5a6 ff3 fs3 fc0 sc0 ls0 ws0">Statucie Spółki. Liczb<span class="_ _2"></span>ę członków Rady N<span class="_ _2"></span>adzorczej danej ka<span class="_ _2"></span>dencji określa Walne Zgromadz<span class="_ _2"></span>enie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a8 ff3 fs3 fc0 sc0 ls0 ws0">Poniższe zas<span class="_ _2"></span>ady mają zastosowanie do powoły<span class="_ _2"></span>wania członków Rady N<span class="_ _2"></span>adzorczej przez Waln<span class="_ _2"></span>e Zgromadzenie.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5aa ff3 fs3 fc0 sc0 ls0 ws0">Wraz <span class="_ _0"></span>z <span class="_ _0"></span>wyrażeniem zgody <span class="_ _0"></span>na <span class="_ _0"></span>powołanie do <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej, kandydat na <span class="_ _0"></span>Niezależnego <span class="_ _0"></span>Członka Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>składa </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>piś<span class="_ _2"></span>mie <span class="_ _2"></span>życiorys <span class="_ _4"></span>i <span class="_ _2"></span>oświadczenie <span class="_ _2"></span>o <span class="_ _4"></span>spełnianiu <span class="_ _4"></span>przez <span class="_ _2"></span>niego <span class="_ _2"></span>kry<span class="_ _2"></span>teriów <span class="_ _2"></span>niezależności, <span class="_ _4"></span>o <span class="_ _2"></span>których <span class="_ _4"></span>mowa <span class="_ _2"></span>w <span class="_ _2"></span>Statuci<span class="_ _2"></span>e <span class="_ _2"></span>Spółki. </div><div class="t m0 x6 he y5ac ff3 fs3 fc0 sc0 ls0 ws0">Każdy <span class="_ _16"></span>Uczestn<span class="_ _2"></span>ik <span class="_ _16"></span>Walnego <span class="_ _e"></span>Zgromadzenia <span class="_ _e"></span>ma <span class="_ _4"></span>p<span class="_ _2"></span>rawo <span class="_ _16"></span>zgłaszania <span class="_ _e"></span>kandydatur <span class="_ _e"></span>na <span class="_ _4"></span>Czł<span class="_ _2"></span>onka <span class="_ _16"></span>Rady <span class="_ _e"></span>Nadzorczej. <span class="_ _16"></span>Kandyd<span class="_ _2"></span>aturę </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">49<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">zgłasza <span class="_ _10"> </span>się <span class="_ _10"> </span>z <span class="_ _f"> </span>uzas<span class="_ _2"></span>adnieniem <span class="_ _f"> </span>o<span class="_ _2"></span>raz <span class="_ _f"> </span>kró<span class="_ _2"></span>tkim <span class="_ _f"> </span>życiory<span class="_ _2"></span>sem <span class="_ _f"> </span>kan<span class="_ _2"></span>dydata, <span class="_ _10"> </span>obejmującym <span class="_ _10"> </span>w <span class="_ _f"> </span>szcz<span class="_ _2"></span>ególności <span class="_ _f"> </span>wyks<span class="_ _2"></span>ztałcenie <span class="_ _10"> </span>oraz </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">dotychczaso<span class="_ _2"></span>we doświadczenie zawodowe.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y1b0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">Zgłoszony <span class="_ _4"></span>kandydat <span class="_ _4"></span>wpisany <span class="_ _2"></span>zostaje <span class="_ _4"></span>na <span class="_ _4"></span>listę <span class="_ _2"></span>kandydatów <span class="_ _4"></span>po <span class="_ _2"></span>zł<span class="_ _2"></span>ożeniu <span class="_ _2"></span>oś<span class="_ _2"></span>wiadczenia, <span class="_ _4"></span>że <span class="_ _2"></span>kandydaturę <span class="_ _4"></span>przyjmuje <span class="_ _4"></span>oraz <span class="_ _2"></span>że </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">spełnia <span class="_ _25"> </span>przyjęte <span class="_ _25"> </span>przez <span class="_ _25"> </span>Spółkę <span class="_ _25"> </span>kryteria <span class="_ _25"> </span>niezbędne <span class="_ _25"> </span>dla <span class="_ _25"> </span>uznan<span class="_ _2"></span>ia <span class="_ _25"> </span>za <span class="_ _11"> </span>Niezależn<span class="_ _2"></span>ego <span class="_ _11"> </span>Czł<span class="_ _2"></span>onka <span class="_ _25"> </span>Rady <span class="_ _25"> </span>Nadzorczej <span class="_ _25"> </span>oraz </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">ewentualnych <span class="_ _25"> </span>innych <span class="_ _11"> </span>oświadczeń <span class="_ _11"> </span>wymag<span class="_ _2"></span>anych <span class="_ _11"> </span>przez <span class="_ _25"> </span>powszechnie <span class="_ _11"> </span>obowiązujące <span class="_ _11"> </span>przepis<span class="_ _2"></span>y. <span class="_ _11"> </span>Wpisan<span class="_ _2"></span>ie <span class="_ _11"> </span>kandydata </div><div class="t m0 x6 he y30d ff3 fs3 fc0 sc0 ls0 ws0">nieobecnego na Walnym Zgro<span class="_ _2"></span>madzeniu na <span class="_ _2"></span>listę kandyd<span class="_ _2"></span>atów następuje po przedsta<span class="_ _2"></span>wieniu przez zgłasza<span class="_ _2"></span>jącego:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y143 ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">pisemnej <span class="_ _1a"> </span>zgody <span class="_ _11"> </span>kan<span class="_ _2"></span>dydata <span class="_ _1a"> </span>n<span class="_ _2"></span>a <span class="_ _1a"> </span>ka<span class="_ _2"></span>ndydowanie <span class="_ _11"> </span>wraz <span class="_ _11"> </span>z <span class="_ _11"> </span>oświadczeniem <span class="_ _11"> </span>dotyczącym <span class="_ _11"> </span>spełn<span class="_ _2"></span>iania <span class="_ _11"> </span>wymogów </span></span></div><div class="t m0 x98 he y30e ff3 fs3 fc0 sc0 ls0 ws0">niezależności, albo<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y30f ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">pisemnego <span class="_ _1a"> </span>oświadczenia <span class="_ _1a"> </span>do<span class="_ _2"></span>tyczącego <span class="_ _1a"> </span>zgłas<span class="_ _2"></span>zanego <span class="_ _1a"> </span>kandydat<span class="_ _2"></span>a <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zakresie <span class="_ _11"> </span>zgody <span class="_ _1a"> </span>na <span class="_ _1a"> </span>kandy<span class="_ _2"></span>dowanie <span class="_ _1a"> </span>oraz </span></span></div><div class="t m0 x98 he y184 ff3 fs3 fc0 sc0 ls0 ws0">spełniania kr<span class="_ _2"></span>yteriów niezależności, oraz<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y185 ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">innych oświadczeń kan<span class="_ _2"></span>dydata wymaganych przepis<span class="_ _2"></span>ami prawa, złożon<span class="_ _2"></span>ych we właściwej formie.<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 he y186 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y295 ff3 fs3 fc0 sc0 ls0 ws0">Lista <span class="_ _11"> </span>kand<span class="_ _2"></span>ydatów <span class="_ _11"> </span>do <span class="_ _11"> </span>Rady <span class="_ _11"> </span>Nad<span class="_ _2"></span>zorczej, <span class="_ _11"> </span>na <span class="_ _25"> </span>wniosek <span class="_ _11"> </span>Przewodniczącego <span class="_ _25"> </span>lub <span class="_ _11"> </span>innego <span class="_ _25"> </span>Uczestnika <span class="_ _11"> </span>może <span class="_ _11"> </span>być <span class="_ _25"> </span>przez </div><div class="t m0 x6 he y296 ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczącego <span class="_ _4"></span>zamknięta, <span class="_ _4"></span>jeżeli <span class="_ _4"></span>liczba <span class="_ _4"></span>kandydat<span class="_ _2"></span>ów <span class="_ _2"></span>wybierany<span class="_ _2"></span>ch <span class="_ _4"></span>przez <span class="_ _2"></span>będzie <span class="_ _4"></span>co <span class="_ _4"></span>najmniej <span class="_ _4"></span>równa <span class="_ _4"></span>liczbie <span class="_ _4"></span>miejsc <span class="_ _4"></span>do<span class="_ _2"></span> </div><div class="t m0 x6 he y297 ff3 fs3 fc0 sc0 ls0 ws0">obsadzenia <span class="_ _16"></span>w <span class="_ _4"></span>Radzie <span class="_ _16"></span>Nadzorczej. <span class="_ _16"></span>Listę <span class="_ _4"></span>zg<span class="_ _2"></span>łoszo<span class="_ _2"></span>nych <span class="_ _4"></span>kandy<span class="_ _2"></span>datów <span class="_ _4"></span>na <span class="_ _16"></span>członków <span class="_ _4"></span>Rad<span class="_ _2"></span>y <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>s<span class="_ _2"></span>porządza <span class="_ _16"></span>w <span class="_ _4"></span>porzą<span class="_ _2"></span>dku </div><div class="t m0 x6 he y298 ff1 fs3 fc0 sc0 ls0 ws0">alfabetycznym Sekretariat<span class="_ _2"></span> Walnego Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x6 he y299 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y29a ff3 fs3 fc0 sc0 ls0 ws0">Głosowanie <span class="_ _f"> </span>na <span class="_ _f"> </span>członków <span class="_ _f"> </span>Rady <span class="_ _f"> </span>Nadzorczej <span class="_ _f"> </span>odbywa <span class="_ _f"> </span>się <span class="_ _f"> </span>oddzielnie <span class="_ _f"> </span>na <span class="_ _f"> </span>każdego <span class="_ _f"> </span>z <span class="_ _f"> </span>kandydatów, <span class="_ _f"> </span>w <span class="_ _e"></span>głos<span class="_ _2"></span>owaniu <span class="_ _f"> </span>tajnym, </div><div class="t m0 x6 he y29b ff3 fs3 fc0 sc0 ls0 ws0">bezwzględną <span class="_ _0"></span>większością <span class="_ _0"></span>głosów. <span class="_ _0"></span>Głos <span class="_ _0"></span>oddany <span class="_ _0"></span>na <span class="_ _0"></span>większą <span class="_ _0"></span>liczbę <span class="_ _3"></span>ka<span class="_ _2"></span>ndydatów <span class="_ _0"></span>niż <span class="_ _0"></span>liczba <span class="_ _0"></span>miejsc <span class="_ _0"></span>mandatowych <span class="_ _0"></span>jest <span class="_ _3"></span>gł<span class="_ _2"></span>osem </div><div class="t m0 x6 he y58d ff3 fs3 fc0 sc0 ls0 ws0">nieważnym. <span class="_ _4"></span>W <span class="_ _16"></span>skład<span class="_ _2"></span> <span class="_ _4"></span>Rady <span class="_ _16"></span>Nadzorczej<span class="ff1"> <span class="_ _16"></span></span>wchodzą <span class="_ _16"></span>kandydaci,<span class="_ _2"></span> <span class="_ _4"></span>którzy <span class="_ _4"></span>u<span class="_ _2"></span>zyskując <span class="_ _4"></span>b<span class="_ _2"></span>ezwzględną <span class="_ _4"></span>większość <span class="_ _16"></span>głosów <span class="_ _16"></span>otrzymali </div><div class="t m0 x6 he y58e ff3 fs3 fc0 sc0 ls0 ws0">największą ich <span class="_ _0"></span>liczbę, zaś przy <span class="_ _0"></span>jednakowej liczbie <span class="_ _0"></span>głosów na ostatnim mie<span class="_ _0"></span>jscu mandatowym przeprowadza się <span class="_ _0"></span>ponowne </div><div class="t m0 x6 he y58f ff3 fs3 fc0 sc0 ls0 ws0">głosowanie <span class="_ _e"></span>na <span class="_ _e"></span>tych <span class="_ _e"></span>ka<span class="_ _2"></span>ndydatów <span class="_ _e"></span>stosując <span class="_ _e"></span>odpowiednio <span class="_ _e"> </span>p<span class="_ _2"></span>owyższe <span class="_ _e"></span>zasady<span class="_ _4"></span>. <span class="_ _e"></span>Postanowienia <span class="_ _e"></span>niniejszego <span class="_ _e"></span>paragrafu <span class="_ _e"></span>mają<span class="_ _2"></span> </div><div class="t m0 x6 he y590 ff3 fs3 fc0 sc0 ls0 ws0">zastosowan<span class="_ _2"></span>ie  także  w <span class="_ _10"> </span>przypadku,  gdy  porządek  obrad  Walnego  Zgromadzenia  obejmuje  zmiany  w  składzie  Rady </div><div class="t m0 x6 he y591 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x6 he y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y593 ff3 fs3 fc0 sc0 ls0 ws0">Szczególny <span class="_ _1a"> </span>tryb<span class="_ _2"></span> <span class="_ _1a"> </span>głosowania <span class="_ _11"> </span>zarządza<span class="_ _2"></span> <span class="_ _1a"> </span>Przewodniczący <span class="_ _11"> </span>Walnego <span class="_ _1a"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _1a"> </span>p<span class="_ _2"></span>rzy <span class="_ _1a"> </span>wyborach<span class="_ _2"></span> <span class="_ _1a"> </span>grupami <span class="_ _1a"> </span>do <span class="_ _11"> </span>Rady<span class="_ _2"></span> </div><div class="t m0 x6 he y594 ff3 fs3 fc0 sc0 ls0 ws0">Nadzorczej. <span class="_ _e"></span>Na <span class="_ _e"></span>wniosek <span class="_ _e"></span>akcjonariuszy, <span class="_ _e"></span>reprezentujących <span class="_ _e"></span>co <span class="_ _16"></span>naj<span class="_ _2"></span>mniej <span class="_ _16"></span>jedną <span class="_ _e"></span>piątą <span class="_ _e"></span>kapitału<span class="_ _2"></span> <span class="_ _16"></span>za<span class="_ _2"></span>kładowego, <span class="_ _16"></span>wyb<span class="_ _2"></span>ór <span class="_ _16"></span>Rad<span class="_ _2"></span>y </div><div class="t m0 x6 he y595 ff3 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _10"> </span>powinien <span class="_ _10"> </span>być <span class="_ _f"> </span>doko<span class="_ _2"></span>nany <span class="_ _10"> </span>w <span class="_ _f"> </span>dro<span class="_ _2"></span>dze <span class="_ _10"> </span>głos<span class="_ _2"></span>owania <span class="_ _f"> </span>oddzielny<span class="_ _2"></span>mi <span class="_ _f"> </span>grupami, <span class="_ _10"> </span>nawet <span class="_ _10"> </span>gdy <span class="_ _10"> </span>Statut <span class="_ _10"> </span>przewiduje <span class="_ _f"> </span>in<span class="_ _2"></span>ny </div><div class="t m0 x6 he y596 ff3 fs3 fc0 sc0 ls0 ws0">sposób  powołania <span class="_ _10"> </span>Rady  Nadzorczej. <span class="_ _f"> </span>Po<span class="_ _2"></span>dczas  głosowania <span class="_ _10"> </span>grupami <span class="_ _10"> </span>jednej  akcji <span class="_ _10"> </span>przysługuje  jeden <span class="_ _10"> </span>głos.  Na <span class="_ _10"> </span>Walnym </div><div class="t m0 x6 he y597 ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _e"></span>tworzy <span class="_ _e"></span>się <span class="_ _e"></span>wówczas<span class="_ _2"></span> <span class="_ _e"></span>grupy <span class="_ _e"></span>akcjonarius<span class="_ _2"></span>zy, <span class="_ _e"></span>do <span class="_ _e"></span>wyboru <span class="_ _e"></span>Członków <span class="_ _e"></span>Rady <span class="_ _e"></span>Nadzor<span class="_ _4"></span>czej, <span class="_ _e"></span>przy<span class="_ _2"></span> <span class="_ _e"></span>czym <span class="_ _e"></span>utworzyć </div><div class="t m0 x6 he y598 ff3 fs3 fc0 sc0 ls0 ws0">można <span class="_ _4"></span>tyle <span class="_ _4"></span>grup, <span class="_ _4"></span>ile <span class="_ _4"></span>jest <span class="_ _4"></span>miejsc <span class="_ _4"></span>do <span class="_ _16"></span>obsadzenia <span class="_ _4"></span>w <span class="_ _4"></span>Radzie <span class="_ _4"></span>Nadzorczej. <span class="_ _4"></span>Akcjon<span class="_ _2"></span>ariusz <span class="_ _4"></span>może <span class="_ _4"></span>należeć <span class="_ _4"></span>tylko <span class="_ _4"></span>do <span class="_ _4"></span>jednej <span class="_ _4"></span>grup<span class="_ _2"></span>y </div><div class="t m0 x6 he y599 ff3 fs3 fc0 sc0 ls0 ws0">wyborczej.  Minim<span class="_ _0"></span>um  akcji <span class="_ _10"> </span>potrzebnych  do <span class="_ _10"> </span>utworzenia  gr<span class="_ _0"></span>upy  określa <span class="_ _f"> </span>s<span class="_ _2"></span>ię <span class="_ _10"> </span>dzieląc  lic<span class="_ _0"></span>zbę  akcji <span class="_ _10"> </span>reprezentowanych  na </div><div class="t m0 x6 he y59a ff1 fs3 fc0 sc0 ls0 ws0">Walny<span class="ff3">m <span class="_ _35"> </span>Zgromad<span class="_ _2"></span>zeniu <span class="_ _35"> </span>prze<span class="_ _2"></span>z <span class="_ _35"> </span>liczbę <span class="_ _35"> </span>mand<span class="_ _2"></span>atów <span class="_ _35"> </span>w <span class="_ _35"> </span>Radz<span class="_ _2"></span>ie <span class="_ _35"> </span>Nadzo<span class="_ _2"></span>rczej, <span class="_ _35"> </span>które <span class="_ _35"> </span>p<span class="_ _2"></span>ozostają <span class="_ _35"> </span>do <span class="_ _33"> </span>obsadzenia. <span class="_ _35"> </span>Grup<span class="_ _2"></span>a </span></div><div class="t m0 x6 he y59b ff3 fs3 fc0 sc0 ls0 ws0">akcjonariuszy<span class="_ _2"></span> <span class="_ _16"></span>ma <span class="_ _16"></span>pra<span class="_ _2"></span>wo <span class="_ _16"></span>do <span class="_ _16"></span>wyboru <span class="_ _e"></span>tylu <span class="_ _16"></span>człon<span class="_ _2"></span>ków <span class="_ _16"></span>Rady <span class="_ _16"></span>Nad<span class="_ _2"></span>zorczej, <span class="_ _16"></span>ile <span class="_ _16"></span>razy<span class="_ _2"></span> <span class="_ _16"></span>liczba <span class="_ _e"></span>reprezentowanych <span class="_ _e"></span>przez <span class="_ _16"></span>nią <span class="_ _16"></span>ak<span class="_ _2"></span>cji </div><div class="t m0 x6 he y59c ff1 fs3 fc0 sc0 ls0 ws0">przekracza <span class="_ _4"></span>obliczone <span class="_ _4"></span>minimu<span class="_ _2"></span>m. <span class="_ _4"></span>Grupy <span class="_ _4"></span>akcjonariu<span class="_ _2"></span>sz<span class="_ _2"></span><span class="ff3">y <span class="_ _4"></span>mogą <span class="_ _4"></span>się <span class="_ _4"></span>łączyć <span class="_ _4"></span>w <span class="_ _4"></span>celu <span class="_ _4"></span>optymalnego <span class="_ _4"></span>wykorzy<span class="_ _2"></span>stania <span class="_ _4"></span>posiadanych </span></div><div class="t m0 x6 he y59d ff3 fs3 fc0 sc0 ls0 ws0">wspólnie <span class="_ _19"> </span>akcji <span class="_ _19"> </span>do <span class="_ _19"> </span>wyboru <span class="_ _19"> </span>członków <span class="_ _19"> </span>Rady <span class="_ _19"> </span>Nadzorczej. <span class="_ _19"> </span>Dla <span class="_ _19"> </span>każdej <span class="_ _19"> </span>z <span class="_ _19"> </span>utworzonych <span class="_ _19"> </span>grup <span class="_ _19"> </span>Przewodniczący <span class="_ _19"> </span>zarządza </div><div class="t m0 x6 he y59e ff3 fs3 fc0 sc0 ls0 ws0">utworzenie osobnej listy <span class="_ _0"></span>obecności. <span class="_ _0"></span>W każdej <span class="_ _0"></span>grupie przeprowadza <span class="_ _0"></span>się wybory <span class="_ _0"></span>przewodniczą<span class="_ _2"></span><span class="ff1">cego zebrania danej grupy, </span></div><div class="t m0 x6 he y59f ff3 fs3 fc0 sc0 ls0 ws0">który <span class="_ _4"></span>zapewnia <span class="_ _4"></span>organizację <span class="_ _2"></span>p<span class="_ _2"></span>rzebiegu <span class="_ _4"></span>wyborów <span class="_ _4"></span>w <span class="_ _4"></span>grupie: <span class="_ _4"></span>tj. <span class="_ _4"></span>zgłaszan<span class="_ _2"></span>ie <span class="_ _2"></span>kan<span class="_ _2"></span>dydatów, <span class="_ _4"></span>przeprowadzanie <span class="_ _4"></span>głosowań <span class="_ _4"></span>oraz </div><div class="t m0 x6 he y114 ff3 fs3 fc0 sc0 ls0 ws0">sporządzenie <span class="_ _0"></span>protokołu<span class="_ _2"></span> <span class="_ _0"></span>obrad <span class="_ _3"></span>grup<span class="_ _2"></span>y <span class="_ _0"></span>przez <span class="_ _0"></span>notariusza. <span class="_ _0"></span>Każdej <span class="_ _0"></span>z <span class="_ _3"></span>utworzo<span class="_ _2"></span>nych <span class="_ _0"></span>grup <span class="_ _0"></span>zapewnia <span class="_ _0"></span>się <span class="_ _0"></span>oddzielne <span class="_ _3"></span>po<span class="_ _2"></span>mieszczenie<span class="_ _2"></span> </div><div class="t m0 x6 he y5a0 ff1 fs3 fc0 sc0 ls0 ws0">d<span class="ff3">la przeprowadzenia wyborów, chyba, że jest to niemożliwe ze <span class="_ _0"></span>względów organizacyjny<span class="_ _2"></span>ch. Wówczas grupy korzystają z </span></div><div class="t m0 x6 he y3a8 ff3 fs3 fc0 sc0 ls0 ws0">jednego <span class="_ _25"> </span>pomieszczenia <span class="_ _25"> </span>zamiennie. <span class="_ _25"> </span>Każda <span class="_ _35"> </span>z <span class="_ _25"> </span>utworzonych <span class="_ _25"> </span>grup <span class="_ _25"> </span>przeprowadza<span class="_ _2"></span> <span class="_ _25"> </span>wybory <span class="_ _25"> </span>w <span class="_ _11"> </span>ob<span class="_ _2"></span>ecności <span class="_ _25"> </span>notariusza, </div><div class="t m0 x6 he y5a1 ff3 fs3 fc0 sc0 ls0 ws0">sporządza<span class="_ _2"></span>jącego protokół, przy czym kolej<span class="_ _2"></span>noś<span class="_ _2"></span>ć ustala Przewodniczą<span class="_ _2"></span>cy Walnego Zgromadzenia. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5a2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a3 ff3 fs3 fc0 sc0 ls0 ws0">Po <span class="_ _35"> </span>przeprowad<span class="_ _2"></span>zeniu <span class="_ _35"> </span>wybor<span class="_ _2"></span>ów <span class="_ _35"> </span>grupami, <span class="_ _33"> </span>prze<span class="_ _2"></span>wodniczący <span class="_ _33"> </span>zebrania <span class="_ _35"> </span>grup<span class="_ _2"></span>y <span class="_ _35"> </span>doręcza <span class="_ _33"> </span>Przewodniczącemu <span class="_ _33"> </span>Walnego </div><div class="t m0 x6 he y45e ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia p<span class="_ _2"></span>isemne wyn<span class="_ _2"></span>iki <span class="_ _2"></span>przeprowadzonych<span class="_ _2"></span> w gru<span class="_ _2"></span>pie ta<span class="_ _2"></span>jnych <span class="_ _2"></span>głosowań. <span class="_ _2"></span>Przewodniczący Wa<span class="_ _2"></span>lnego Zgromadzenia </div><div class="t m0 x6 he y5a4 ff3 fs3 fc0 sc0 ls0 ws0">ogłasza skład<span class="_ _2"></span> Rady Nadzorczej po zebra<span class="_ _2"></span>niu wszystkich wyników głoso<span class="_ _2"></span>wań w grupach.<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y5a5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y5a6 ff3 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _35"> </span>Walnego <span class="_ _33"> </span>Zgromadzenia <span class="_ _33"> </span>są <span class="_ _35"> </span>proto<span class="_ _2"></span>kołowane <span class="_ _35"> </span>przez <span class="_ _35"> </span>no<span class="_ _2"></span>tariusza <span class="_ _33"> </span>pod <span class="_ _35"> </span>rygorem <span class="_ _35"> </span>ich <span class="_ _35"> </span>n<span class="_ _2"></span>ieważności. <span class="_ _35"> </span>Protokó<span class="_ _2"></span>ł </div><div class="t m0 x6 he y5a7 ff3 fs3 fc0 sc0 ls0 ws0">podpisywan<span class="_ _2"></span>y <span class="_ _3"></span>jes<span class="_ _2"></span>t <span class="_ _3"></span>p<span class="_ _2"></span>rzez <span class="_ _0"></span>notariusza <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _0"></span>Przewodniczącego <span class="_ _3"></span>Wa<span class="_ _2"></span>lnego <span class="_ _0"></span>Zgromadzenia. <span class="_ _0"></span>W <span class="_ _0"></span>protokole <span class="_ _0"></span>stwierdza <span class="_ _3"></span>s<span class="_ _2"></span>ię <span class="_ _0"></span>prawidłowość </div><div class="t m0 x6 he y5a8 ff3 fs3 fc0 sc0 ls0 ws0">zwołania <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia <span class="_ _0"></span>i <span class="_ _0"></span>jego <span class="_ _3"></span>zdol<span class="_ _2"></span>ność <span class="_ _0"></span>do <span class="_ _3"></span>p<span class="_ _2"></span>owzięcia <span class="_ _0"></span>uchwał <span class="_ _0"></span>oraz <span class="_ _0"></span>wymie<span class="_ _0"></span>nia <span class="_ _0"></span>się <span class="_ _0"></span>pow<span class="_ _0"></span>zięte <span class="_ _0"></span>uchwały, <span class="_ _0"></span>a <span class="_ _3"></span>p<span class="_ _2"></span>rzy <span class="_ _0"></span>każdej </div><div class="t m0 x6 he y5a9 ff3 fs3 fc0 sc0 ls0 ws0">uchwale: liczbę akcji, z <span class="_ _2"></span>których o<span class="_ _2"></span>ddano ważne gł<span class="_ _2"></span>osy, procentowy u<span class="_ _2"></span>dział tych<span class="_ _2"></span> akcji w kapitale zakł<span class="_ _2"></span>adowym, łączną liczb<span class="_ _2"></span>ę </div><div class="t m0 x6 he y5aa ff3 fs3 fc0 sc0 ls0 ws0">ważnych <span class="_ _2"></span>głosów, <span class="_ _2"></span>liczbę <span class="_ _2"></span>głos<span class="_ _2"></span>ów „<span class="_ _2"></span>za”, <span class="_ _2"></span>„przeciw” <span class="_ _2"></span>i <span class="_ _2"></span>„wstrzy<span class="_ _2"></span>mującyc<span class="_ _4"></span>h s<span class="_ _2"></span>ię” o<span class="_ _2"></span>raz <span class="_ _2"></span>zgłoszone <span class="_ _2"></span>sp<span class="_ _2"></span>rzeciwy. Do <span class="_ _2"></span>p<span class="_ _2"></span>rotokołu <span class="_ _2"></span>doł<span class="_ _2"></span>ącza </div><div class="t m0 x6 he y5ab ff3 fs3 fc0 sc0 ls0 ws0">się <span class="_ _f"> </span>listę <span class="_ _f"> </span>obecnoś<span class="_ _2"></span>ci <span class="_ _f"> </span>z <span class="_ _f"> </span>podpis<span class="_ _2"></span>ami <span class="_ _e"></span>Uczestnikó<span class="_ _2"></span>w. <span class="_ _f"> </span>Odpis <span class="_ _10"> </span>protokołu <span class="_ _10"> </span>Zarząd <span class="_ _f"> </span>Spółki <span class="_ _f"> </span>wnosi <span class="_ _f"> </span>d<span class="_ _2"></span>o <span class="_ _e"> </span>ks<span class="_ _2"></span>ięgi <span class="_ _f"> </span>protokołó<span class="_ _2"></span>w. <span class="_ _f"> </span>Do <span class="_ _f"> </span>księgi </div><div class="t m0 x6 he y5ac ff3 fs3 fc0 sc0 ls0 ws0">protokołów Zarzą<span class="_ _2"></span>d dołącza również dowody zwołan<span class="_ _2"></span>ia Walnego Zgromadzenia. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y5ad ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">50<span class="ls0"> </span></div><div class="t m0 x6 he ya ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>ujawnia <span class="_ _19"> </span>na <span class="_ _1a"> </span>swojej <span class="_ _19"> </span>stronie <span class="_ _19"> </span>interneto<span class="_ _2"></span>wej <span class="_ _19"> </span>wyniki <span class="_ _19"> </span>głos<span class="_ _2"></span>owań <span class="_ _19"> </span>w <span class="_ _19"> </span>terminie <span class="_ _19"> </span>tygodn<span class="_ _2"></span>ia <span class="_ _19"> </span>od <span class="_ _19"> </span>zakończenia <span class="_ _19"> </span>Waln<span class="_ _2"></span>ego </div><div class="t m0 x6 he y1af ff3 fs3 fc0 sc0 ls0 ws0">Zgromadzenia. <span class="_ _1a"> </span>Wyniki <span class="_ _1a"> </span>głos<span class="_ _2"></span>owań <span class="_ _19"> </span>p<span class="_ _2"></span>ozostają <span class="_ _1a"> </span>dos<span class="_ _2"></span>tępne <span class="_ _1a"> </span>do <span class="_ _19"> </span>dnia <span class="_ _1a"> </span>u<span class="_ _2"></span>pływu <span class="_ _1a"> </span>terminu <span class="_ _1a"> </span>na <span class="_ _1a"> </span>zaskarżen<span class="_ _2"></span>ie <span class="_ _19"> </span>uchwał<span class="_ _2"></span> <span class="_ _19"> </span>Waln<span class="_ _2"></span>ego </div><div class="t m0 x6 he y1b0 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x6 he y1b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y30b ff3 fs3 fc0 sc0 ls0 ws0">Obrady Walnego Zgromadzenia mogą być rejestrowane; zapis obrad w <span class="_ _0"></span>takim przypadku zostaje umieszczony na <span class="_ _0"></span>stronie </div><div class="t m0 x6 he y30c ff3 fs3 fc0 sc0 ls0 ws0">internetowej Spółki <span class="_ _2"></span>bezpośrednio po<span class="_ _2"></span> zakończeniu Waln<span class="_ _2"></span>ego Zgromadzenia. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y30d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">51<span class="ls0"> </span></div><div class="t m0 x6 hd y8c ff2 fs6 fc0 sc0 ls6 ws0">26.11.<span class="ff8 ls0"> <span class="ff4">Opis <span class="_ _2"></span>działania organów <span class="_ _2"></span>zarządzających, nadzorujących lub <span class="_ _4"></span>ad<span class="_ _0"></span>ministrujących </span></span></div><div class="t m0 x64 hd y5e2 ff4 fs6 fc0 sc0 ls0 ws0">Spółkę <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>ich <span class="_ _1e"> </span>komitetów, <span class="_ _47"> </span>wraz <span class="_ _1e"> </span>ze <span class="_ _1e"> </span>wskazaniem <span class="_ _1e"> </span>składu <span class="_ _1e"> </span>osobowego <span class="_ _47"> </span>tych </div><div class="t m0 x64 hd y505 ff4 fs6 fc0 sc0 ls0 ws0">organów <span class="_ _16"></span>i <span class="_ _e"></span>zmian, <span class="_ _e"></span>które <span class="_ _16"></span>w <span class="_ _e"></span>nich <span class="_ _16"></span>z<span class="_ _2"></span>aszły <span class="_ _16"></span>w <span class="_ _e"></span>ciągu <span class="_ _e"></span>ostatniego <span class="_ _16"></span>roku <span class="_ _16"></span>obr<span class="_ _2"></span>otowego<span class="_ _0"></span> </div><div class="t m0 x64 hd y60b ff2 fs6 fc0 sc0 ls0 ws0">oraz, w odniesieniu <span class="_ _0"></span>do Komitetu Audyt<span class="_ _0"></span>u albo odpowiednio Rady<span class="_ _0"></span> Nadzorczej </div><div class="t m0 x64 hd y60c ff4 fs6 fc0 sc0 ls0 ws0">lub <span class="_ _2b"> </span>in<span class="_ _2"></span>nego <span class="_ _2b"> </span>organu <span class="_ _2b"> </span>nadzorczego <span class="_ _2c"> </span>lu<span class="_ _0"></span>b <span class="_ _2b"> </span>kont<span class="_ _2"></span>rolującego <span class="_ _3d"> </span>w <span class="_ _2c"> </span>przypadku </div><div class="t m0 x64 hd y60d ff4 fs6 fc0 sc0 ls0 ws0">wykonywania pr<span class="_ _0"></span>zez ten organ obow<span class="_ _0"></span>iązków Komite<span class="_ _0"></span>tu Audytu, wska<span class="_ _0"></span>zanie:<span class="ff2"> </span></div><div class="t m0 x6 h25 y60e ff2 fs4 fc0 sc0 ls0 ws0">26.11.1.<span class="ff8"> <span class="_ _3"></span><span class="ff4">osób <span class="_ _33"> </span>spełniających <span class="_ _33"> </span>ustawowe <span class="_ _33"> </span>kryteria <span class="_ _33"> </span>niezależności, <span class="_ _33"> </span>osób <span class="_ _33"> </span>posiadających <span class="_ _35"> </span>w<span class="_ _2"></span>iedzę <span class="_ _33"> </span>i </span></span></div><div class="t m0 x57 h25 y60f ff4 fs4 fc0 sc0 ls0 ws0">umiejętności <span class="_ _33"> </span>w <span class="_ _3b"> </span>zakresie <span class="_ _33"> </span>rachunkowości <span class="_ _3b"> </span>lub <span class="_ _33"> </span>badania <span class="_ _33"> </span>sprawozdań <span class="_ _3b"> </span>finansowych, <span class="_ _33"> </span>ze </div><div class="t m0 x57 h25 y610 ff2 fs4 fc0 sc0 ls0 ws0">wskazaniem sposobu ich nabycia, </div><div class="t m0 x6 h25 y611 ff2 fs4 fc0 sc0 ls0 ws0">26.11.2.<span class="ff8"> <span class="_ _3"></span><span class="ff4">osób <span class="_ _e"></span>posiadających <span class="_ _e"></span>wiedzę <span class="_ _e"></span>i<span class="_ _2"></span> <span class="_ _e"></span>umiejętności <span class="_ _e"></span>z <span class="_ _e"></span>zakresu <span class="_ _e"></span>branży, <span class="_ _e"></span>w <span class="_ _f"></span>której <span class="_ _e"></span>działa <span class="_ _e"></span>Spółka, <span class="_ _e"></span>ze </span></span></div><div class="t m0 x57 h25 y612 ff2 fs4 fc0 sc0 ls0 ws0">wskazaniem sposobu ich nabycia, </div><div class="t m0 x6 h25 y613 ff2 fs4 fc0 sc0 ls0 ws0">26.11.3.<span class="ff8"> <span class="_ _3"></span><span class="ff4">czy <span class="_ _e"></span>na <span class="_ _16"></span>rzecz <span class="_ _e"></span>Spółki <span class="_ _e"></span>były <span class="_ _16"></span>świadczone <span class="_ _e"></span>przez <span class="_ _e"></span>firmę <span class="_ _16"></span>audytorską <span class="_ _e"></span>badającą <span class="_ _16"></span>jej <span class="_ _e"></span>sprawozdanie </span></span></div><div class="t m0 x57 h25 y614 ff4 fs4 fc0 sc0 ls0 ws0">finansowe dozwolone <span class="_ _0"></span>usług<span class="_ _0"></span>i niebędące badanie<span class="_ _0"></span>m i <span class="_ _0"></span>czy w <span class="_ _0"></span>związku z <span class="_ _0"></span>tym dokonano<span class="_ _0"></span> oceny </div><div class="t m0 x57 h25 y615 ff4 fs4 fc0 sc0 ls0 ws0">niezależności tej firmy audytorskiej oraz wyrażano zgodę na świadczen<span class="_ _0"></span>ie tych usług,<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h25 y4ed ff2 fs4 fc0 sc0 ls0 ws0">26.11.4.<span class="ff8"> <span class="_ _3"></span><span class="ff4">głównych <span class="_ _4"></span>założeń <span class="_ _4"></span>opracowanej<span class="_ _0"></span> <span class="_ _4"></span>polityki <span class="_ _2"></span>w<span class="_ _2"></span>yboru <span class="_ _2"></span>fi<span class="_ _2"></span>rmy <span class="_ _4"></span>audytorskiej<span class="_ _0"></span> <span class="_ _4"></span>do <span class="_ _4"></span>przeprowadzania </span></span></div><div class="t m0 x57 h25 y616 ff4 fs4 fc0 sc0 ls0 ws0">badania <span class="_ _10"> </span>oraz <span class="_ _47"> </span>polityki <span class="_ _10"> </span>świadczenia <span class="_ _10"> </span>przez <span class="_ _47"> </span>firmę <span class="_ _10"> </span>audytorską <span class="_ _10"> </span>przeprowadzającą <span class="_ _47"> </span>badanie,<span class="_ _0"></span> </div><div class="t m0 x57 h25 y617 ff4 fs4 fc0 sc0 ls0 ws0">przez <span class="_ _3b"> </span>podmioty <span class="_ _33"> </span>powiązane <span class="_ _33"> </span>z <span class="_ _3b"> </span>tą <span class="_ _3b"> </span>firmą <span class="_ _33"> </span>audytorską <span class="_ _3b"> </span>oraz <span class="_ _33"> </span>przez <span class="_ _3b"> </span>członka <span class="_ _33"> </span>sieci <span class="_ _3b"> </span>firmy </div><div class="t m0 x57 h25 y618 ff2 fs4 fc0 sc0 ls0 ws0">audytorskiej <span class="ff4">dozwolonych usług niebędących badaniem,</span> </div><div class="t m0 x6 h25 y619 ff2 fs4 fc0 sc0 ls0 ws0">26.11.5.<span class="ff8"> <span class="_ _3"></span><span class="ff4">czy <span class="_ _47"> </span>rekomendacja <span class="_ _10"> </span>dotycząca <span class="_ _10"> </span>wyboru <span class="_ _47"> </span>firmy <span class="_ _10"> </span>audytorskiej <span class="_ _10"> </span>do <span class="_ _47"> </span>przeprowadzenia <span class="_ _10"> </span>badania </span></span></div><div class="t m0 x57 h25 y61a ff4 fs4 fc0 sc0 ls0 ws0">spełniała <span class="_ _1a"> </span>ob<span class="_ _2"></span>owiązujące <span class="_ _1a"> </span>warunki, <span class="_ _11"> </span>a <span class="_ _11"> </span>w <span class="_ _11"> </span>przypadku <span class="_ _11"> </span>gdy <span class="_ _11"> </span>wybór <span class="_ _11"> </span>firmy <span class="_ _1a"> </span>audytor<span class="_ _2"></span>skiej <span class="_ _11"> </span>nie </div><div class="t m0 x57 h25 y61b ff4 fs4 fc0 sc0 ls0 ws0">dotyczył <span class="_ _2"></span>przedłużenia umowy <span class="_ _2"></span>o <span class="_ _2"></span>badanie <span class="_ _2"></span>sprawozdania <span class="_ _2"></span>finansowego <span class="_ _4"></span><span class="ff2">- <span class="_ _2"></span>czy rekomendacja </span></div><div class="t m0 x57 h25 y2ac ff4 fs4 fc0 sc0 ls0 ws0">ta <span class="_ _4"></span>zo<span class="_ _2"></span>stała <span class="_ _4"></span>sporządzona <span class="_ _4"></span>w <span class="_ _16"></span>następstwie <span class="_ _4"></span>zo<span class="_ _2"></span>rganizowanej <span class="_ _4"></span>przez <span class="_ _16"></span>Spółkę <span class="_ _4"></span>procedury <span class="_ _4"></span>wyboru<span class="_ _4"></span><span class="ff2">, </span></div><div class="t m0 x57 h25 y61c ff4 fs4 fc0 sc0 ls0 ws0">spełniającej obowiązujące kryteria,<span class="ff2"> </span></div><div class="t m0 x6 h25 y4ab ff2 fs4 fc0 sc0 ls0 ws0">26.11.6.<span class="ff8"> <span class="_ _3"></span><span class="ff4">liczby <span class="_ _2"></span>odbytych <span class="_ _2"></span>posiedzeń <span class="_ _2"></span>Komitetu <span class="_ _2"></span>Audytu <span class="_ _2"></span>albo <span class="_ _2"></span>posiedzeń <span class="_ _2"></span>Rady <span class="_ _2"></span>Nadzorczej <span class="_ _2"></span>lub <span class="_ _2"></span>innego </span></span></div><div class="t m0 x57 h25 y61d ff4 fs4 fc0 sc0 ls0 ws0">organu <span class="_ _1a"> </span>n<span class="_ _2"></span>adzorującego <span class="_ _1a"> </span>lub <span class="_ _11"> </span>kontrolującego <span class="_ _11"> </span>poświęconych <span class="_ _11"> </span>wykonywaniu <span class="_ _11"> </span>obowiązków<span class="_ _0"></span> </div><div class="t m0 x57 h25 y61e ff2 fs4 fc0 sc0 ls0 ws0">Komitetu Audytu, </div><div class="t m0 x6 h25 y61f ff2 fs4 fc0 sc0 ls0 ws0">26.11.7.<span class="ff8"> <span class="_ _3"></span><span class="ff4">w <span class="_ _0"></span>przypadku <span class="_ _0"></span>wykony<span class="_ _0"></span>wania <span class="_ _0"></span>obowiązków <span class="_ _3"></span>Komitetu Au<span class="_ _0"></span>dytu <span class="_ _0"></span>przez <span class="_ _0"></span>Ra<span class="_ _0"></span>dę <span class="_ _0"></span>Nadzorczą <span class="_ _3"></span>l<span class="_ _2"></span>ub <span class="_ _3"></span>i<span class="_ _2"></span>nny </span></span></div><div class="t m0 x57 h25 y620 ff4 fs4 fc0 sc0 ls0 ws0">organ nadzo<span class="_ _0"></span>rujący lub <span class="_ _0"></span>kontrolujący <span class="ff2">- <span class="_ _0"></span><span class="ff4">które z <span class="_ _0"></span>usta<span class="_ _0"></span>wowych warunków <span class="_ _0"></span>dają<span class="_ _0"></span>cych możliwość </span></span></div><div class="t m0 x57 h25 y461 ff4 fs4 fc0 sc0 ls0 ws0">skorzystania <span class="_ _47"> </span>z <span class="_ _1e"> </span>tej <span class="_ _47"> </span>możliwości <span class="_ _47"> </span>zostały <span class="_ _47"> </span>spełnione,  wraz <span class="_ _47"> </span>z <span class="_ _47"> </span>przytoczeniem <span class="_ _47"> </span>odp<span class="_ _2"></span>owiednich<span class="_ _0"></span> </div><div class="t m0 x57 h25 y621 ff2 fs4 fc0 sc0 ls0 ws0">danych </div><div class="t m0 x6 h7 y622 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y623 ff4 fs3 fc0 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div><div class="t m0 x6 he y624 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y625 ff3 fs3 fc0 sc0 ls0 ws0">Skład Zarząd<span class="_ _2"></span>u Spółki na dzień<span class="_ _2"></span><span class="ff1"> <span class="ls3">31 </span>grudnia<span class="_ _2"></span> <span class="ls3">202</span>3 </span>r. przedstawi<span class="_ _2"></span>ał się nas<span class="_ _2"></span>tępująco:<span class="ff1"> </span></div><div class="t m0 xc he y5ad ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _2"></span>- <span class="ff3">Prezes Zarządu<span class="_ _2"></span>,</span> </span></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 x2 y626 w3 h85" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">52<span class="ls0"> </span></div><div class="t m0 xc he y627 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Maciej Lubnauer <span class="_ _2"></span>- <span class="ff3">Wiceprezes Zarzą<span class="_ _2"></span>du</span>, </span></span></div><div class="t m0 xc he y628 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Robert Bory<span class="ls19">s </span><span class="ff3">–</span> <span class="ff3">Wiceprezes Z<span class="_ _2"></span>arządu</span> </span></span></div><div class="t m0 x6 he y629 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y62a ff3 fs3 fc0 sc0 ls0 ws0">Zarząd dział<span class="_ _2"></span>a w oparciu o Statut Spó<span class="_ _2"></span>łki i Regulamin Zarządu<span class="_ _2"></span> oraz zgodnie z przyjęty<span class="_ _2"></span>mi zasadami ładu ko<span class="_ _2"></span>rporacyjnego. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 he y62b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y62c ff3 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _2"></span>p<span class="_ _2"></span>rowadzi <span class="_ _2"></span>sprawy <span class="_ _4"></span>Spółki i <span class="_ _4"></span>pod <span class="_ _2"></span>przewodnictwem <span class="_ _2"></span>Prezesa <span class="_ _4"></span>Zarządu <span class="_ _2"></span>zarzą<span class="_ _2"></span>dza <span class="_ _2"></span>Spółką <span class="_ _2"></span>i <span class="_ _2"></span>reprezentuje <span class="_ _4"></span>ją <span class="_ _2"></span>na <span class="_ _4"></span>zewnątrz. </div><div class="t m0 x6 he y62d ff3 fs3 fc0 sc0 ls0 ws0">Sposób <span class="_ _16"></span>reprezentacji <span class="_ _4"></span>Spół<span class="_ _2"></span>ki <span class="_ _4"></span>określa <span class="_ _16"></span>Statut, <span class="_ _16"></span>zgodnie <span class="_ _16"></span>z <span class="_ _4"></span>którym <span class="_ _4"></span>do <span class="_ _16"></span>składania <span class="_ _16"></span>oświadczeń <span class="_ _16"></span>woli <span class="_ _4"></span>i <span class="_ _16"></span>podpisywan<span class="_ _2"></span>ia <span class="_ _4"></span>w <span class="_ _4"></span>imieniu </div><div class="t m0 x6 he y62e ff3 fs3 fc0 sc0 ls0 ws0">Spółki upoważn<span class="_ _2"></span>ieni są jedno<span class="_ _2"></span>osobowo Prezes Zarzą<span class="_ _2"></span>du lub łącznie Wiceprezes Zarząd<span class="_ _2"></span>u wraz z Człon<span class="_ _2"></span>kiem Zarządu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y62f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y630 ff3 fs3 fc0 sc0 ls0 ws0">Szczegółowe  zasady  funkcjonowania <span class="_ _10"> </span>Zarząd<span class="_ _2"></span>u <span class="_ _10"> </span>określa  Regulamin  Zarządu  o<span class="_ _0"></span>publikowany  na <span class="_ _10"> </span>stron<span class="_ _2"></span>ie <span class="_ _1e"> </span><span class="ff1 fc9">www.toya.pl<span class="fc0">  <span class="ls7">w </span></span></span></div><div class="t m0 x6 he y4e4 ff3 fs3 fc0 sc0 ls0 ws0">zakładce Dla inwestoró<span class="_ _2"></span>w –<span class="ff1"> </span>Materiały<span class="_ _2"></span> dla inwestorów <span class="_ _2"></span>–<span class="ff1"> Statut, regulaminy. <span class="_ _2"></span> </span></div><div class="t m0 x6 h7 y631 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y632 ff2 fs3 fc0 sc0 ls0 ws0">RADA<span class="fsb"> </span>NADZORCZA<span class="_ _2"></span> </div><div class="t m0 x6 h7 y633 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y634 ff3 fs3 fc0 sc0 ls0 ws0">Skład Rady N<span class="_ _2"></span>adzorczej na dzień 31 gru<span class="_ _2"></span>dnia 2023 r. przeds<span class="_ _2"></span>tawiał się następ<span class="_ _2"></span>ująco:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y635 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Piotr Mondalski <span class="_ _2"></span>- <span class="ff3">Przewodniczący Rady<span class="_ _2"></span> Nadzorczej,</span> </span></span></div><div class="t m0 xc he y6e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Jan Szmidt - <span class="ff3">Wiceprze<span class="_ _2"></span>wodniczący Ra<span class="_ _2"></span>dy Nadzo<span class="_ _2"></span>rczej, </span> </span></span></div><div class="t m0 xc he y636 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Dariusz Górka <span class="_ _2"></span><span class="ff1">- </span>Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff1"> </span></span></span></div><div class="t m0 xc he y637 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Grzegorz Maciąg <span class="ff1">- </span>Człon<span class="_ _2"></span>ek Rady N<span class="_ _2"></span>adzorczej,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y638 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Wojciech Papierak <span class="ff3">–</span> <span class="ff3">Ni<span class="_ _2"></span>ezależny Czł<span class="_ _2"></span>onek Rady N<span class="_ _2"></span>adzorczej,</span> </span></span></div><div class="t m0 xc he y639 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Michał Kobus<span class="_ _2"></span> –<span class="ff1"> </span>Niezależny Członek Rady<span class="_ _2"></span> Nadzorczej,<span class="ff1"> </span></span></span></div><div class="t m0 xc he y63a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Beata Szmidt <span class="ff3">–</span> <span class="ff3">Czł<span class="_ _2"></span>onek Rady Nad<span class="_ _2"></span>zorczej.</span> </span></span></div><div class="t m0 x98 he y63b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y472 ff3 fs3 fc0 sc0 ls0 ws0">Panowie <span class="_ _2"></span>Piotr <span class="_ _2"></span>Mo<span class="_ _2"></span>ndalski, <span class="_ _4"></span>Dariusz <span class="_ _2"></span>Górka <span class="_ _4"></span>oraz <span class="_ _2"></span>Grzegorz <span class="_ _4"></span>Maciąg <span class="_ _2"></span>pełnili <span class="_ _2"></span>funkcję <span class="_ _4"></span>Niezależnych <span class="_ _4"></span>Członków <span class="_ _2"></span>Rady<span class="_ _2"></span> <span class="_ _2"></span>Nadzorczej </div><div class="t m0 x6 he y473 ff3 fs3 fc0 sc0 ls0 ws0">do <span class="_ _2"></span>lutego <span class="_ _2"></span>2023 <span class="_ _2"></span>r. <span class="_ _2"></span>Od <span class="_ _2"></span>lutego <span class="_ _2"></span>2023 <span class="_ _2"></span>r., <span class="_ _2"></span>z <span class="_ _2"></span>uwagi <span class="_ _2"></span>pełnienie <span class="_ _2"></span>funkcj<span class="_ _2"></span>i Czł<span class="_ _2"></span>onka <span class="_ _2"></span>Rady <span class="_ _2"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _2"></span>dłużej <span class="_ _2"></span>niż <span class="_ _2"></span>12 <span class="_ _2"></span>lat, <span class="_ _2"></span>Panowie <span class="_ _2"></span>Piotr </div><div class="t m0 x6 he y63c ff3 fs3 fc0 sc0 ls0 ws0">Mondalski, Da<span class="_ _2"></span>riusz Górka<span class="_ _2"></span> oraz Grzegorz Maciąg utracili s<span class="_ _2"></span>tatus Niezależn<span class="_ _2"></span>ych Członków Rady N<span class="_ _2"></span>adzorczej. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y63d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1f ff2 fs3 fc0 sc0 ls0 ws0">KOMITET<span class="fsb"> </span>AUDYTU<span class="_ _2"></span> </div><div class="t m0 x6 he y63e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y63f ff1 fs3 fc5 sc0 ls0 ws0">Rada Nadzo<span class="_ _2"></span>rcza <span class="ff3">„TOYA” S.A.</span> <span class="_ _2"></span>w <span class="ff3">dniu 2.01.2023 dokon<span class="_ _2"></span>ała następu<span class="_ _2"></span>jących zmian w<span class="_ _2"></span></span> <span class="ff3">skł<span class="_ _2"></span>adzie Komitetu Audytu:</span> </div><div class="t m0 xc he y640 ff1 fs3 fc5 sc0 ls3 ws0">1.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Rada Nadzo<span class="_ _2"></span>rcza odwołała ze składu<span class="_ _2"></span> Komitetu Audytu TOYA <span class="_ _2"></span><span class="ff1">S.A.:<span class="_ _2"></span> </span></span></span></div><div class="t m0 xc he y641 ff1 fs3 fc5 sc0 ls35 ws0">a.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff1">Pan<span class="_ _2"></span>a Piotra Mondals<span class="_ _2"></span>kiego </span></span></div><div class="t m0 xc he y642 ff1 fs3 fc5 sc0 lsf ws0">b.<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff1">Pana Jana <span class="_ _2"></span>Szmidt </span></span></div><div class="t m0 xc he y38a ff1 fs3 fc5 sc0 ls15 ws0">c.<span class="ffa ls0"> <span class="_ _50"> </span><span class="ff3">Pana Grzegorza <span class="_ _2"></span>Maciąg<span class="ff1"> </span></span></span></div><div class="t m0 xc he y26 ff1 fs3 fc5 sc0 ls3 ws0">2.<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">Rada Nadzo<span class="_ _2"></span>rcza TOYA S.A. powołał<span class="_ _2"></span>a w<span class="ff1"> </span>skł<span class="_ _2"></span>ad Komitetu Audytu TOYA S.<span class="_ _2"></span>A.:<span class="ff1"> </span></span></span></div><div class="t m0 x6 he y643 ff1 fs3 fc5 sc0 ls0 ws0">a. Pana Wojciecha <span class="_ _2"></span>Papierak </div><div class="t m0 x6 he y644 ff3 fs3 fc5 sc0 ls0 ws0">b. Pana Michał<span class="_ _2"></span>a Kobus<span class="ff1"> </span></div><div class="t m0 x6 he y645 ff3 fs3 fc5 sc0 ls0 ws0">Jednocześnie Rada <span class="_ _2"></span>Nadzorcza powierzyła s<span class="_ _2"></span>prawowanie funkcji <span class="_ _2"></span>Przewodnicząc<span class="_ _2"></span>ego Komitetu<span class="_ _2"></span> Audytu Panu Wo<span class="_ _2"></span>jciechowi </div><div class="t m0 x6 he y4d6 ff1 fs3 fc5 sc0 ls0 ws0">Papierak. </div><div class="t m0 x6 he y646 ff3 fs3 fc0 sc0 ls0 ws0">Po powyższy<span class="_ _2"></span>ch zmianach, Komitet Audytu TOY<span class="_ _2"></span>A S.A. składa <span class="_ _2"></span>się z następu<span class="_ _2"></span>jących osób:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y647 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Pan Wojciech Papierak <span class="_ _2"></span><span class="ff3">–</span> <span class="ff3">Przewodniczący Ko<span class="_ _2"></span>mitetu Audytu<span class="_ _2"></span></span> </span></span></div><div class="t m0 xc he y648 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Pan Michał Kobu<span class="_ _2"></span>s –<span class="ff1"> </span>Człon<span class="_ _2"></span>ek Komitetu Audytu<span class="ff1"> </span></span></span></div><div class="t m0 xc he y649 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Pan Dariusz Górka <span class="_ _2"></span>–<span class="ff1"> </span>Członek Komitetu Au<span class="_ _2"></span>dytu<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 he y64a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y64b ff3 fs3 fc0 sc0 ls0 ws0">Skład Komitetu a<span class="_ _2"></span>udytu na dzień<span class="ff1"> <span class="ls3">31<span class="_ _2"></span></span> grudnia <span class="ls3">202</span>3 </span>r. p<span class="_ _2"></span>rzedstawiał się n<span class="_ _2"></span>astępująco:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y4dd ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">Wojciech Papierak <span class="ff3">–</span> <span class="ff3">Prz<span class="_ _2"></span>ewodniczący Ko<span class="_ _2"></span>mitetu Audytu<span class="_ _2"></span></span><span class="ls18">, </span><span class="ff3">Niezależny Czł<span class="_ _2"></span>onek Komitetu Audytu<span class="_ _2"></span></span> </span></span></div><div class="t m0 xc he y64c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Michał Kobus<span class="_ _2"></span> –<span class="ff1"> </span>Niezależny Członek Komitetu Au<span class="_ _2"></span>dytu<span class="_ _2"></span><span class="ff1"> </span></span></span></div></div><span class="d m1" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">53<span class="ls0"> </span></div><div class="t m0 xc he y627 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Dariusz Górka <span class="_ _2"></span>–<span class="ff1"> </span></span></span></div><div class="t m0 xc he y64d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y2c0 ff3 fs3 fc0 sc0 ls0 ws0">Członkiem <span class="_ _16"></span>Ko<span class="_ _2"></span>mitetu <span class="_ _16"></span>Audytu<span class="_ _2"></span> <span class="_ _16"></span>posiad<span class="_ _2"></span>ającym <span class="_ _16"></span>wiedzę <span class="_ _16"></span>i <span class="_ _e"></span>umiejętności <span class="_ _e"></span>w <span class="_ _4"></span>za<span class="_ _2"></span>kresie <span class="_ _16"></span>rachunko<span class="_ _2"></span>wości <span class="_ _16"></span>lub <span class="_ _e"></span>badania <span class="_ _16"></span>s<span class="_ _2"></span>prawozdań </div><div class="t m0 x6 h6 y64e ff1 fs3 fc0 sc0 ls0 ws0">finansowych<span class="fs2">  o</span><span class="ff3">raz <span class="_ _10"> </span>w <span class="_ _10"> </span>zakresie  branży</span>,  <span class="ff3">w <span class="_ _10"> </span>której <span class="_ _10"> </span>specjalizuje  się <span class="_ _10"> </span>„TOYA”  S.A.</span> <span class="_ _10"> </span><span class="ff3">j<span class="_ _2"></span>est <span class="_ _10"> </span>Darius<span class="_ _2"></span>z <span class="_ _10"> </span>Górka.  Dariusz <span class="_ _10"> </span>Górka  jest </span></div><div class="t m0 x6 he y64f ff3 fs3 fc0 sc0 ls0 ws0">absolwentem <span class="_ _10"> </span>m.in.  Stern <span class="_ _10"> </span>School <span class="_ _10"> </span>of <span class="_ _10"> </span>Business<span class="_ _2"></span> <span class="_ _10"> </span>(Nowy <span class="_ _10"> </span>Jork<span class="_ _2"></span>, <span class="_ _10"> </span>USA), <span class="_ _10"> </span>na <span class="_ _10"> </span>której <span class="_ _10"> </span>ukoń<span class="_ _2"></span>czył <span class="_ _10"> </span>studia  MBA <span class="_ _f"> </span>ze  specjalizacją <span class="_ _10"> </span>w </div><div class="t m0 x6 he y650 ff3 fs3 fc0 sc0 ls0 ws0">finansach, podczas których nabył wiedzę <span class="_ _0"></span>i umiejętności w w<span class="_ _0"></span>yżej wskazanym obszarze. Pozostaje on członkiem <span class="ff1">In<span class="_ _2"></span>stytutu </span></div><div class="t m0 x6 he y651 ff3 fs3 fc0 sc0 ls0 ws0">Księgowości Zarządczej (I<span class="_ _2"></span>MA) w Newark (No<span class="_ _2"></span>wy Jork, USA).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y652 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y653 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y654 ff3 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _f"> </span>rzecz <span class="_ _e"> </span>„<span class="_ _2"></span>TOYA” <span class="_ _f"> </span>S.A. <span class="_ _e"></span>w <span class="_ _f"> </span>roku<span class="_ _2"></span> <span class="_ _f"> </span>obrotowym <span class="_ _f"> </span>2023 <span class="_ _e"> </span>b<span class="_ _2"></span>yła <span class="_ _f"> </span>świadczona <span class="_ _f"> </span>przez <span class="_ _f"> </span>firmę <span class="_ _f"> </span>audytors<span class="_ _2"></span>ką <span class="_ _f"> </span>badającą <span class="_ _f"> </span>jej <span class="_ _f"> </span>sprawozdan<span class="_ _2"></span>ie </div><div class="t m0 x6 he y655 ff3 fs3 fc0 sc0 ls0 ws0">finansowe <span class="_ _4"></span>dozwolo<span class="_ _2"></span>na <span class="_ _4"></span>us<span class="_ _2"></span>ługa <span class="_ _4"></span>nie <span class="_ _4"></span>b<span class="_ _2"></span>ędąca <span class="_ _4"></span>bad<span class="_ _2"></span>aniem <span class="_ _4"></span>polegająca<span class="_ _2"></span> <span class="_ _4"></span>na <span class="_ _e"></span>ocenie <span class="_ _4"></span>sp<span class="_ _2"></span>rawozdania <span class="_ _16"></span>o <span class="_ _4"></span>wynagrod<span class="_ _2"></span>zeniach <span class="_ _4"></span>Zarzą<span class="_ _2"></span>du <span class="_ _4"></span>i </div><div class="t m0 x6 he y656 ff1 fs3 fc0 sc0 ls0 ws0">Rady <span class="_ _2"></span>Nadzorczej <span class="_ _2"></span>za<span class="_ _2"></span> o<span class="_ _2"></span>kres <span class="_ _2"></span>od 1 <span class="_ _2"></span>sty<span class="_ _2"></span>cznia <span class="_ _2"></span>2022 <span class="_ _2"></span>roku <span class="_ _2"></span>do <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2022 <span class="_ _2"></span>roku <span class="_ _2"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>z<span class="_ _2"></span>amieszczenia <span class="_ _2"></span>w <span class="_ _2"></span>nim <span class="_ _2"></span>informacj<span class="_ _2"></span>i </div><div class="t m0 x6 he y657 ff3 fs3 fc0 sc0 ls0 ws0">wymaganych na <span class="_ _0"></span>podstawie <span class="_ _0"></span>odpowie<span class="_ _0"></span>dnich przepisów, <span class="_ _0"></span>zakończon<span class="_ _2"></span><span class="ff1">a <span class="_ _0"></span>wydaniem <span class="_ _0"></span>raportu <span class="_ _0"></span>z <span class="_ _0"></span>przeprowadzonej <span class="_ _0"></span>oceny. Komitet </span></div><div class="t m0 x6 he y658 ff3 fs3 fc0 sc0 ls0 ws0">Audytu do<span class="_ _2"></span>konał niezależności formy audyto<span class="_ _2"></span>rskiej oraz wyraził zgodę n<span class="_ _2"></span>a świadczenie ww. us<span class="_ _2"></span>ługi.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y4e5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y659 ff3 fs3 fc0 sc0 ls0 ws0">Podstawowymi <span class="_ _25"> </span>za<span class="_ _2"></span>daniami <span class="_ _25"> </span>Komitetu <span class="_ _35"> </span>Audytu <span class="_ _35"> </span>są <span class="_ _25"> </span>doradzanie <span class="_ _25"> </span>i <span class="_ _35"> </span>wspieranie <span class="_ _25"> </span>Rady<span class="_ _2"></span> <span class="_ _25"> </span>Nadzorczej <span class="_ _35"> </span>w <span class="_ _25"> </span>wykonywaniu<span class="_ _2"></span> <span class="_ _25"> </span>jej </div><div class="t m0 x6 he y46c ff3 fs3 fc0 sc0 ls0 ws0">obowiązków <span class="_ _0"></span>kontrolnych <span class="_ _0"></span>i <span class="_ _0"></span>nadzorczych <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>szeroko <span class="_ _0"></span>rozumianej <span class="_ _0"></span>sprawozdawczości f<span class="_ _0"></span>inan<span class="_ _2"></span>sowej, <span class="_ _0"></span>a <span class="_ _3"></span>w szczególności:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y65a ff1 fs3 fc0 sc0 ls3 ws0">1)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff1">monitorowanie: </span></span></div><div class="t m0 x61 he y65b ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">pro<span class="_ _2"></span>cesu sprawozdawczo<span class="_ _2"></span>ści finansowej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y65c ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">sku<span class="_ _2"></span>teczności sy<span class="_ _0"></span>stemów <span class="_ _0"></span>kontroli wewnętrznej <span class="_ _0"></span>i <span class="_ _0"></span>systemów <span class="_ _0"></span>zarządzania ryzykiem <span class="_ _0"></span>oraz <span class="_ _0"></span>audytu <span class="_ _0"></span>wewnętrznego, </span></span></div><div class="t m0 xb3 he y65d ff3 fs3 fc0 sc0 ls0 ws0">w tym w zakresie sprawozda<span class="_ _2"></span>wczości finans<span class="_ _2"></span>owej,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x61 he y65e ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">wyko<span class="_ _2"></span>nywania <span class="_ _19"> </span>czynności <span class="_ _1e"> </span>rewizji <span class="_ _19"> </span>finansowej, <span class="_ _1e"> </span>w <span class="_ _1e"> </span>s<span class="_ _2"></span>zczególności <span class="_ _1e"> </span>p<span class="_ _2"></span>rzeprowadzania <span class="_ _19"> </span>przez <span class="_ _1e"> </span>firmę <span class="_ _1e"> </span>audy<span class="_ _2"></span>torską </span></span></div><div class="t m0 xb3 he y65f ff3 fs3 fc0 sc0 ls0 ws0">badania, <span class="_ _f"> </span>z <span class="_ _f"> </span>uwzględnienie<span class="_ _2"></span>m <span class="_ _f"> </span>wszelkich <span class="_ _f"> </span>wnioskó<span class="_ _2"></span>w <span class="_ _f"> </span>i <span class="_ _f"> </span>ustaleń <span class="_ _f"> </span>Komisji <span class="_ _10"> </span>Nadzoru <span class="_ _f"> </span>Audytowego <span class="_ _f"> </span>wynika<span class="_ _2"></span>jących <span class="_ _f"> </span>z </div><div class="t m0 xb3 he y660 ff1 fs3 fc0 sc0 ls0 ws0">kontroli przeprowad<span class="_ _2"></span>zonej w firmie audyto<span class="_ _2"></span>rskiej;<span class="_ _2"></span> </div><div class="t m0 xc he y661 ff1 fs3 fc0 sc0 ls3 ws0">2)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">kontro<span class="_ _2"></span>lowanie  i <span class="_ _10"> </span>monitorowanie  niezależności  biegłego <span class="_ _10"> </span>r<span class="_ _2"></span>ewidenta  i <span class="_ _10"> </span>firmy  audytorskiej,  w <span class="_ _10"> </span>szczególno<span class="_ _2"></span>ści  w </span></span></div><div class="t m0 x98 he yaf ff3 fs3 fc0 sc0 ls0 ws0">przypadku, gd<span class="_ _2"></span>y na rzecz Spółki świadczone s<span class="_ _2"></span>ą przez firmę audy<span class="_ _2"></span>torską inne usługi niż <span class="_ _2"></span>badanie;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y10c ff1 fs3 fc0 sc0 ls3 ws0">3)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">informowani<span class="_ _2"></span>e <span class="_ _1e"> </span>Rad<span class="_ _2"></span>y <span class="_ _19"> </span>Nadzorczej <span class="_ _1e"> </span>Spół<span class="_ _2"></span>ki <span class="_ _19"> </span>o <span class="_ _1e"> </span>wynikach<span class="_ _2"></span> <span class="_ _1e"> </span>badania <span class="_ _19"> </span>oraz <span class="_ _19"> </span>wyjaśnianie, <span class="_ _19"> </span>w <span class="_ _1e"> </span>jaki <span class="_ _19"> </span>sposób <span class="_ _19"> </span>badanie <span class="_ _1e"> </span>to </span></span></div><div class="t m0 x98 he y10d ff3 fs3 fc0 sc0 ls0 ws0">przyczyniło <span class="_ _2"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>do <span class="_ _2"></span>rzetelnoś<span class="_ _2"></span>ci <span class="_ _2"></span>sprawozdawczości <span class="_ _4"></span>finansowej <span class="_ _2"></span>w <span class="_ _2"></span>Spó<span class="_ _2"></span>łce, <span class="_ _2"></span>a <span class="_ _2"></span>ta<span class="_ _2"></span>kże <span class="_ _2"></span>jaka <span class="_ _2"></span>była <span class="_ _4"></span>rola <span class="_ _2"></span>Komitetu <span class="_ _2"></span>Audytu<span class="_ _2"></span> </div><div class="t m0 x98 he y10e ff1 fs3 fc0 sc0 ls0 ws0">w procesie badania;<span class="_ _2"></span> </div><div class="t m0 xc he y662 ff1 fs3 fc0 sc0 ls3 ws0">4)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">dokon<span class="_ _2"></span>ywanie  oceny <span class="_ _1e"> </span>niezależ<span class="_ _2"></span>ności  b<span class="_ _2"></span>iegłego  rewidenta <span class="_ _1e"> </span>or<span class="_ _2"></span>az  wyraża<span class="_ _2"></span>nie  zgody<span class="_ _2"></span>  na <span class="_ _1e"> </span>świa<span class="_ _2"></span>dczenie  przez <span class="_ _1e"> </span>ni<span class="_ _2"></span>ego </span></span></div><div class="t m0 x98 he y663 ff3 fs3 fc0 sc0 ls0 ws0">dozwolonych u<span class="_ _2"></span>sług niebędących bad<span class="_ _2"></span>aniem w Spółce;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y664 ff1 fs3 fc0 sc0 ls3 ws0">5)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff1">opracowywan<span class="_ _2"></span>ie polityki wyboru firmy au<span class="_ _2"></span>dytorskiej d<span class="_ _2"></span>o przeprowadzania bad<span class="_ _2"></span>ania;<span class="_ _2"></span> </span></span></div><div class="t m0 xc he y665 ff1 fs3 fc0 sc0 ls3 ws0">6)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">opracowywan<span class="_ _2"></span>ie <span class="_ _1e"> </span>polityki <span class="_ _19"> </span>świadczenia <span class="_ _19"> </span>przez <span class="_ _1e"> </span>firmę <span class="_ _1e"> </span>au<span class="_ _2"></span>dytorską <span class="_ _19"> </span>przeprowadzającą <span class="_ _19"> </span>badanie, <span class="_ _1e"> </span>przez <span class="_ _19"> </span>podmioty </span></span></div><div class="t m0 x98 he y666 ff3 fs3 fc0 sc0 ls0 ws0">powiązane <span class="_ _4"></span>z <span class="_ _16"></span>tą <span class="_ _16"></span>firmą <span class="_ _4"></span>audytorską <span class="_ _16"></span>oraz <span class="_ _4"></span>przez <span class="_ _4"></span>czł<span class="_ _2"></span>onka <span class="_ _4"></span>sieci <span class="_ _4"></span>firmy <span class="_ _4"></span>au<span class="_ _2"></span>dytorskiej <span class="_ _4"></span>do<span class="_ _2"></span>zwolonych <span class="_ _4"></span>usług <span class="_ _16"></span>niebędących </div><div class="t m0 x98 he y667 ff1 fs3 fc0 sc0 ls0 ws0">badaniem; </div><div class="t m0 xc he y668 ff1 fs3 fc0 sc0 ls3 ws0">7)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">określanie p<span class="_ _2"></span>rocedury wyboru firmy a<span class="_ _2"></span>udytorskiej p<span class="_ _2"></span>rzez Spółkę;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y669 ff1 fs3 fc0 sc0 ls3 ws0">8)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">przeds<span class="_ _2"></span>tawianie <span class="_ _4"></span>Radzie <span class="_ _16"></span>Nadzo<span class="_ _2"></span>rczej <span class="_ _4"></span>reko<span class="_ _2"></span>mendacji, <span class="_ _4"></span>o <span class="_ _16"></span>której <span class="_ _16"></span>mowa <span class="_ _16"></span>w <span class="_ _e"></span><span class="ff1 fcd">art. <span class="_ _4"></span>16 <span class="_ _16"></span>ust. <span class="_ _16"></span>2<span class="fc0"> <span class="_ _4"></span></span></span>ro<span class="_ _2"></span>zporząd<span class="_ _2"></span>zenia <span class="_ _4"></span>Parlamentu </span></span></div><div class="t m0 x98 he y66a ff3 fs3 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _f"> </span>i <span class="_ _f"> </span>Rady <span class="_ _f"> </span>(UE) <span class="_ _e"> </span>n<span class="_ _2"></span>r <span class="_ _e"></span>537/2014 <span class="_ _e"> </span>z <span class="_ _f"> </span>d<span class="_ _2"></span>nia <span class="_ _f"> </span>16 <span class="_ _e"></span>kwietnia <span class="_ _f"> </span>2016 <span class="_ _f"> </span>roku <span class="_ _f"> </span>w <span class="_ _e"></span>sp<span class="_ _2"></span>rawie <span class="_ _e"></span>szczegół<span class="_ _2"></span>owych <span class="_ _f"> </span>wymogów </div><div class="t m0 x98 he y66b ff3 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1a"> </span>ustawowych <span class="_ _1a"> </span>badań <span class="_ _1a"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _1a"> </span>finansowych <span class="_ _1a"> </span>jednostek <span class="_ _1a"> </span>interesu <span class="_ _1a"> </span>publicznego, <span class="_ _1a"> </span>uchylającego </div><div class="t m0 x98 he y66c ff3 fs3 fc0 sc0 ls0 ws0">decyzję Komisji 2005/<span class="_ _2"></span>909/WE (tj. <span class="_ _2"></span>Dz. U. UE. <span class="_ _2"></span>L. z 2014 r., n<span class="_ _2"></span>r 158, str.<span class="_ _2"></span> 77), zgodnie z polity<span class="_ _2"></span>kami, o któ<span class="_ _2"></span>rych mowa </div><div class="t m0 x98 he y66d ff3 fs3 fc0 sc0 ls0 ws0">w pkt 5 i 6 powyżej;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y66e ff1 fs3 fc0 sc0 ls3 ws0">9)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">przedkł<span class="_ _2"></span>adanie <span class="_ _10"> </span>zaleceń <span class="_ _f"> </span>mających <span class="_ _10"> </span>na <span class="_ _10"> </span>celu <span class="_ _f"> </span>za<span class="_ _2"></span>pewnienie <span class="_ _f"> </span>rzetelno<span class="_ _2"></span>ści <span class="_ _f"> </span>pro<span class="_ _2"></span>cesu <span class="_ _f"> </span>s<span class="_ _2"></span>prawozdawczości <span class="_ _10"> </span>finansowej <span class="_ _f"> </span>w<span class="_ _2"></span> </span></span></div><div class="t m0 x98 he y66f ff3 fs3 fc0 sc0 ls0 ws0">Spółce;<span class="ff1"> </span></div><div class="t m0 xc he y61e ff1 fs3 fc0 sc0 ls3 ws0">10)<span class="ffa ls0"> <span class="_ _47"> </span><span class="ff3">inne <span class="_ _2"></span>zadania <span class="_ _2"></span>wynikają<span class="_ _2"></span>ce z <span class="_ _2"></span>p<span class="_ _2"></span>owszechnie <span class="_ _2"></span>obowiązujących <span class="_ _2"></span>pr<span class="_ _2"></span>zepisów <span class="_ _2"></span>prawa, <span class="_ _2"></span>w <span class="_ _2"></span>szcze<span class="_ _2"></span>gólności <span class="_ _2"></span>z <span class="_ _2"></span>ustawy <span class="_ _16"></span><span class="ff1">z <span class="_ _2"></span>dnia <span class="_ _2"></span>11 </span></span></span></div><div class="t m0 x98 he y3ab ff3 fs3 fc0 sc0 ls0 ws0">maja 2017 roku o biegły<span class="_ _2"></span>ch rewidentach, firma<span class="_ _2"></span>ch audytors<span class="_ _2"></span>kich oraz nadzorze p<span class="_ _2"></span>ublicznym.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y670 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y671 ff3 fs3 fc0 sc0 ls0 ws0">Główne <span class="_ _1e"> </span>założenia <span class="_ _1e"> </span>opra<span class="_ _2"></span>cowanej <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>Spó<span class="_ _2"></span>łkę <span class="_ _1e"> </span>Polityki <span class="_ _1e"> </span>wyboru <span class="_ _19"> </span>firmy  audy<span class="_ _2"></span>torskiej <span class="_ _1e"> </span>do <span class="_ _19"> </span>przeprowad<span class="_ _2"></span>zania <span class="_ _1e"> </span>badan<span class="_ _2"></span>ia <span class="_ _1e"> </span>są </div><div class="t m0 x6 he y672 ff3 fs3 fc0 sc0 ls0 ws0">następujące:<span class="ff1"> </span></div><div class="t m0 xc he y673 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">wybór firmy audytorskiej dla celów przeprowadzenia badania Spółki przeprowad<span class="_ _2"></span>zany jest zgodnie z Procedurą </span></span></div><div class="t m0 x98 he y674 ff3 fs3 fc0 sc0 ls0 ws0">wyboru firmy audy<span class="_ _2"></span>torskiej, opracowaną przez <span class="_ _2"></span>Spółkę;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y675 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">wybór <span class="_ _e"></span>firmy <span class="_ _16"></span>audy<span class="_ _2"></span>torskiej <span class="_ _e"></span>dokonywany <span class="_ _e"></span>jest <span class="_ _16"></span>mocą <span class="_ _e"></span>uchwały <span class="_ _e"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _e"></span>Spółki, <span class="_ _16"></span>nie <span class="_ _e"></span>później <span class="_ _16"></span>n<span class="_ _2"></span>iż <span class="_ _e"></span>do <span class="_ _16"></span>koń<span class="_ _2"></span>ca </span></span></div><div class="t m0 x98 he y3ce ff3 fs3 fc0 sc0 ls0 ws0">grudnia roku,<span class="_ _2"></span> poprzedzającego rok któ<span class="_ _2"></span>ry będzie objęty b<span class="_ _2"></span>adaniem z zastrzeżeniem, że wy<span class="_ _2"></span>bór aud<span class="_ _2"></span>ytora na 2018 </div><div class="t m0 x98 he y676 ff3 fs3 fc0 sc0 ls0 ws0">r. dokonany<span class="_ _2"></span> został do dnia 30 marca 2018 r.<span class="_ _2"></span>;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y677 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">Komitet <span class="_ _4"></span>Audytu<span class="_ _2"></span> <span class="_ _4"></span>jest <span class="_ _16"></span>odpowiedzialny <span class="_ _4"></span>za <span class="_ _16"></span>należyte <span class="_ _4"></span>oraz <span class="_ _16"></span>zgodne <span class="_ _4"></span>z <span class="_ _16"></span>prawem <span class="_ _4"></span>oraz <span class="_ _16"></span>niniejszą <span class="_ _4"></span>Polityką <span class="_ _16"></span>wyboru <span class="_ _4"></span>firmy </span></span></div><div class="t m0 x98 he y678 ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej p<span class="_ _2"></span>rzeprowadzenie wyboru firmy a<span class="_ _2"></span>udytorskiej;<span class="_ _2"></span> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">54<span class="ls0"> </span></div><div class="t m0 xc he y627 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">wybór <span class="_ _2"></span>firmy au<span class="_ _2"></span>dytorskiej <span class="_ _2"></span>do<span class="_ _2"></span>konywany <span class="_ _2"></span>jest <span class="_ _2"></span>po<span class="_ _2"></span> p<span class="_ _2"></span>rzedstawieniu <span class="_ _2"></span>przez <span class="_ _2"></span>Komitet <span class="_ _2"></span>Audytu <span class="_ _2"></span>Rad<span class="_ _2"></span>zie N<span class="_ _2"></span>adzorczej <span class="_ _2"></span>Spółki </span></span></div><div class="t m0 x98 he y64d ff3 fs3 fc0 sc0 ls0 ws0">rekomendacji <span class="_ _4"></span>co <span class="_ _4"></span>do <span class="_ _4"></span>wyb<span class="_ _2"></span>oru. <span class="_ _4"></span>W <span class="_ _4"></span>p<span class="_ _2"></span>rzypadku,<span class="_ _2"></span> <span class="_ _4"></span>gdy <span class="_ _4"></span>wybór <span class="_ _4"></span>firmy <span class="_ _4"></span>audyto<span class="_ _2"></span>rskiej <span class="_ _4"></span>nie <span class="_ _4"></span>dotyczy <span class="_ _4"></span>p<span class="_ _2"></span>rzedłużenia <span class="_ _4"></span>umowy <span class="_ _4"></span>o </div><div class="t m0 x98 he y2c0 ff1 fs3 fc0 sc0 ls0 ws0">badanie <span class="_ _19"> </span>sprawozd<span class="_ _2"></span>ania <span class="_ _19"> </span>finansowego <span class="_ _19"> </span>rekomendacja <span class="_ _19"> </span>zaw<span class="_ _4"></span><span class="ff3">iera <span class="_ _19"> </span>przynajmniej <span class="_ _19"> </span>dwie <span class="_ _19"> </span>możli<span class="_ _2"></span>wości <span class="_ _19"> </span>wyboru <span class="_ _19"> </span>firmy<span class="_ _2"></span> </span></div><div class="t m0 x98 he y26d ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej <span class="_ _4"></span>wraz <span class="_ _2"></span>z <span class="_ _4"></span>uzasadnieniem ora<span class="_ _2"></span>z <span class="_ _2"></span>wskazan<span class="_ _2"></span>ie <span class="_ _2"></span>uzasad<span class="_ _2"></span>nionej <span class="_ _2"></span>preferencji <span class="_ _2"></span>Ko<span class="_ _2"></span>mitetu <span class="_ _2"></span>Au<span class="_ _2"></span>dytu <span class="_ _2"></span>wobec <span class="_ _4"></span>jednej <span class="_ _2"></span>z </div><div class="t m0 x98 he yf9 ff1 fs3 fc0 sc0 ls0 ws0">nich; </div><div class="t m0 xc he y62c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff1">w <span class="_ _4"></span>przy<span class="_ _2"></span>padku <span class="_ _16"></span>bad<span class="_ _2"></span>ania <span class="_ _4"></span>u<span class="_ _2"></span>stawowego, <span class="_ _4"></span>pier<span class="_ _2"></span>wsza <span class="_ _16"></span>umowa <span class="_ _16"></span>o <span class="_ _16"></span>bad<span class="_ _2"></span>anie <span class="_ _16"></span>sprawozdania <span class="_ _16"></span>finan<span class="_ _2"></span>sowego <span class="_ _4"></span>jest <span class="_ _16"></span>za<span class="_ _2"></span>wierana <span class="_ _4"></span>z<span class="_ _2"></span> </span></span></div><div class="t m0 x98 he y62d ff3 fs3 fc0 sc0 ls0 ws0">firmą <span class="_ _0"></span>audytorską na <span class="_ _0"></span>okres <span class="_ _0"></span>nie <span class="_ _0"></span>krótszy niż <span class="_ _0"></span>dwa <span class="_ _0"></span>lata <span class="_ _0"></span>z <span class="_ _0"></span>możliwością <span class="_ _0"></span>przedłużenia na <span class="_ _0"></span>kolejne <span class="_ _0"></span>co <span class="_ _0"></span>najmniej <span class="_ _0"></span>dwuletnie </div><div class="t m0 x98 he y62e ff3 fs3 fc0 sc0 ls0 ws0">okresy, <span class="_ _16"></span>z <span class="_ _16"></span>uwzględnieniem <span class="_ _16"></span>wynikają<span class="_ _2"></span>cych <span class="_ _16"></span>z <span class="_ _16"></span>powsze<span class="_ _2"></span>chnie <span class="_ _16"></span>obowiązujących <span class="_ _16"></span>przepis<span class="_ _2"></span>ów <span class="_ _4"></span>p<span class="_ _2"></span>rawa <span class="_ _4"></span>za<span class="_ _2"></span>sad <span class="_ _16"></span>rotacji <span class="_ _16"></span>firmy<span class="_ _2"></span> </div><div class="t m0 x98 he y62f ff3 fs3 fc0 sc0 ls0 ws0">audytorskiej i <span class="_ _2"></span>kluczowego biegłego rewidenta;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y1e0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">przy <span class="_ _1a"> </span>wyborze <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audytorskiej <span class="_ _1a"> </span>uwzględnia <span class="_ _1a"> </span>się <span class="_ _1a"> </span>zasad<span class="_ _2"></span>ę <span class="_ _19"> </span>zmiany <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audytorskiej <span class="_ _1a"> </span>w <span class="_ _1a"> </span>taki <span class="_ _1a"> </span>sposób, <span class="_ _1a"> </span>aby </span></span></div><div class="t m0 x98 he y679 ff3 fs3 fc0 sc0 ls0 ws0">maksymalny <span class="_ _4"></span>czas <span class="_ _2"></span>nieprzerwan<span class="_ _2"></span>ego <span class="_ _2"></span>trwania <span class="_ _4"></span>zleceń <span class="_ _2"></span>b<span class="_ _2"></span>adań <span class="_ _2"></span>u<span class="_ _2"></span>stawowych <span class="_ _2"></span>przep<span class="_ _2"></span>rowadzany<span class="_ _2"></span>ch <span class="_ _2"></span>przez <span class="_ _4"></span>tę <span class="_ _2"></span>samą <span class="_ _4"></span>firmę </div><div class="t m0 x98 he y67a ff3 fs3 fc0 sc0 ls0 ws0">audytorską <span class="_ _f"> </span>powiązan<span class="_ _2"></span>ą <span class="_ _e"></span>z <span class="_ _f"> </span>tą <span class="_ _e"> </span>firmą <span class="_ _f"> </span>audy<span class="_ _2"></span>torską <span class="_ _f"> </span>lub <span class="_ _e"></span>jakiegokol<span class="_ _4"></span>wiek <span class="_ _e"></span>członka<span class="_ _2"></span> <span class="_ _e"></span>s<span class="_ _2"></span>ieci <span class="_ _e"></span>dział<span class="_ _2"></span>ającej <span class="_ _e"></span>w <span class="_ _f"> </span>państwach <span class="_ _f"> </span>Unii </div><div class="t m0 x98 he y67b ff3 fs3 fc0 sc0 ls0 ws0">Europejskiej, <span class="_ _19"> </span>do <span class="_ _19"> </span>której <span class="_ _19"> </span>należą <span class="_ _19"> </span>te <span class="_ _1e"> </span>fir<span class="_ _2"></span>my <span class="_ _1e"> </span>au<span class="_ _2"></span>dytorskie, <span class="_ _19"> </span>nie <span class="_ _19"> </span>przekraczał <span class="_ _19"> </span>pięciu <span class="_ _19"> </span>lat. <span class="_ _1e"> </span>N<span class="_ _2"></span>atomiast <span class="_ _19"> </span>w <span class="_ _19"> </span>przypadku </div><div class="t m0 x98 he y67c ff3 fs3 fc0 sc0 ls0 ws0">kluczowego <span class="_ _2"></span>b<span class="_ _2"></span>iegłego <span class="_ _2"></span>re<span class="_ _2"></span>widenta, <span class="_ _4"></span>wyboru <span class="_ _2"></span>d<span class="_ _2"></span>okonuje <span class="_ _2"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>tak, <span class="_ _4"></span>aby <span class="_ _4"></span>nie <span class="_ _2"></span>przeprowadzał <span class="_ _4"></span>on <span class="_ _4"></span>badania <span class="_ _2"></span>usta<span class="_ _2"></span>wowego <span class="_ _2"></span>w </div><div class="t m0 x98 he y67d ff3 fs3 fc0 sc0 ls0 ws0">Spółce <span class="_ _1a"> </span>przez <span class="_ _11"> </span>okres <span class="_ _1a"> </span>dłuższy <span class="_ _1a"> </span>niż <span class="_ _11"> </span>pięć <span class="_ _1a"> </span>lat. <span class="_ _1a"> </span>W <span class="_ _11"> </span>tym <span class="_ _1a"> </span>przypadku <span class="_ _11"> </span>kluczowy <span class="_ _1a"> </span>biegły <span class="_ _1a"> </span>rewident <span class="_ _11"> </span>może <span class="_ _1a"> </span>pono<span class="_ _2"></span>wnie </div><div class="t m0 x98 he y635 ff3 fs3 fc0 sc0 ls0 ws0">przeprowadzić <span class="_ _10"> </span>badan<span class="_ _2"></span>ie <span class="_ _10"> </span>ustawowe <span class="_ _f"> </span>w <span class="_ _10"> </span>Spółce  po <span class="_ _f"> </span>upływie <span class="_ _10"> </span>co <span class="_ _10"> </span>najmniej <span class="_ _10"> </span>trzech <span class="_ _10"> </span>lat <span class="_ _10"> </span>od <span class="_ _10"> </span>zakończenia <span class="_ _10"> </span>ostatniego </div><div class="t m0 x98 he y67e ff1 fs3 fc0 sc0 ls0 ws0">badania ustawowego;<span class="_ _2"></span> </div><div class="t m0 xc he y67f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">wybór firmy audytors<span class="_ _2"></span>kiej dokonywany jest <span class="_ _2"></span>w oparciu o następujące kryteria wyb<span class="_ _2"></span>oru:<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y680 ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">oferta firmy audyto<span class="_ _2"></span>rskiej nie podlega odrzuceniu zgodnie z § 9 ust. 4 <span class="_ _0"></span>Procedury wyboru firmy audytors<span class="_ _2"></span>kiej;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y681 ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">firma <span class="_ _19"> </span>audytorska <span class="_ _19"> </span>ma <span class="_ _1e"> </span>możliwoś<span class="_ _2"></span>ci <span class="_ _1e"> </span>za<span class="_ _2"></span>pewnić <span class="_ _1e"> </span>p<span class="_ _2"></span>rzeprowadzenie <span class="_ _19"> </span>niezbędnych <span class="_ _19"> </span>procedur <span class="_ _19"> </span>badania <span class="_ _19"> </span>także <span class="_ _1e"> </span>w </span></span></div><div class="t m0 xb3 he y682 ff3 fs3 fc0 sc0 ls0 ws0">zagranicznych s<span class="_ _2"></span>półkach wchodzący<span class="_ _2"></span>ch w skład Gru<span class="_ _2"></span>py Kapitałowej „TOYA” S.A.;<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x61 he y683 ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff1">firma aud<span class="_ _2"></span>ytorska p<span class="_ _2"></span>osiada:  </span></span></div><div class="t m0 xea he y684 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">wiedzę i między<span class="_ _2"></span>narodowe kontakty<span class="_ _2"></span>, które można wyko<span class="_ _2"></span>rzystać w celu prawidł<span class="_ _2"></span>owego przepro<span class="_ _2"></span>wadzenia </span></span></div><div class="t m0 x115 he y685 ff1 fs3 fc0 sc0 ls0 ws0">badania; </div><div class="t m0 xea he y686 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">doświadczenie <span class="_ _16"></span>w <span class="_ _16"></span>prz<span class="_ _2"></span>eprowadzeniu<span class="_ _2"></span> <span class="_ _4"></span>b<span class="_ _2"></span>adania <span class="_ _16"></span>w <span class="_ _16"></span>spółka<span class="_ _2"></span>ch <span class="_ _16"></span>publicznych <span class="_ _16"></span>w <span class="_ _16"></span>rozumieniu <span class="_ _16"></span>Us<span class="_ _2"></span>tawy <span class="_ _16"></span>z <span class="_ _16"></span>dnia <span class="_ _16"></span>29 </span></span></div><div class="t m0 x115 he y687 ff3 fs3 fc0 sc0 ls0 ws0">lipca <span class="_ _25"> </span>2005 <span class="_ _35"> </span>r. <span class="_ _25"> </span>o <span class="_ _35"> </span>ofercie <span class="_ _25"> </span>p<span class="_ _2"></span>ublicznej <span class="_ _35"> </span>i <span class="_ _35"> </span>warunkach <span class="_ _35"> </span>wprowadzan<span class="_ _2"></span>ia <span class="_ _25"> </span>instru<span class="_ _2"></span>mentów <span class="_ _25"> </span>finans<span class="_ _2"></span>owych <span class="_ _25"> </span>do </div><div class="t m0 x115 he y451 ff3 fs3 fc0 sc0 ls0 ws0">zorganizowanego systemu obrotu<span class="_ _2"></span> oraz o spółkach publicznych sporządzających <span class="_ _2"></span><span class="ff1">sprawozd<span class="_ _2"></span>anie zgodnie </span></div><div class="t m0 x115 he y417 ff3 fs3 fc0 sc0 ls0 ws0">z Międzynarodowymi Stan<span class="_ _2"></span>dardami Sprawozdawczoś<span class="_ _2"></span>ci Finans<span class="_ _2"></span>owej;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xea he y688 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">zaplecze <span class="_ _f"> </span>kadro<span class="_ _2"></span>we <span class="_ _f"> </span>złożone <span class="_ _f"> </span>m<span class="_ _2"></span>.in. <span class="_ _f"> </span>z <span class="_ _f"> </span>o<span class="_ _2"></span>sób <span class="_ _f"> </span>zrzeszonych <span class="_ _10"> </span>w <span class="_ _e"> </span>między<span class="_ _2"></span>narodowej <span class="_ _f"> </span>organizacji <span class="_ _10"> </span>specjalistów <span class="_ _f"> </span>z </span></span></div><div class="t m0 x115 he y79 ff3 fs3 fc0 sc0 ls0 ws0">zakresu finans<span class="_ _2"></span>ów, rachunkowości i zarząd<span class="_ _2"></span>zania ACCA;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xea he y689 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">odpowiednią wiedze <span class="_ _2"></span>fachową i zn<span class="_ _2"></span>ajomość branży<span class="_ _2"></span>, w której działalność p<span class="_ _2"></span>rowadzi Spółka;<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y68a ff1 fs3 fc0 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">firm<span class="_ _0"></span>a <span class="_ _2"></span>aud<span class="_ _2"></span>ytorska <span class="_ _4"></span>zapewnia <span class="_ _2"></span>Sp<span class="_ _2"></span>ółce, <span class="_ _2"></span>Radzie <span class="_ _4"></span>Nadzorczej, <span class="_ _2"></span>Ko<span class="_ _2"></span>mitetowi <span class="_ _2"></span>Aud<span class="_ _2"></span>ytu, <span class="_ _2"></span>bieżący<span class="_ _2"></span> <span class="_ _2"></span>bezpośredn<span class="_ _2"></span>i <span class="_ _2"></span>kontakt<span class="_ _2"></span> <span class="_ _2"></span>z </span></span></div><div class="t m0 xb3 he y4f0 ff3 fs3 fc0 sc0 ls0 ws0">kluczowym biegłym rewident<span class="_ _2"></span>em;<span class="ff1"> </span></div><div class="t m0 x61 he y68b ff1 fs3 fc0 sc0 ls16 ws0">e)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff1">firma  audytorska <span class="_ _1e"> </span><span class="ff3">wykorzys<span class="_ _2"></span>tuje  narzędzia  informatyczn<span class="_ _2"></span>e  oraz  p<span class="_ _2"></span>osiada  doświadczenie  w <span class="_ _1e"> </span>badaniu  ks<span class="_ _2"></span>iąg </span></span></span></div><div class="t m0 xb3 he y68c ff1 fs3 fc0 sc0 ls0 ws0">rachunkowych p<span class="_ _2"></span>rowadzonych w sys<span class="_ _2"></span>temie SAP; </div><div class="t m0 x61 he y68d ff1 fs3 fc0 sc0 ls39 ws0">f)<span class="ffa ls0"> <span class="_ _31"> </span><span class="ff3">s<span class="_ _2"></span>iedzibą firmy audyto<span class="_ _2"></span>rskiej oddziału lub<span class="_ _2"></span> biura jest Wrocław;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y4f3 ff1 fs3 fc0 sc0 ls20 ws0">g)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">firma <span class="_ _33"> </span>audy<span class="_ _2"></span>torska <span class="_ _33"> </span>umożliwia <span class="_ _33"> </span>w <span class="_ _33"> </span>trakcie <span class="_ _33"> </span>obowiązy<span class="_ _2"></span>wania <span class="_ _33"> </span>umowy <span class="_ _33"> </span>ze <span class="_ _33"> </span>Spół<span class="_ _2"></span>ką <span class="_ _33"> </span>przeprowadzanie <span class="_ _33"> </span>oceny </span></span></div><div class="t m0 xb3 he y68e ff3 fs3 fc0 sc0 ls0 ws0">proponowany<span class="_ _2"></span>ch przez Spółkę rozwiązań k<span class="_ _2"></span>sięgowych dotyczący<span class="_ _2"></span>ch istotnych k<span class="_ _2"></span>westii objętych badaniem;<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x61 he y68f ff1 fs3 fc0 sc0 lsf ws0">h)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">firm<span class="_ _0"></span>a <span class="_ _4"></span>audytorska<span class="_ _2"></span> <span class="_ _2"></span>skład<span class="_ _2"></span>a <span class="_ _2"></span>ofertę <span class="_ _4"></span>uwzględniającą <span class="_ _4"></span>elementy <span class="_ _2"></span>w<span class="_ _2"></span>skazane <span class="_ _4"></span>w <span class="_ _2"></span>§ <span class="_ _4"></span>12 <span class="_ _2"></span>u<span class="_ _2"></span>st. <span class="_ _2"></span>4 <span class="_ _4"></span>Procedury <span class="_ _4"></span>wyboru <span class="_ _4"></span>firmy </span></span></div><div class="t m0 xb3 he y690 ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej; </div><div class="t m0 x61 he y691 ff1 fs3 fc0 sc0 ls2a ws0">i)<span class="ffa ls0"> <span class="_ _2b"> </span><span class="ff3">cena, przy<span class="_ _2"></span> czym cena oferowania <span class="_ _2"></span>przez firmę audytorską n<span class="_ _2"></span>ie stanowi czynn<span class="_ _2"></span>ika decydującego;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y480 ff1 fs3 fc0 sc0 ls3a ws0">j)<span class="ffa ls0"> <span class="_ _3d"> </span><span class="ff3">b<span class="_ _2"></span>ezstronność, <span class="_ _2"></span>obiektywizm, uczciwość oraz niezależnoś<span class="_ _2"></span>ć firmy audyto<span class="_ _2"></span>rskiej;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xc he y2b2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">w przypadku<span class="_ _2"></span> powstania lub u<span class="_ _2"></span>jawnienia się okoliczności mog<span class="_ _2"></span>ących stanowić wpły<span class="_ _2"></span>w osób trzecich na procedu<span class="_ _2"></span>rę </span></span></div><div class="t m0 x98 he y692 ff3 fs3 fc0 sc0 ls0 ws0">wyboru, <span class="_ _e"> </span>os<span class="_ _2"></span>oba <span class="_ _e"></span>kt<span class="_ _2"></span>órej <span class="_ _e"></span>okolicznoś<span class="_ _2"></span>ci <span class="_ _e"></span>te <span class="_ _e"></span>doty<span class="_ _2"></span>czą, <span class="_ _e"></span>zobo<span class="_ _2"></span>wiązana <span class="_ _e"></span>jest <span class="_ _f"> </span>niezwłocznie <span class="_ _f"> </span>powstrzymać <span class="_ _f"> </span>się <span class="_ _e"> </span>od<span class="_ _2"></span> <span class="_ _e"></span>dalszy<span class="_ _2"></span>ch </div><div class="t m0 x98 he y693 ff3 fs3 fc0 sc0 ls0 ws0">wykonywanych <span class="_ _4"></span>p<span class="_ _2"></span>rzez <span class="_ _4"></span>siebie <span class="_ _4"></span>czynn<span class="_ _2"></span>ości <span class="_ _4"></span>w <span class="_ _4"></span>ramach <span class="_ _4"></span>pr<span class="_ _2"></span>ocedury <span class="_ _4"></span>przetargowej <span class="_ _4"></span>oraz <span class="_ _16"></span>niezwłocz<span class="_ _2"></span>nie <span class="_ _4"></span>poinformować <span class="_ _4"></span>o<span class="_ _2"></span> </div><div class="t m0 x98 he y2b5 ff1 fs3 fc0 sc0 ls0 ws0">tym fakcie Komitet Audytu<span class="_ _2"></span>; </div><div class="t m0 xc he yef ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">umowę o przeprowad<span class="_ _2"></span>zenie badan<span class="_ _2"></span>ia podpisuje Zarzą<span class="_ _2"></span>d z podmiotem wybranym przez Rad<span class="_ _2"></span>ę Nadzorczą.<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 he y694 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y234 ff3 fs3 fc0 sc0 ls0 ws0">Główne <span class="_ _16"></span>założenia <span class="_ _e"></span>opracowanej <span class="_ _16"></span>przez <span class="_ _e"></span>Spółkę <span class="_ _16"></span>Polityki <span class="_ _16"></span>ś<span class="_ _2"></span>wiadczenia <span class="_ _16"></span>przez <span class="_ _16"></span>firmę <span class="_ _16"></span>au<span class="_ _2"></span>dytorską <span class="_ _16"></span>p<span class="_ _2"></span>rzeprowadzającą <span class="_ _e"></span>badanie, </div><div class="t m0 x6 he y51 ff3 fs3 fc0 sc0 ls0 ws0">przez  podmioty <span class="_ _1e"> </span>powiązane  z<span class="_ _2"></span>  tą  firmą  au<span class="_ _2"></span>dytorską<span class="_ _2"></span>  oraz  przez  czł<span class="_ _2"></span>onka  sieci <span class="_ _1e"> </span>firmy  aud<span class="_ _2"></span>ytorskiej  dozwolo<span class="_ _2"></span>nych  us<span class="_ _2"></span>ług </div><div class="t m0 x6 he y695 ff3 fs3 fc0 sc0 ls0 ws0">niebędących badan<span class="_ _2"></span>iem są następujące<span class="_ _2"></span><span class="ff1">: </span></div><div class="t m0 xc he y696 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">Politykę opra<span class="_ _2"></span>cowuje Komitet <span class="_ _2"></span>Audytu i <span class="_ _2"></span>jest ona skierowan<span class="_ _2"></span>a do ws<span class="_ _2"></span>zystkich czło<span class="_ _2"></span>nków Grupy Kapitał<span class="_ _2"></span>owej „TOYA” </span></span></div><div class="t m0 x98 he y697 ff1 fs3 fc0 sc0 ls0 ws0">S.A.; </div><div class="t m0 xc he y13e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">biegły <span class="_ _e"></span>rewident <span class="_ _e"> </span>lu<span class="_ _2"></span>b <span class="_ _e"></span>firma <span class="_ _e"></span>au<span class="_ _2"></span>dytors<span class="_ _2"></span>ka <span class="_ _e"></span>przeprowadzający<span class="_ _2"></span> <span class="_ _e"></span>czynności <span class="_ _e"> </span>rewizji <span class="_ _f"> </span>finansowej <span class="_ _e"></span>sp<span class="_ _2"></span>ółki <span class="_ _e"></span>lub<span class="_ _2"></span>/oraz <span class="_ _e"></span>Grupy </span></span></div><div class="t m0 x98 he y17f ff3 fs3 fc0 sc0 ls0 ws0">Kapitałowej „TOYA” S.A., ani żaden z członków sie<span class="ff1">c</span>i, do której należy biegły rewident lub firma audytorska, nie </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeUAAABgCAIAAACsWP3qAAAACXBIWXMAAAsSAAAWJQFWJO7rAAAgAElEQVR42u2dd5hkV3Xt19rn3FvV1T09WTNCOaCEFUAgEAJJiGCyCMaYIKLAYBsc4BEewQQbjAnGBGOMjclRGJlsLExQIAkhCQnlGc0ozIwmd093V917zl7vj9szCAMGP6RGwPl99c13uqf71r1d51u1a9+916akbS2umxUAkpIA3E7r2ikpE8lgYMyKDhhAtlke0ABmVFYgkGHGuk0TzDNjva1J0TDRgOCcqSF6hp4YJREJyMYsATCB4fa9kD3rZRUOGRCFQqFw+xMBfOt7V7zk3Z9fAL2GCR6cMRkNXuVMuNSTudiIMEQzd5mBVZrrpblH3f+Eow5a8ZYPfGY7l86mWBuCD62uRsmIFCEHHQIoxgwLAgUyL4xe/95pd33lGfcv26hQKCyQXk+11ZXTkwAICrsl6XZYezA4AMhEubnLIPVFkC08m4x0ByqfPX7fyec86iEPOuGwQb8aX7XPOz/xzf+49MYZGwvoaVdrNJNlVsnGAQGJEuWmbHDH+O16IXvWG+dC2UOFQmHh9NqNbQxd3Ig9sfDtsq6gTLmUCZJINgHuoJvypGg5tsgh+vSJR+3/9hc/5sCJUCsnt+OP2O/vXrHvq//lqx8+55pZjCEEeEJuYRVsDBDUAhnIRAakGG7nC5lfZ8SyhwqFwsLpNeBAMx847g4hb5e1K3iOaCUHaWLSTPQcleRTyfrK7HF42F7xr57zkAPHrdLQnWZ15bMrGF7+tPttvnHzOZfetKtaDKtAo7fKDhJywk3ZQcGA5va9kN3rQJU9VCgUFk6vKbMcFyC+9hBkkmKiwACFiGnXZEOymg1516pe9bhTDnvqI+91xIp+lWdhIZFEjgi5bfcJ4d3/5/Szz7vyXf9+wZWbZxqOGbKpcQXMa7YJERYtY2Hia/O27KFCobBwei2Yq4cuLatbpWhv6zUgR2wQACL0oMDWPQKsghavrDb90yueeOrhKykREAZGRiUggT0LNYgVAz79Qcfc/4Qjn/jyf7lk01wKg5bBcjLKu4wyBWWpd7teyJ61s+SvC4XCguZDBEsAdKsQ8vZYQ24SQI8VUgs42TM2prkJH736+Y896bBlNUYJVQYFRIAyIIJ0kwOABbX7TcY3vPiMP3zNh9bsGMomEGtv50KMOeeABCFb/3a9kD1rFb0uFAoLqtfM4Gj+Yz5u9ZH/tl5XnikKppQFBiEzLm5HJx++9Nm/d79Tj71THwRC7IpIYBQBQkEGFwAEADCDjt9v4gOvPuNf/v1bn/3mlZtHtceew8RgaKPazNHteiF71kLJXxcKhQXUa8pCjrj966+TETAhmMF8OAZv6c86/R4v+YMTloYGtBYkYkSDPAQDORAzKKqKnTxiRoxkv5+ae9xp7Hee+4CHnnDomW88a6tPIk4gVO5N403MC1R/bcplDxUKhYXBuo/3UFiAh6wSKzB4amsTRtOPvsehz3vCPSYqR648BVcOABTACATQ59M13T/qPgp4lsdozHPjzPc77oD/e+ajl9iUtTuR5gB2dzIX6FHqQwqFwkLG16Jy6OLE27meT/P3BCvLe0/EM574iD9/4L5jQXAqwuQ9JwGntRwjUNElCTGwhTlgCYsgr5gzQgh9QOMBzzrtwP0nT3/HWedetG7bXB6DlCwuTD1fud9YKBQWVK/3hLC/TIVbTyMqDcMAFiGvc5MRnCTlCDTGPGxtDFFVmj75gPG3v+gJhy+hrAcXCYKgdZUjFOp5UQyAEQCq7hQjQAZJu2WSAeoZHnbCwfc75sC3/Otn3/3lq7ZV+wVtJ8bcTWEk1uASYApupixmMQCByr98aZ952UKFQmGB9fqXprUeUIOAEmQte7JIb6LaDOUcWxszjZZw7mkPPfb5v3fflYOYicjb5BosSFU//vmzHr3i0B++4xNfXzu1HNhlYcg8JhptS2YAzGEUAxoplNKOQqHwW6rXjgok1AIJMDHMJw1CNIbsNPi+cedLz3z0U08+pJ930cYaVLvD1VvXaP+voYMi1Swhn/bAo+566PLnvfk/1mycm8VY6MWY50Iz08a+w4QAoHMayUWvC4XCrxV22x3KIQEEAkHI4Y3ABrFtvUpzq6pdrzrzkY875c59ZlDwZPk2Kq4g4BnGwLzI23sctOq9L3/0sat6Y/Ug57ZVDuxFNUEpIAHIqDKr8toXCoXfUr02ZVNjyiZROSAFZhIQq+CnHb33Wa994lNOPnjSc6vgcREQAobd7/4ywTW6IuhI0cAQiH5uj18+9rHXPf0pp6yeQBIGM3GQWREe1BqyrJb1y2tfKBR+S/MhIilV3pI5M7aoAVU+N2nN797rLn/7vN9dZSmgIW2WgUDPesF1m+RDRCXIGCmZwCxE229x+7Znn3qXffb664+dv0kTbZ6E54iWSFC+TT9YFAqFwq9VfC2YWFkwEjk5QoQ0gdlH3H3/1zzrtBUBgRAHsliz69KBW++2e/bgmG+LZOQwwBWr7E97yFF/+vgT97IZGGBVtp4z1syWR+W1LxQKv6XxNeCCzXHMVKPOVZo+YHn/xU88/ffvffgER1QDq0ZklCokCGJsMV+390u/51i1pzSaAj0iikCIA+Q/f/ixpxyy4kUf+faFV29qwrizTnkU4KlYVxcKhd/O+LrSKPgIufJqUT/q6L38Q6944pNPPnyys0RlgHLsDEDkQDZ5fVs9t4OOIBgyMATmakdAFltT7DtOPHLiEy971KPvulev3QYlsXKry2tfKBR+S/Xa4IHJBhWbqdW90av+6PeO26ff8xZmsloMgKIcciACEXDoNjWPlvZkRLrLIggmWAIGq+vhK579yAffdf+B76S3KvnrQqHwW6vXDWvSls2tfeHDDv3im//wAUftFT3BzB15T7JCGQTYVWeH2+rZZZBBBBCBnjAGzAEmVI6ciYwKFu+8LLz7hY9545n3O3iyjRqW175QKPx6cRvWh/Stym96zsOfcM+9axuKljgmMJqw2zVk/icBB0gTeFu0N86/HwSSgsAM1DnK8hDR2euBkbM7MTapdq84+8wHHX3YkUc++7VnXb+z3HIsFAq//vF1RAsIFmEVGACYYqUcmAUhGEggdp0xZhHIK7TuNQ9e9oR7ro6BKUw0GATQgC7z0NkjZTAj0VsAQ4A5t4Dg7jNAk4ARMEQ3cQBo4VLbfZXU7p7JmOQZQp6B0p7gXUACWoBApQyAw9h3DJArKWOs7qoG48AQT92v/46nH3NstTFEG3hbwdUbwAAK1hNDQDvwXWM+XWsmIIEGhPk+oEKhULhDxdfz6V05ACIb5GSGOQ0wKJtcFiWSHOSdJx+9zzMe/YjTjlpdoYE8SgEEHCLxI1c7U8x2q9pnksiC0QcwRaYAQUHKsAoEoQhByczMu3A8B5kzIFRwyECpQiNGKFAZyrDQ2lys+9kCIYMA1spAzggBnmWn3fPoD+x/8Bs/f9Hnz7l4xBrtXOWjxEgfkXLaXJgkJEqYT7VQXrxTC4XCHU6vMwJBdkPH4QSyQVLnSkcZJUeOzFU7/bj7HPWGP3lw35xm2aNZdBISEUCgy1J0+iw3CLmlVQQEM8wQY2YmB9hQI3IgC3l3V7sQWjORlUQkoQKcVHYzWhIqZkgZgWQQYHEXLGDcTIIRhkwLIhKQQaM3oIU8PHqfRW898+R77L/qZf/8xVn0RYox0j21ihU4LgDMkEOJyISrxNeFQuGOptewKLkhG3w+PmbXcZ4ddFQCxzSz/4Q/4xGnPPVBd1sWM9RmVGCczyZDnbrpx8P2hCoEUQ4GEJZNhpZI1g3Y7VeQZGILJKiGKOaESHillBgABdEtWheoS7caaEDJg1n0YJ5hiYpQJlqIYtWVEgIVQtXmvIRzz3zgYatWDP7uU+ddfP3OJLbZLFSQQ7NghARlIgNysgz/KhQKdzy97sLhzpK/M9tTIgQEkeZpwOHx+/X/4S+fecAExnIGQLSepTA2PwcG3L34kcrNBDYKA6KHtoIRAupGnCZ2ZKxZn/t1OGgfTkCLQCGBvc6RteWEzMAIMLGbRSCBQXJEIBAg4WbMPqah8hjCbAunTdYBI6URxg1YpLbLqjSyOobkFcSHH7vPqfd44kvffd6HvniBxla2bkBb5TmCIiEHmBmcARBUNLtQKNyh9FraI9bOCIsxDx0xsybU9+nDV1Zve8mT9llkfTmDOQDW37tm48YZE6ODtQ+dQT/uDZLZa8QTDpg4eFmYn3xoYTrjU1+/4r2f/NL6TTMM3Hfl4Pl/8JhHnbR/36oAAJyazeddvbZlv9IooRZ490NX7L04AjSkGY8XXLFxNBqJ0VmNaebkI1b0x8YAbZjOl15zoyHPVY3lyUP3W3nc8iwa5DK7Zv0t1224+bi7Hbt3VD8PX/XMk3Zt3/i576xP9aRkTovKJgFyhC6DjRJgFwqFO5pez2cAYKLBKjAaqowYiHGbffS9D3npk047aFkvUA5CNLQN4t+cfcnXfnCTO5yx9tnM7uDcU7U3yFPO+k3PecDBJx8KheS6fOv0X77t3y64YssuDFLoyZqtW9JL3vbJiy875i+eef/lNSratA1e+g/vWz/XB2hQT8NXPvGez374PSiHN+t3NGe84awmSYit9Q+ZbL7+1mdVQMvB2Rdc+oZ/+Y4Q5iob822PfsDx//D0E9yiwLO+euFV12xYsmLiaxd//pVPOmVRPVoVwtue94gjP3vRv/7HRTfNeOZABJBJyiVYEetCoXBH1GtTFs1psMAY1abGJvt5+wpOvfQPf/+xJx+0HDlARDYQMAikZtXb2fbggsVZz7IK+rEa62ksUYpzqAG4bMrx5+/68jd/uFW9VY0MaGghE5tG4V++fPWSvZf8ySOO7dlo+fii+9zz7u/58mUeFsGbADvn+9c/8+H3imgRwvk/XL+5GYMLDFB9xBEHjlfZZJnp4vWbNqmPQKg3J3x/7VRGJXAu44obtj30yY9cHnXtVded+/0rHnbfY5ialWPVn/3+vR506nEvfOOHLlo3M+IE4gRyRiS8pRJUNLtQKPzK+JkdhupqOwBN7zAfQVjMmTc87zFPPvXgxQTIhABleAMl0SItKkWqskTmSCdFutGJ3D089BXGxChIZj9Yd/M3r9iR+ksbH4EjuNgaWOdQT1dLPv6li6dSD1BsRg85Yb9xzIIekAlct2m6JQF3VFfesBnBaCK90q57HLw0+mxQqsBNt+xAlRB3IczmMLZh664RjcQNGzYduN9eT3/66854yp9ONf1rN21rYcFqRxgnfmf12N/86eMPmmj7lcNbmCELgsHLDcdCoXCH02vN6zXM20GdFmnqbvvhPa8847H3OnTSR5U3Doq4VZYgQOYIjigEscpWi7VYOaNYdQ8oQ5Cc4E7hbZ88t/Hx7Ai1gGGQB9YYZaBx45qt/ub3fnba+7GOxx+5/0GrF4F0i7K4Zmt75c1TEHbJzr/0RjjEMaGa0Oz97nawhTF43bb1mjUzUG3eMmV5s2Vq5ooNs/B8+ZqbTjr68InKnv/CF1x46ZW5XpYk99zCzDXh7Qn7jn/sdc96+NHLVnBL7TvADIhFqwuFwh1Srw00gOZtP+968L2P+fQrT3/gXfaqKLE2xirnSgArtzFZJNyQAEM3CQyA5vMk6O5cChCChgEpKDt02drp/7xkfWUzTKM820a3wCRva1Q1Z5C3j6x31jmXXL5xV5aW9e0+dz2QSCKoPMuxb11+E9yv2TS66obNFTMYQB6xeuLIvRc3qN1w0/bpLbsE9kyhSr1Kw5zzuZfdQGjHyJeN1TkMrr5xdmmvWhJGjUcPsU83ZDP0mI7ee9F7XvTolz3hPvtVU3WapoRueHuhUCjcwfIhnTApUA845T4v/dMH7rdorsdhIlsSINTCWwEN0HYK78Pgo6BRZ6waNDKNAkYRo4CRaWgaBmV6MjhgXzvv+4k9z1OVsV8NTD0YLRAuy6NYSa6R9X9w1c0RqfLRUfutDD5LDQNbOa69YRNoV1x3w7DJ1uyCmujN0Qfu1fdkUBtHm6a2zuVZMImt4CG3OTXXrd9oyBkWI7bPpA997Kzfvc8x45h12AhCngNNLgj0dhx62un3fPaTTu8F75plSoRdKBR+9XpNpkqNAQgVQ5BFU7PvePuqM076x+ecdAwacBkwVoE1ABJxDKEyoD8/cyA0tmi/sWbVoji5bJ/9x31pFcTg1suoc1i6z4SvXlztP7bkkIk0GbGhqc++4AepHbgNWlbe+qPuPvGtNz/8My+7/0kHzDiXJg4Cm51Y/o1Lb2jRJ+qHH733wBAY21TDdOFlN2+2/vu/fFVbVU21jJ6g5v73PIIBJHtqLlw3cjP6bNYSj9ZWk4oTX7ls+zDXi9BMt2Gf8anTH3q/4dyuHXmS5ETOCOOg0WqwhlWRmkjN8x90+Ide9JCjV4mWDBVZkU7MRg1ZJh4UCoUFpJvMZVLdxgxjGO2a9GZY14cvw1//8WPvd5fVdAwZ+j/vVlut9LKnP+QvbOABPee7zv7Wmz5/iawOGlH5LS940iEHLQnG3Pqd6tG1G7Zet2km1fsB00FYUrd/9vRHHroyHri3vfYvnvzIF31gmwYCEOOFl6/JrhBs71V7HbH/su+sma6iOfyqG2753nXbLvzBleqPUdnZ26ueudexd3bQlNziVWtvFisJlTna2RwipJs3bLplx3DViqXrNtyY0/DEo1Z/9/I1g3au5xmh95NJoRBo0v3vducDDzvkNW8/6wuXbJJC8JSrxUMSUc6SISkUCgsaX+egNqQcm7YOFnvhTx5y1If/6swHHrW8n3bWHMX5OQD/E05buWxwyGRz+PjwwEXtogkTDVBQrtOuQyeaowb50EE+clG7sp+vWrdxLvYQHDRzf9h9jzxsZT1AmqCO2mfRCYetRHLSMvLGXb5l56zgAh501wODMWWnsIuDt551XupNUKBnM3vUvY9YOR4EGrx1u2LtZmegRWunD149aUj05BYuW3/L0YcfdP53L3v1K59/r7scOLFin/1XL+mhaX7iikRIJPKYjw4fxz+94LF/f+ZJ+yzyERc3yUwtclvm9hYKhQXVayJRLdWrrT8Z8suff/qrn3zqYct60QLiGJEr/Hx3/0xrAJhBUghtqEmbVzyootcajmXrCUy8/qYtqiJ8GyxUyg++1/6TaC1la2eXWDrxyNWRVfYM8+lc37h5mwBSD777QdbOIFSQj2zsKxffOJMpmROm4VMfes+ekiDAd7bVdTfvcAS5VozhxKNWyRPN2sxL121bOuiNVeG755939Q+vPO+cL93nnnc32k/RXcE4X9RYIy1h85RTjvzAa8/cb3nwPCdXxJ6JNoVCobAgei2EZD1FN02f8Yh7P/nEA/qclTdzsoY1GJF+vrV/Ny1GAEKV3ZVbIkN0xsTeyAmrJSJFoLd9pnUPFROM5vmA1ctNIzBYNGq0YrJPZzfPy1ltm2pImvIh+6xc0rlqmwH0OG6xgkPgPsvGDt13EsqRBvGGzdNTc5mIAPddMXnAinEItCgL67buMuXHPfS+G9eveec7/+EPHnbyoB+SM/yEMQjnvxNhPbC2elDF/jGr+3915ikHLmtry2iSFTuRQqGwUEQAYq9mOu0uk3/0ew+5z+F3WpwFq4JVGXAgswrVxM8Xfh8OYAQAVtQiDaOPWqsyKllIsdeiUkBNc2HLFJXHDQ6lXh32Wz5u2AlOgAnId9prqcssWE4joL95V2OCUUt7ft/f2fffLt5BJywpOZBgFWgPOXbVIASiJdxRfefKNUOPnb/2cYfc6ch9l1sIrcykH16/g0p7j/fe8MoXT4/SXj0jwFgzjxB+bAgvDZJE5O5LgMJ40GPuvvexr3vyP539nQ+dsyaiKXuoUCgsnF5H7XrifQ94y3MfupgtrU0uZ12RPSUAGWHEqvfzA0kjAmidj6qLe2badi59BmRK1gpx58jA8SSHD/uDWEUBzAYhVqzGBj2YuYQgZN85bCSBbtkeeLdDzv7++bQ6p2EIFXKL2AtqH3bXA6LBE8i2Ze/cS653RAFR7dGHrDrsTosBwCIca27eOpdsIozMenEs1t44as4L8n+PsGl0qfsYYgSsBaoauMvy+LpnPODwg6+7du2asocKhcLC5UP2X9576dMfMEaY1SnlaM28n7RaqLVfsEuEVaZp99yvxuqMCiAlU6rkAU2FlmgFb9XAUjZ1ZlFmAOaNszNCL0TRAaMDUkoZcLhb4LGHrKryDCQGWG5IEaw1POaQ1QS6AyXgsrUbAEIKaA/eZ9leSyYCvTNhnZodbp9tCRlQAYCZYAL4UzPYIBABg1MNSOWWybOPVcbfP/mQ4469S9lDhUJh4fR62Ojq67e0hlYpBCJ7DZmEzlpaue68T3+eYAOgZBIhgSIFESmqCWrgjXkAKgF1nEM1gzg0hoSUYUCcN8uWGQiMSFAB9NgJKYNgR+634h4HLKKnrl8+myH78QctWb205yk5Ihhu3rZr7ZYh6UAexHz4/nsvneitHO+m/abWcflNWwUzoFYCI+CAw8J/ux7frddAgkbwZlZMoQKi0Rpg/bYdU9NTZQ8VCoWF0+ubp6unvvojZ3/jkhEsewWbpDJAMIIVQPovUAWhFCQgA8mQK7WmxHndhxDAGh6gigiLKkce0QnZyNumJVAZAHcD0qhlaAFQFYRFvUh2ttqYrPmkBxzH3CoER1CozfNDjt8XCFWgQGdcs/7GWfXMU6CvXDy2cmk/mh+0ajGUo5LDvr92W5Z1XfPepaUp/2nvP5zXbYAR1h9jyOAwmCpeum77Y17xkauvu6nsoUKhsHB6DXImLH3Nuz9/1rlrdsDSfMJ2fkAMaLBfpJHPAYEmi4IBTnjnJSKGZCGx7vxFCCyqqtjSUk9gk9Ls0KHObcQhze2aIxMAiCAXjVW+O9qVp3sde+fxXoVQZxksGnDcofslEcqdb/emzVOOYHRIK5cuNojU3isHRDYJ5LqtUyBBiN0MHTpNP12v592sHFXDqJRqYEScv27H/33nJzZMR2coe6hQKCygXqsdOdY1q1/wrv984TvO+eHORpDUUrmbuyUByMB8vbEDQgs4lDA/2QAOitlhCUykM9CrLifSHSPDgZQAyleOD4xjUCX1m9bXbtneshu9JSGv2zktj7Ism+tpduniAeScn/Zih+w9OHS/pWxECxz5RC8dc9j+sRudIFhKl1y/i/DOBXXVqhVJnEPYd+Vk5aNs0WVXr9vu8/mamDtPa5+fpwMl+AjILeBI8ATBoQx3YGS2ZZTf9MlvPfGvPnz+DTkpeumXKRQKC0XXjy6ArXFbo7O+fun3r1zzwVc+7s57L+srmWcwMLUKFSCQ5HyCgPAu3wzQQUMgWgpGEC5YZi2TuxlIMMCAkRAMvt/qvRrbZJbpLcHzLl1734OWVNkD2bguvXlb5gR8F9GOIa/ea0mA6JmhhhBZr1jSlw9liQpV1Qz6IcIVooAKzcU37RSQYM74vctv+oMXvCP0+9dtFS02HKM3a9ZtbBVqAk4EQtlEDxkIQAQdUAQAkxwSzQUmt+0pPP/17z/nis27uBiMUC79jYVCYWHj691UvTH2xtZu2Pbid3zu8luaEQMoeIPITMicbIgcACIKcbfFKK0zIekssyGDB2WZq/sCgbLQTVkHAK5cNlH50MGKW8lw4fevalxITWjA2Lv6+p1oPcjAsVhPLJlcBHQ3CDH/7sIIE5hFCHF+rgIgqAlYv/VmWC8zgLZx5/Dba3d+5eqp63a0DSLMSN8+Pb1ztrlVa6KB1kXKLTFiEIw+l6QcKphJEuN0y7d+8JzzL1vXqg+QnmovxdeFQmHB9bq739Ymzbah6S37ytXDp7zife/8zEWbc0whSg0BIKsbtSLA0TWrOLq5t25wIQCgMpUN2ZS6DEdQDp6oFgwGgHbnA1YutSmoBfpNXnbR1dsvvHpjEzGswucu2nTxNdsBxow62wF7L1/UN5JA6Ko1glArGWZhM8Rc8Gxid+fQkG6YwsadDomSeaOcm2rRKC5vEWFuPhvVZMYfrtsIz/MOqaQIhzlIIECEg2aEHAmcZf2ZC9c+7dXve++XLt1peyUbp4coVZ7KBioUCr+K+FoOSLHXoJfC+LXb+ZoPfv0v3vnFTcnmFAytgIS+OtuM3XNldt+mc8B9t2s2QBHBzXKgDHRZgs2BZoDAA1cvPnx5iEgjXyFMbM/j/+etHz/3pvb9373xeW/51HSqracs9jV34uFLe93hYF0m3CDLeT51TuePBkRadF17487RzGKo7SJulwIjvI0V0c4anMQQYz+4YQ5WQck6XyfCu1JrIaoFMtgzb+jtLPDP/3HpH/7NR7985a6puLLBeE4mmiMk9soGKhQKC0ZEN/qLNDlpWQ6L5kMHZjj+b+dftWPn1JmPOfW0I1cMglXdbTkD4BHmP9LrzhdpvpNRspbREcTgoJND9lqMB1g3LqBPnPHwEy9637eS9WCN57xm6+DxL/3InHlqAzGSK9Xjsd3+4BMOioC4u1uScqC1ntsisBWq1uSdNRMcPrr8um014Z4za7DnFmfzXGBS64xVUi+jEuPlazePdGTPuDtHI0PuMi3OCDmRk9XXbJx516e/+eGvXzEVV5qNedsydDUlzKyyFb0uFAoLHV9TIOGmZGrhrSORyZAbDP7z8m1nvOaTb/m37+3s8gQpS0pyeGue7UfHoUEEBGthSYaqoc2atYToBgQHABcQ6Y974L3uNMEK04EztDyH8W3N5BwWtTlFuuoI8OB9V97zqAMjnNwjrAARzJECvIfMMP+kdEgxXbVhfWM7e2oCcmWjiTBcEvPSMLuUM+NqwUghqLluzdrGINJdQFZuDPPeTdmREUYevnDJpse86J3v/6+rdmjSxdDOVByZD00jIsN+lFIvFAqFBYqvb9Vw3nUnphwId8qdscGgMfvHT557wOqVjz/xwEFlUNMp1e7JjF2lMsEuI8LsyISURA+OKKuatnK0Ad1gR8qj4+Tjj7jxK8to3qQAAA4+SURBVFeNvBZ7CII1aIaxNz6caTDbRsMTH/GA8ag9ZzifbVET8nAsoJWCwfLMnizMSOHqzdu9V/nMsKpw94Pu9MdPfmRADp4t8L2f+vIXLt1iSlF5y5ZdUwlj9GABcAvIoBjpbWWccbvkxumXvOOsdXPjLce7YhiDsggKcCIJXqalFwqFhdfrWzkyQVTOMifdekIPQvR2p1a86J2fvmzd3Z7+0BMPXVL11CgbAwDv7gTulm+4EIkec1YPDNKQakMlKGO+lkMCBpU/8/R7f+Xb1948O95aT5wmZox1anqox3u+7dFHr3zqfQ/u5xFCFNgJPcDMkC2mNskyzCwY0HlM2awmr7mx9bzE+0PmmVMOH3/UkTREKCSEa45Y8R+XbGhRJevfPNOuv3nnXvsOumS7cmNWUVnijiE+eu6lr//Yd2+eXeSBFIlGsMb6ggPJkAyZSirmfIVCYcHzIYKUwczoDCKDXIhiHxYDmr6mkmOLJt/2+Usf9+J//M51O1v150LditK8Z7+AbiJtAELCWJ6JqKABUcmsDWE2hN35DEj0rN/Ze+IFzzxloFvk06AHr63pAQicO2g8v+YZD1wS5uBp91AFAC4ys05x3Om0xpFaBFkWUAm3bBtNb9hprbXWz4wH7bOql+dqb6o814MftM9KKcmoUA3Ru/gHlwc6IHcwVp6TS5dv09Pe8KkX/fNXb5yOnkDBvO2K0BUGsBoMjiiQUlBbNlChUFhQvZ6vj2BwxMyYEV2BIpCBLLiTHh0WUu6v32EvfPOHL7llmIhkoYt8sTtKnz8oU18z43nLonzLEt82yFPBfbd30vxtyRjrPvTwe9/l/seuWMGNvWZH7ajh49i+eLT+eY8/bd9VfaUheOtWeAkwqNdOL+K2xdi8yLcv0py3mZDldsvGLSvDzuXpxvG5G8fT9r2WjiPUCmMIY1lavWxskc0uxZZx31j5zjXXrZcyQJGNu0K1pY2vec8XvnLFlhlOIliIZnCCFgLgUAOl7hQc0RnVGfwVCoXCgkBJHzvvmif9/X85ezCDAGWgjj4bNWrNcqeYAXBFr0xBaA5ZyZf9/nEPPului6MiXYhwumXCzME8t25m1/rtqoAgjhiPX1X3eoMcLSoBSB5Mbmyz93Z4+9VLrz3/8m1Xb2pDsCNX2QOO3+ekww+iJSPpVpEgKQdyRoTvvHITto+ycYYaj9LdDpwUQpV3bhn2rr1lZ6INHLNWHbl6sHQsjlhFiRrNNX7hhuG4RkFp1sYG/eq4VUQeeISD51+x4bUf/Ma3r9k2CmOOXCnLmVEJFdgEjqJLCJmx68TpygWfe/87/8OzTy7bqFAoLJBef+S865709/8FgOzyG/i5a7O6p/b0+xz08meceti4x9wkq5xV7a0YXWbWpZvht/rd+BPH6b78yePPF4Ts/v7POhkAP/X7DQ1SBIxwMksV5hLGug76HnLy3IRePzdG3ILqvefc9KYPfG7bKPyv/ggAnvvAw4teFwqFhSH+//2a56ZV+4WvfnvcZ1//xw9fFhA8BQMsCKR13TO+u76761vXz518QJLkL34ae354j6zvfmMAJaPwo5q72NkGZuVM0Oo6J8DmGD72xUvf+J7P7orLgGK2VygUfuP0mibBdtnqj5634cYtZ730zNPufsCSQWdjRwP3OJG6wQgRgjJY/1TB/V9p9P8g9D8K5NVovgJQndsU0LVltkQSg7tH5HU7/PUfO/cT37hqrtqrRYDKsPNCoXDH5f+z40Oih4GHwaxN/Nc1257yivd+7PwbNreVaKY2KIF0RMGolmoABxfy7ty8Cex83QoyXCA8VG4VlWi4+Ob2zNd/8F+/dt1OLm2rAX6hGTqFQqHwaxdfs1ZrDHOyJrlvGC79i7d9/hsnHfqyJ9znkGVVgAMhQaELtkEhtMCCtW8LUWTn32QAkEUjIHmCbR/V7/n0N9/znz/YOOMpTMKz5ZkANaXeo1Ao/ObptTwDqnxoGibENgxajn38vOt+eNll//iqZx+5z6Ke55ouhMQqQ7awueHE0N3KDOiyImiJWtngW4d87hvP/tIl29tqEnQgBSYDU/GyLhQKv5H5EFg2jugwr4Mi1ABNg/rK7eH/vP3sK7d5Q8JH8DQSUnfLUQveDaiuU94hr4DEsLkJb/rAl77yg81tXAYSSCGP4N6i8lDMmwqFwm9kPgQZ9NZ6rSoiBczSU0K9Kyw9d+3wD17ynmc9+LhnP/S48dpqSPIIh5JUL8xVBWVKkEPIEhlaNGd/98a///S3Ll67bYRFMc+65kyZUEYFdgUsJYVdKBR+4+JrKkiVh8ojczCqYjdCSylZvXY6vvYj5z3/bZ/ZLgvIVTtFtCNfuADWcgO0YM5Sjr0pC2/97EV/+MZPfmu9z8UVFZp+3hbVAsiIAk2JZVhMoVD4jdRrwYQIZFgDZik6ahDwBnmYnNO25N+/u+7vPnruVI6IPWUqBtyqveV2vqwAwZPnUG91fPHba9/4qe/s4hIBaHbBR7KQGTMqZyA8qO0aLwuFQuE3LR+izlZUidkFy9ZVVijQBXMRDFNY8o7PXXTJNTc+5zGnnHrMnaKEX7rO+hckIQKWK7ts49Q//fuFn73g8q3tpBFVMyempqobVOrMUeWCeTfBplAoFH7z4mvQYaMqe79VlQTLtJbKzuCsaKzy0CxOa/EXrtr1jNd98BP/efGeAHYBQuxkNkK4/LqNZ77g9R8756INzYSlkaUMWbZKrBT6nbErlQXL1vcyLKZQKPxGxtdwAlVrbLqRtbnrN99tF0VvafAMBKC3Xctf/eFvVXc68El3cWAcqsEGbvA47+4XkADA4/zM8u6+X3RE/ymFgBnKcMAkVkOw0jDIgCBKpCPMAddO5We+6+s/yIch9qDsyB40bxvlGZiZNzCBAU41C5SoKRQKhYXW618kBJeLBMzF7TPNq/72A5effMSTH3WfOy9Xz2uCstYRDYA80gV2M8M4r+L2U+N/wUSjAcxE7iE4a4GQSDWwHXP5E+df+cFPf+3aWzJsghqZUkbJdxQKhaLXP0uv0WWHKdoc6ltGesdX1nzuO2ve9+qnHbOqHzWE4BaN6AbcEJDg7EZBdgNvXN2Rfkyv6ZAIQwho6aPEirKe2dDtloQXvP7951yxc4RqznskKjXRm9kwVl7sQqHwa83t2tInwueH17CeaW225Zpt4SVvOfv6GW9DRetFtICLIcMg60w/5ifWdOL8E0MSDR52/x9gICt4AEbANPC3//qlr16+acYmR96z3kT3NlBC60KhUPT650TYhEyZRiCgXkROjKw+7/qtZ7zygx8977qNTU5wgN4JM0HShD3zc6FbSfePyECK2D3YhtHgI+iCazY/928//b5zrtgWVydEVH1PSbCW1chKcF0oFIpe/2wcFGhw5JZGdF2OadhYfclNwz974yde8I9f3I5eCwZvI1oBTpo87ImIf1pwLMTOHNXUQu6wOfb++fPfO+Pl7/nMRTfNVEvlgFr5yJhBOesUBuWVLhQKv+7cjvlr0ARBKVCeR2JowwjomytzNNNf8slzN2/dctYrn3ba3Q9YWttQgGBBGTKzIFCwn8yHOCgpyB1sGW7YOvfmT573ya9eNuXLU6iY2wo5d0PYBTKIAMsggkKhUOLr/1GwJYqkEJSiGqAHa5xt1kTW4mzx3Cu3PvMvP3jWdzdu45jQRs1BABzo+lfoPx5f55xNKSjJMWT83obh0//6o//6lWu2YWmyXpdWSawzo9MAmJJpCJ8pr3ShUCh6/T+grihbZJeMtgxACAEY0GPUTOtctyu88O8++olzr03sCULswWIn2T95xBAC4fCUo11y49RzX/3P372xaeIkYMFkuRGD2wCMYnQYoYDcWYUUCoVCyYf8bL0GHeakwQ1unHWNw8cQhvRRyMyBTZi8hXrZu754/dWH/cnjTp2cUM/YE0nHjzewd/N5HZz2/se/eOmbPv61m4ZVY4spp5xtYjAHwa5tx8TooiGzVIgUCoWi1/9T6K7sNKCat6BWBmu60edgI6eNQh8xs23leTpXb//i1d9fO/265z3ksFXj5qoD/ptYd4sNc3zLxy943xe+O10t8QBLQ6TWqr5sLPuQaMx3UMFpjuAMPl+xXWYzFgqFkg/5GXRzwEAABhpo8MVA6mFHlQ0+hkA4I/OArZFDW/qtKzf99d++ff2mKQthPpzeczTS3YfD4Xs+9JmPfPGCXWGxK9JznXZVppyUZbAYlPo+E+SmrkMyghXKoK9CofCbEV+zs9ub70jco7a/7Nq7hnJv94guuU3CEItAGEZqAVhCzKwAGNrZOPHvN/V/8IqPv+yMkx977zuPx4TsxgoaZvFr12x9xYe+fuHV251LoWxKAEY2AAAmU5Ijoz/LPgnJqRHU2TrdZhf1k+tCoVBYOL0WTaHqBFW3EtcFXecMksr9ytbuzH/09i/98KapFzz+hKWWHTbi+L9dcP2r3/2Zm4fjuVqK1M6H3L/CE5bQDRsrFAqFhYuvPYc00wngHklaoDV9T66DZIBz5OJgFCc+9JmvLrXZM08/KVT5G1duf9P7P3fTTrjR0izRLuhJ/ux1qTwpFAoLqteHrJ585v2P6HToVrmDBVkzd/mF3ekFClEWHd7zvbdvueXc71y898ol37zghyced5d72aCXG6J1LOxJ/uz1CUfuU/ZQoVBYGCgpAaPu0/2vOlzNQCL7Ui1lYGgGV59oySwZ0ANEpl/pSd56TWDAUixYKBQWKr6OQIB2h7m7JelXsRYAOZWhJjBUqh0WMnrMQgtzgFKsd88w+JWfcPH+KxQKCxpfl79CoVAo3PGx8icoFAqFoteFQqFQKHpdKBQKRa8LhUKhUPS6UCgUCoVCoVD4jeb/AWF2JstTNdpQAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">55<span class="ls0"> </span></div><div class="t m0 x98 he ya ff3 fs3 fc0 sc0 ls0 ws0">świadczą bezpośrednio <span class="_ _0"></span>ani <span class="_ _0"></span>pośrednio na <span class="_ _0"></span>rzecz <span class="_ _0"></span>badanej <span class="_ _0"></span>Spółki, ani <span class="_ _0"></span>jednostek <span class="_ _0"></span>przez <span class="_ _0"></span>nią kontrolowanych <span class="_ _0"></span>żadnych </div><div class="t m0 x98 he y1af ff3 fs3 fc0 sc0 ls0 ws0">zabroniony<span class="_ _2"></span>ch usług niebędących czynn<span class="_ _2"></span>ościami rewizji finansowej ze szczególny<span class="_ _2"></span>m uwzględn<span class="_ _2"></span>ieniem:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x61 he y1b0 ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">us<span class="_ _2"></span>ług podatkowych d<span class="_ _2"></span>otyczących:<span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y26d ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff1">przy<span class="_ _2"></span>gotowywania formularzy p<span class="_ _2"></span>odatkowych;<span class="_ _2"></span> </span></span></div><div class="t m0 xb3 he y698 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">pod<span class="_ _2"></span>atków od wynagro<span class="_ _2"></span>dzeń;<span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y699 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">zob<span class="_ _2"></span>owiązań celnych;<span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y69a ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">identy<span class="_ _2"></span>fikacji <span class="_ _0"></span>dotacji <span class="_ _0"></span>publicznych<span class="_ _2"></span> <span class="_ _0"></span>i <span class="_ _0"></span>zachęt podatkowych, chyba <span class="_ _0"></span>że <span class="_ _0"></span>wsparcie <span class="_ _0"></span>biegłego <span class="_ _0"></span>rewidenta lub <span class="_ _0"></span>firmy </span></span></div><div class="t m0 x116 he y69b ff3 fs3 fc0 sc0 ls0 ws0">audytorskiej w o<span class="_ _2"></span>dniesieniu do takich u<span class="_ _2"></span>sług jest wymagane prawem;<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xb3 he y69c ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">wspar<span class="_ _2"></span>cia <span class="_ _1a"> </span>dotyczącego <span class="_ _11"> </span>kontroli <span class="_ _1a"> </span>po<span class="_ _2"></span>datkowych <span class="_ _1a"> </span>p<span class="_ _2"></span>rowadzonych <span class="_ _11"> </span>przez <span class="_ _1a"> </span>organy<span class="_ _2"></span> <span class="_ _1a"> </span>podatko<span class="_ _2"></span>we, <span class="_ _1a"> </span>chyba <span class="_ _1a"> </span>że </span></span></div><div class="t m0 x116 he y69d ff3 fs3 fc0 sc0 ls0 ws0">wsparcie <span class="_ _16"></span>biegłego <span class="_ _16"></span>rewidenta <span class="_ _e"></span>lub <span class="_ _4"></span>firmy <span class="_ _16"></span>aud<span class="_ _2"></span>ytorskiej <span class="_ _16"></span>w <span class="_ _16"></span>odniesieniu <span class="_ _16"></span>do <span class="_ _16"></span>ta<span class="_ _2"></span>kich <span class="_ _16"></span>kontroli <span class="_ _16"></span>jest <span class="_ _16"></span>wymagane </div><div class="t m0 x116 he y69e ff1 fs3 fc0 sc0 ls0 ws0">prawem; </div><div class="t m0 xb3 he y69f ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">oblicza<span class="_ _2"></span>nia podatku<span class="_ _2"></span> bezpośredniego i pośredniego oraz o<span class="_ _2"></span>droczonego podat<span class="_ _2"></span>ku dochodowego;<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y6a0 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">świad<span class="_ _2"></span>czenia doradztwa p<span class="_ _2"></span>odatkowego;<span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6a1 ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">usł<span class="_ _2"></span>ug obejmujących jak<span class="_ _2"></span>ikolwiek udział w zarzą<span class="_ _2"></span>dzaniu lub w procesie decyzyjny<span class="_ _2"></span>m badanej jednos<span class="_ _2"></span>tki;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6a2 ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">p<span class="_ _2"></span>rowadzenia księgowości ora<span class="_ _2"></span>z spo<span class="_ _2"></span>rządzania dokumentacji k<span class="_ _2"></span>sięgowej i sprawozdań finan<span class="_ _2"></span>sowych;<span class="_ _4"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6a3 ff1 fs3 fc0 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">usł<span class="_ _2"></span>ug w zakresie wynagrodzeń<span class="_ _2"></span>;<span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6a4 ff1 fs3 fc0 sc0 ls16 ws0">e)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">opracowywan<span class="_ _2"></span>ia i wdrażania procedur kontroli wewnętrznej lub procedur zarządza<span class="_ _2"></span>nia ryzykiem związanych </span></span></div><div class="t m0 xb3 he y248 ff3 fs3 fc0 sc0 ls0 ws0">z  przygotowywaniem <span class="_ _10"> </span>lub  kontrolowaniem  informacji  f<span class="_ _0"></span>inans<span class="_ _2"></span>owych  lub <span class="_ _10"> </span>opracowywaniem  i <span class="_ _10"> </span>wdrażaniem<span class="_ _2"></span> </div><div class="t m0 xb3 he y3fe ff3 fs3 fc0 sc0 ls0 ws0">technologicznych s<span class="_ _2"></span>ystemów dotyczących<span class="_ _2"></span> informacji finansowej;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x61 he y638 ff1 fs3 fc0 sc0 ls39 ws0">f)<span class="ffa ls0"> <span class="_ _31"> </span><span class="ff3">usł<span class="_ _2"></span>ug <span class="_ _2"></span>w <span class="_ _2"></span>zakres<span class="_ _2"></span>ie <span class="_ _2"></span>wyceny, <span class="_ _2"></span>w <span class="_ _2"></span>t<span class="_ _2"></span>ym <span class="_ _2"></span>wyceny <span class="_ _4"></span>dokonywanych<span class="_ _2"></span> <span class="_ _2"></span>w <span class="_ _4"></span>związku <span class="_ _2"></span>z <span class="_ _4"></span>usługami <span class="_ _2"></span>aktu<span class="_ _2"></span>arialnymi <span class="_ _2"></span>lub <span class="_ _2"></span>u<span class="_ _2"></span>sługami </span></span></div><div class="t m0 xb3 he y400 ff3 fs3 fc0 sc0 ls0 ws0">wsparcia w zakresie rozwiązy<span class="_ _2"></span>wania spo<span class="_ _2"></span>rów prawnych;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x61 he y401 ff1 fs3 fc0 sc0 ls20 ws0">g)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">usług p<span class="_ _2"></span>rawnych obejmujących:<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y6a5 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">ud<span class="_ _2"></span>zielanie ogólnych porad<span class="_ _2"></span> prawnych;<span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y472 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff1">negocjowanie w im<span class="_ _2"></span>ieniu badanej jed<span class="_ _2"></span>nostki;<span class="_ _2"></span> </span></span></div><div class="t m0 xb3 he y21e ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">występ<span class="_ _2"></span>owanie w charakterze <span class="_ _2"></span>rzecznika w ramach rozs<span class="_ _2"></span>trzygania s<span class="_ _2"></span>poru;<span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y6a6 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">us<span class="_ _2"></span>ług związanych z funkcj<span class="_ _2"></span>ą audytu wewnętrznego badan<span class="_ _2"></span>ej jednostki;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6a7 ff1 fs3 fc0 sc0 lsf ws0">h)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">usł<span class="_ _2"></span>ug <span class="_ _e"></span>związany<span class="_ _2"></span>ch <span class="_ _e"></span>z <span class="_ _e"></span>finansowaniem, <span class="_ _e"></span>s<span class="_ _2"></span>trukturą <span class="_ _f"> </span>kapitałową <span class="_ _e"></span>i <span class="_ _e"></span>alokacją<span class="_ _2"></span> <span class="_ _e"></span>kapitału <span class="_ _f"> </span>praz <span class="_ _e"></span>strategią <span class="_ _e"></span>inwestycyjn<span class="_ _2"></span>ą </span></span></div><div class="t m0 xb3 he y6a8 ff3 fs3 fc0 sc0 ls0 ws0">klienta, <span class="_ _0"></span>na rzecz <span class="_ _3"></span>kt<span class="_ _2"></span>órego w<span class="_ _0"></span>yko<span class="_ _2"></span>nywane <span class="_ _0"></span>jest badanie, <span class="_ _0"></span>z <span class="_ _0"></span>wyjątkiem <span class="_ _0"></span>świadczenia usług <span class="_ _0"></span>atestacyjnych w <span class="_ _3"></span>związk<span class="_ _2"></span>u </div><div class="t m0 xb3 he y6a9 ff1 fs3 fc0 sc0 ls0 ws0">ze <span class="_ _2"></span>sprawozd<span class="_ _2"></span>aniami <span class="_ _2"></span>finanso<span class="_ _2"></span>wymi, <span class="_ _2"></span>takich <span class="_ _2"></span>ja<span class="_ _2"></span>k <span class="_ _2"></span>wydawa<span class="_ _2"></span><span class="ff3">nie <span class="_ _2"></span>lis<span class="_ _2"></span>tów <span class="_ _2"></span>poświadcza<span class="_ _2"></span>jących <span class="_ _2"></span>w <span class="_ _2"></span>związk<span class="_ _2"></span>u <span class="_ _4"></span>z <span class="_ _2"></span>prospektami </span></div><div class="t m0 xb3 he y6aa ff1 fs3 fc0 sc0 ls0 ws0">emisyjnymi badan<span class="_ _2"></span>ej jednostki; </div><div class="t m0 x61 he y6ab ff1 fs3 fc0 sc0 ls2a ws0">i)<span class="ffa ls0"> <span class="_ _3d"> </span><span class="ff3">u<span class="_ _2"></span>sług w zakresie zas<span class="_ _2"></span>obów ludzkich w odn<span class="_ _2"></span>iesieniu do:<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y55f ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">kadry <span class="_ _1f"> </span>kierowniczej <span class="_ _1f"> </span>mogącej <span class="_ _1f"> </span>wywierać <span class="_ _1f"> </span>znaczący <span class="_ _1f"> </span>wpływ <span class="_ _1f"> </span>na <span class="_ _1f"> </span>przygot<span class="_ _2"></span>owywanie <span class="_ _12"> </span>dokumentacji<span class="_ _2"></span> </span></span></div><div class="t m0 x116 he y560 ff3 fs3 fc0 sc0 ls0 ws0">rachunkowej <span class="_ _10"> </span>lub <span class="_ _10"> </span>sprawozdań <span class="_ _10"> </span>finansowych <span class="_ _10"> </span>podlegających <span class="_ _f"> </span>bad<span class="_ _2"></span>aniu <span class="_ _f"> </span>u<span class="_ _2"></span>stawowemu, <span class="_ _f"> </span>jeżeli<span class="_ _2"></span> <span class="_ _f"> </span>takie <span class="_ _10"> </span>usługi </div><div class="t m0 x116 he y561 ff3 fs3 fc0 sc0 ls0 ws0">obejmują:<span class="ff1"> </span></div><div class="t m0 xb9 he y6ac ff11 fs3 fc0 sc0 ls0 ws0">o<span class="ffa"> <span class="_ _31"> </span><span class="ff3">p<span class="_ _2"></span>oszukiwanie lub<span class="_ _2"></span> dobór kandydatów na <span class="_ _2"></span>takie stanowiska<span class="_ _2"></span>;<span class="ff1"> </span></span></span></div><div class="t m0 xb9 he y6ad ff11 fs3 fc0 sc0 ls0 ws0">o<span class="ffa"> <span class="_ _31"> </span><span class="ff3">p<span class="_ _2"></span>rzeprowadzanie kontro<span class="_ _2"></span>li kandydat<span class="_ _2"></span>ów na takie stanowiska;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb3 he y6ae ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff1">opracowywania s<span class="_ _2"></span>truktury o<span class="_ _2"></span>rganizacyjnej; </span></span></div><div class="t m0 xb3 he y420 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">kontroli ko<span class="_ _2"></span>sztów.<span class="ff1"> </span></span></span></div><div class="t m0 xc he y6af ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">biegły rewide<span class="_ _0"></span>nt i <span class="_ _0"></span>firma <span class="_ _0"></span>audytorska mogą <span class="_ _0"></span>świadczyć <span class="_ _0"></span>niektóre usługi <span class="_ _0"></span>podatkowe <span class="_ _0"></span>i <span class="_ _0"></span>usługi <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>wyceny, jeżeli </span></span></div><div class="t m0 x98 he y81 ff3 fs3 fc0 sc0 ls0 ws0">takie <span class="_ _e"></span>usł<span class="_ _2"></span>ugi <span class="_ _e"></span>nie <span class="_ _e"></span>są <span class="_ _f"> </span>istotn<span class="_ _2"></span>e <span class="_ _e"></span>lub <span class="_ _e"></span>jeżeli <span class="_ _f"> </span>nie <span class="_ _f"> </span>wywierają <span class="_ _e"></span>on<span class="_ _2"></span>e <span class="_ _10"> </span>–<span class="ff1"> <span class="_ _e"></span></span>łączn<span class="_ _2"></span>ie <span class="_ _e"></span>lub <span class="_ _e"></span>os<span class="_ _2"></span>obno <span class="_ _f"> </span>–<span class="ff1"> <span class="_ _e"></span></span>bezp<span class="_ _2"></span>ośredniego <span class="_ _f"> </span>wpływu <span class="_ _e"></span>na<span class="_ _2"></span> </div><div class="t m0 x98 he y6b0 ff3 fs3 fc0 sc0 ls0 ws0">badanie  sp<span class="_ _2"></span>rawozdania  finan<span class="_ _2"></span>sowego.  Usług <span class="_ _1e"> </span>takich <span class="_ _1e"> </span>nie  należy<span class="_ _2"></span>  uznawać  za <span class="_ _1e"> </span>nieistotne,  j<span class="_ _2"></span>eżeli  obejmują <span class="_ _1e"> </span>one </div><div class="t m0 x98 he y6b1 ff3 fs3 fc0 sc0 ls0 ws0">agresywne <span class="_ _0"></span>planowanie <span class="_ _0"></span>podatkowe. Bie<span class="_ _0"></span>gły <span class="_ _0"></span>rewident <span class="_ _0"></span>lub <span class="_ _0"></span>firma <span class="_ _0"></span>audytorska powinny <span class="_ _3"></span>mieć <span class="_ _0"></span>możliwość <span class="_ _0"></span>świadczenia<span class="_ _2"></span> </div><div class="t m0 x98 he y423 ff3 fs3 fc0 sc0 ls0 ws0">usług <span class="_ _f"> </span>n<span class="_ _2"></span>iebędących <span class="_ _f"> </span>czynn<span class="_ _2"></span>ościami <span class="_ _f"> </span>rewizji <span class="_ _f"> </span>finan<span class="_ _2"></span>sowej, <span class="_ _f"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _f"> </span>niezwiązan<span class="_ _2"></span>ym <span class="_ _f"> </span>z <span class="_ _f"> </span>polity<span class="_ _2"></span>ką <span class="_ _f"> </span>p<span class="_ _2"></span>odat<span class="_ _4"></span>kową <span class="_ _f"> </span>Spółki </div><div class="t m0 x98 he y424 ff3 fs3 fc0 sc0 ls0 ws0">i/oraz <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wej „<span class="_ _2"></span>TOYA” <span class="_ _2"></span>S.A., <span class="_ _2"></span>które <span class="_ _2"></span>nie <span class="_ _2"></span>są <span class="_ _2"></span>za<span class="_ _2"></span>bronion<span class="_ _2"></span>e na <span class="_ _2"></span>mocy<span class="_ _2"></span> o<span class="_ _2"></span>bowiązujących <span class="_ _4"></span>aktów p<span class="_ _2"></span>rawnych <span class="_ _2"></span>i <span class="_ _2"></span>do </div><div class="t m0 x98 he y425 ff3 fs3 fc0 sc0 ls0 ws0">których można <span class="_ _2"></span>zaliczyć:<span class="ff1"> </span></div><div class="t m0 x61 he y426 ff1 fs3 fc0 sc0 ls35 ws0">a)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">us<span class="_ _2"></span>ługi <span class="_ _f"> </span>wykony<span class="_ _2"></span>wane <span class="_ _f"> </span>w <span class="_ _f"> </span>związk<span class="_ _2"></span>u <span class="_ _f"> </span>z <span class="_ _f"> </span>p<span class="_ _2"></span>rospektem <span class="_ _f"> </span>emisyjn<span class="_ _2"></span>ym <span class="_ _f"> </span>badan<span class="_ _2"></span>ej <span class="_ _f"> </span>jednostki, <span class="_ _10"> </span>przeprowadzane <span class="_ _f"> </span>zgo<span class="_ _2"></span>dnie <span class="_ _f"> </span>z<span class="_ _2"></span> </span></span></div><div class="t m0 xb3 he y427 ff3 fs3 fc0 sc0 ls0 ws0">krajowym standar<span class="_ _2"></span>dem usług pokrewnych i po<span class="_ _2"></span>legające na przeprowadzan<span class="_ _2"></span>iu uzgodnion<span class="_ _2"></span>ych procedur:<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xb3 he y6b2 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff1">due diligence w zak<span class="_ _2"></span>resie kondycji ekono<span class="_ _2"></span>miczno-fin<span class="_ _2"></span>ansowej; </span></span></div><div class="t m0 xb3 he y6b3 ff9 fs3 fc0 sc0 ls0 ws0">−<span class="ffa"> <span class="_ _3d"> </span><span class="ff3">wydawanie listów po<span class="_ _2"></span>świadczają<span class="_ _2"></span>cych;<span class="ff1"> </span></span></span></div><div class="t m0 x61 he y6b4 ff1 fs3 fc0 sc0 lsf ws0">b)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">usł<span class="_ _2"></span>ugi <span class="_ _35"> </span>atestacyjne <span class="_ _35"> </span>w <span class="_ _33"> </span>zakresie <span class="_ _35"> </span>informacji <span class="_ _33"> </span>finansowych <span class="_ _35"> </span>p<span class="_ _2"></span>ro <span class="_ _35"> </span>forma, <span class="_ _35"> </span>p<span class="_ _2"></span>rognoz <span class="_ _35"> </span>wynikó<span class="_ _2"></span>w <span class="_ _35"> </span>lub <span class="_ _35"> </span>wynikó<span class="_ _2"></span>w </span></span></div><div class="t m0 xb3 he y4b5 ff1 fs3 fc0 sc0 ls0 ws0">szacunkowych<span class="_ _2"></span>, zamieszczanych w prosp<span class="_ _2"></span>ekcie emisyjnym badanej jed<span class="_ _2"></span>nostki;<span class="_ _2"></span> </div><div class="t m0 x61 he y197 ff1 fs3 fc0 sc0 ls15 ws0">c)<span class="ffa ls0"> <span class="_ _22"> </span><span class="ff3">b<span class="_ _2"></span>adanie <span class="_ _e"></span>historyczn<span class="_ _2"></span>ych <span class="_ _e"></span>informacji <span class="_ _e"></span>finansowych <span class="_ _e"></span>do <span class="_ _e"></span>pro<span class="_ _2"></span>spektu, <span class="_ _e"></span>o <span class="_ _e"></span>którym <span class="_ _e"></span>mo<span class="_ _2"></span>wa <span class="_ _e"></span>w <span class="_ _e"></span>rozporządzen<span class="_ _2"></span>iu <span class="_ _e"></span>Komisji </span></span></div><div class="t m0 xb3 he y54 ff3 fs3 fc0 sc0 ls0 ws0">(WE) <span class="_ _25"> </span>nr <span class="_ _35"> </span>809/2004 <span class="_ _25"> </span>z <span class="_ _35"> </span>dnia <span class="_ _35"> </span>29 <span class="_ _25"> </span>kwietnia <span class="_ _25"> </span>20<span class="_ _2"></span>04 <span class="_ _25"> </span>r. <span class="_ _25"> </span>wyko<span class="_ _2"></span>nujący<span class="_ _2"></span>m <span class="_ _25"> </span>dyrektywę <span class="_ _25"> </span>2003<span class="_ _2"></span>/71/WE <span class="_ _25"> </span>Pa<span class="_ _2"></span>rlamentu </div><div class="t m0 xb3 he y6b5 ff1 fs3 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _f"> </span>i <span class="_ _e"></span>Rady <span class="_ _f"> </span>w <span class="_ _e"></span>spra<span class="_ _2"></span>wie <span class="_ _e"></span>informa<span class="_ _2"></span>cji <span class="_ _e"></span>zawartych <span class="_ _f"> </span>w <span class="_ _f"> </span>prosp<span class="_ _2"></span>ektach <span class="_ _e"></span>emis<span class="_ _2"></span><span class="ff3">y<span class="_ _2"></span>jnych <span class="_ _e"> </span>o<span class="_ _2"></span>raz <span class="_ _e"></span>formy, <span class="_ _f"> </span>włączenia </span></div><div class="t m0 xb3 he y6b6 ff3 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _2"></span>odn<span class="_ _2"></span>iesienie <span class="_ _2"></span>i <span class="_ _2"></span>publika<span class="_ _2"></span>cji <span class="_ _2"></span>takich<span class="_ _2"></span> <span class="_ _2"></span>prosp<span class="_ _2"></span>ektów <span class="_ _2"></span>emisyjnych <span class="_ _4"></span>oraz <span class="_ _2"></span>rozp<span class="_ _2"></span>owszechniania <span class="_ _4"></span>reklam <span class="_ _2"></span>(tj. <span class="_ _2"></span>Dz. <span class="_ _4"></span>U. <span class="_ _2"></span>UE.<span class="_ _2"></span> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">56<span class="ls0"> </span></div><div class="t m0 xb3 he ya ff1 fs3 fc0 sc0 ls0 ws0">L. <span class="_ _e"></span>z <span class="_ _f"> </span>2004 <span class="_ _e"></span>r., <span class="_ _e"></span>nr <span class="_ _f"> </span>149, <span class="_ _e"></span>str.<span class="_ _2"></span> <span class="_ _e"></span>1 <span class="_ _f"> </span>- <span class="_ _e"> </span>u<span class="_ _2"></span>chylony) <span class="_ _f"> </span><span class="ff3">–</span> <span class="_ _e"></span><span class="ff3">obecnie <span class="_ _e"> </span>ro<span class="_ _2"></span>zporządzenie <span class="_ _e"> </span>Pa<span class="_ _2"></span>rlamentu <span class="_ _e"> </span>E<span class="_ _2"></span>uropejskiego <span class="_ _e"></span>i <span class="_ _e"> </span>Rad<span class="_ _2"></span>y <span class="_ _e"></span>(UE<span class="_ _2"></span>) </span></div><div class="t m0 xb3 h6 y1af ff1 fs3 fc0 sc0 ls0 ws0">2017/1129 <span class="_ _2"></span>z <span class="_ _4"></span>dnia <span class="_ _4"></span>14 <span class="_ _4"></span>czerwca <span class="_ _2"></span>2017 <span class="_ _2"></span>r.<span class="_ _2"></span><span class="fs2"> <span class="_ _4"></span></span><span class="ff3">w <span class="_ _2"></span>sp<span class="_ _2"></span>rawie <span class="_ _2"></span>pros<span class="_ _2"></span>pektu, <span class="_ _2"></span>który <span class="_ _4"></span>ma <span class="_ _4"></span>być <span class="_ _2"></span>publikowany <span class="_ _4"></span>w <span class="_ _2"></span>związku<span class="_ _2"></span> <span class="_ _2"></span>z <span class="_ _4"></span>ofertą </span></div><div class="t m0 xb3 he y1b0 ff3 fs3 fc0 sc0 ls0 ws0">publiczną papierów <span class="_ _0"></span>wartościowych <span class="_ _0"></span>lub <span class="_ _0"></span>dopuszcz<span class="_ _2"></span>eniem <span class="_ _0"></span>ich <span class="_ _0"></span>do <span class="_ _0"></span>obrotu <span class="_ _0"></span>na rynku <span class="_ _0"></span>regulowanym <span class="_ _0"></span>oraz <span class="_ _0"></span>uchylenia </div><div class="t m0 xb3 he y1b1 ff3 fs3 fc0 sc0 ls0 ws0">dyrektywy <span class="_ _2"></span>2003/71/WE (tj. <span class="_ _2"></span>Dz. U. <span class="_ _2"></span>UE. L. <span class="_ _2"></span>z 2017 r., <span class="_ _2"></span>nr <span class="_ _2"></span>168, str. 12) o<span class="_ _2"></span>raz rozp<span class="_ _2"></span>orządzenie de<span class="_ _2"></span><span class="ff1">legowane <span class="_ _2"></span>Komisji<span class="_ _2"></span> </span></div><div class="t m0 xb3 he y30b ff3 fs3 fc0 sc0 ls0 ws0">(UE) 2019/980 z dnia 14 <span class="_ _0"></span>marca 2019 r. <span class="_ _0"></span>uzupełniające rozporządzenie Parlamentu Europejskiego i Rady (<span class="_ _2"></span><span class="ff1">UE) </span></div><div class="t m0 xb3 he y30c ff3 fs3 fc0 sc0 ls0 ws0">2017/1129 <span class="_ _11"> </span>w <span class="_ _1a"> </span>o<span class="_ _2"></span>dniesieniu <span class="_ _11"> </span>do <span class="_ _11"> </span>formatu, <span class="_ _11"> </span>treści, <span class="_ _11"> </span>wery<span class="_ _2"></span>fikacji <span class="_ _11"> </span>i <span class="_ _1a"> </span>za<span class="_ _2"></span>twierdzania <span class="_ _11"> </span>pros<span class="_ _2"></span>pektu, <span class="_ _11"> </span>który <span class="_ _11"> </span>ma <span class="_ _1a"> </span>b<span class="_ _2"></span>yć </div><div class="t m0 xb3 he y30d ff3 fs3 fc0 sc0 ls0 ws0">publikowany <span class="_ _16"></span>w <span class="_ _4"></span>związku<span class="_ _2"></span> <span class="_ _4"></span>z <span class="_ _4"></span>ofertą <span class="_ _4"></span>p<span class="_ _2"></span>ubliczną <span class="_ _4"></span>pap<span class="_ _2"></span>ierów <span class="_ _4"></span>wartościowych <span class="_ _16"></span>lub <span class="_ _4"></span>d<span class="_ _2"></span>opuszczeniem <span class="_ _4"></span>ich <span class="_ _16"></span>do <span class="_ _4"></span>obro<span class="_ _2"></span>tu <span class="_ _4"></span>na </div><div class="t m0 xb3 he y143 ff3 fs3 fc0 sc0 ls0 ws0">rynku <span class="_ _16"></span>regulowanym, <span class="_ _4"></span>i <span class="_ _16"></span>uchylające <span class="_ _16"></span>rozporządzen<span class="_ _2"></span>ie <span class="_ _4"></span>Komisji <span class="_ _16"></span>(W<span class="_ _2"></span><span class="ff1">E<span class="_ _2"></span>) <span class="_ _4"></span>nr <span class="_ _4"></span>809/20<span class="_ _2"></span>04 <span class="_ _4"></span>(tj. <span class="_ _16"></span>Dz. <span class="_ _16"></span>U. <span class="_ _4"></span>U<span class="_ _2"></span>E. <span class="_ _4"></span>L. <span class="_ _16"></span>z <span class="_ _16"></span>2019 <span class="_ _4"></span>r., <span class="_ _16"></span>nr </span></div><div class="t m0 xb3 he y30e ff1 fs3 fc0 sc0 ls0 ws0">166, str. 26); </div><div class="t m0 x61 he y30f ff1 fs3 fc0 sc0 lsf ws0">d)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">weryfikację p<span class="_ _2"></span>akietów konsolidacyjn<span class="_ _2"></span>ych;<span class="ff1"> </span></span></span></div><div class="t m0 x61 he y184 ff1 fs3 fc0 sc0 ls16 ws0">e)<span class="ffa ls0"> <span class="_ _1b"> </span><span class="ff3">potwierdzenie<span class="_ _2"></span> <span class="_ _19"> </span>spełnienia <span class="_ _1a"> </span>warun<span class="_ _2"></span>ków <span class="_ _19"> </span>zawartych <span class="_ _1a"> </span>umów <span class="_ _1a"> </span>kredytowych<span class="_ _2"></span> <span class="_ _19"> </span>na <span class="_ _1a"> </span>podstawie <span class="_ _19"> </span>a<span class="_ _2"></span>nalizy <span class="_ _1a"> </span>informacji </span></span></div><div class="t m0 xb3 he y185 ff3 fs3 fc0 sc0 ls0 ws0">finansowych po<span class="_ _2"></span>chodzących ze zbadan<span class="_ _2"></span>ych przez daną firmę audy<span class="_ _2"></span>torską sprawozdań<span class="_ _2"></span> finansowych;<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x61 he y186 ff1 fs3 fc0 sc0 ls39 ws0">f)<span class="ffa ls0"> <span class="_ _31"> </span><span class="ff3">usł<span class="_ _2"></span>ugi <span class="_ _0"></span>atestacyjne <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>sprawozdawczości <span class="_ _0"></span>dotyczącej <span class="_ _0"></span>ładu <span class="_ _0"></span>korporacyjnego, zarządzania <span class="_ _0"></span>ryzykiem <span class="_ _0"></span>oraz </span></span></div><div class="t m0 xb3 he y295 ff3 fs3 fc0 sc0 ls0 ws0">społecznej odp<span class="_ _2"></span>owiedzialności biznesu<span class="_ _2"></span>;<span class="ff1"> </span></div><div class="t m0 x61 he y296 ff1 fs3 fc0 sc0 ls20 ws0">g)<span class="ffa ls0"> <span class="_ _4d"> </span><span class="ff3">usługi <span class="_ _35"> </span>polegające <span class="_ _35"> </span>na <span class="_ _35"> </span>ocenie <span class="_ _25"> </span>zgo<span class="_ _2"></span>dności <span class="_ _35"> </span>informacji <span class="_ _35"> </span>ujawnianych <span class="_ _35"> </span>przez <span class="_ _35"> </span>ins<span class="_ _2"></span>tytucje <span class="_ _25"> </span>finans<span class="_ _2"></span>owe <span class="_ _25"> </span>i <span class="_ _35"> </span>firmy </span></span></div><div class="t m0 xb3 he y297 ff3 fs3 fc0 sc0 ls0 ws0">inwestycyjne <span class="_ _e"></span>z <span class="_ _e"></span>wymogami <span class="_ _e"></span>w <span class="_ _e"></span>za<span class="_ _2"></span>kresie <span class="_ _e"></span>ujawniania <span class="_ _e"></span>informacji <span class="_ _e"></span>doty<span class="_ _2"></span>czących <span class="_ _e"></span>adekwatnoś<span class="_ _2"></span>ci <span class="_ _16"></span>ka<span class="_ _2"></span>pitałowej <span class="_ _e"></span>oraz </div><div class="t m0 xb3 he y298 ff3 fs3 fc0 sc0 ls0 ws0">zmiennych skład<span class="_ _2"></span>ników wynagrodzeń;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x61 he y299 ff1 fs3 fc0 sc0 lsf ws0">h)<span class="ffa ls0"> <span class="_ _20"> </span><span class="ff3">poś<span class="_ _2"></span>wiadczenia  dotyczące  spr<span class="_ _0"></span>awozdań  lub  i<span class="_ _0"></span>nnych  informacji <span class="_ _10"> </span>finanso<span class="_ _2"></span>wych  przeznaczonych  dla <span class="_ _10"> </span>organów </span></span></div><div class="t m0 xb3 he y29a ff3 fs3 fc0 sc0 ls0 ws0">nadzoru, <span class="_ _4"></span>ra<span class="_ _2"></span>dy <span class="_ _4"></span>nadzorczej <span class="_ _16"></span>lub <span class="_ _4"></span>innego <span class="_ _4"></span>o<span class="_ _2"></span>rganu <span class="_ _4"></span>nadzorczego <span class="_ _16"></span>spółki <span class="_ _16"></span>lub <span class="_ _4"></span>właścicieli, <span class="_ _4"></span>wykr<span class="_ _2"></span>aczające <span class="_ _4"></span>poza<span class="_ _2"></span> <span class="_ _4"></span>zakres </div><div class="t m0 xb3 he y29b ff3 fs3 fc0 sc0 ls0 ws0">badania i mają<span class="_ _2"></span>ce pomóc tym organom w wypełnieniu ich<span class="_ _2"></span> us<span class="_ _2"></span>t<span class="_ _2"></span>awowych obowiązków;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y29c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">świadczenie <span class="_ _3b"> </span>usług <span class="_ _3b"> </span>niebędących <span class="_ _3b"> </span>badaniem <span class="_ _3b"> </span>odbywa <span class="_ _3b"> </span>się <span class="_ _33"> </span>zgodnie <span class="_ _3b"> </span>z <span class="_ _3b"> </span>wymogami <span class="_ _33"> </span>należnoś<span class="_ _2"></span>ci <span class="_ _33"> </span>okreś<span class="_ _2"></span>lonymi </span></span></div><div class="t m0 x98 he y6b7 ff3 fs3 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _16"></span>dla <span class="_ _16"></span>takich <span class="_ _16"></span>u<span class="_ _2"></span>sług <span class="_ _4"></span>w <span class="_ _16"></span>zas<span class="_ _2"></span>adach <span class="_ _16"></span>etyki <span class="_ _16"></span>zawodowej<span class="_ _2"></span> <span class="_ _4"></span>o<span class="_ _2"></span>raz <span class="_ _16"></span>standardach <span class="_ _16"></span>wykon<span class="_ _2"></span>ywania <span class="_ _16"></span>takich <span class="_ _16"></span>usług, <span class="_ _16"></span>ja<span class="_ _2"></span>k </div><div class="t m0 x98 he y6b8 ff3 fs3 fc0 sc0 ls0 ws0">również w przepisach s<span class="_ _2"></span>zczególnych;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y6b9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">podmioty <span class="_ _3b"> </span>ś<span class="_ _2"></span>wiadczące <span class="_ _3b"> </span>usługi <span class="_ _3b"> </span>niebędące <span class="_ _3b"> </span>badan<span class="_ _2"></span>iem <span class="_ _3b"> </span>powinny <span class="_ _3b"> </span>cechować <span class="_ _3b"> </span>się <span class="_ _3b"> </span>kryty<span class="_ _2"></span>cznym <span class="_ _3b"> </span>nasta<span class="_ _2"></span>wieniem, </span></span></div><div class="t m0 x98 he y6ba ff3 fs3 fc0 sc0 ls0 ws0">zachowaniem <span class="_ _19"> </span>czujności <span class="_ _19"> </span>wobec <span class="_ _19"> </span>okoliczności <span class="_ _19"> </span>mogących <span class="_ _19"> </span>wskazywać <span class="_ _19"> </span>na <span class="_ _19"> </span>ewentualne <span class="_ _1e"> </span>b<span class="_ _2"></span>łędy <span class="_ _19"> </span>lub <span class="_ _1e"> </span>za<span class="_ _2"></span>chowania </div><div class="t m0 x98 he y6bb ff3 fs3 fc0 sc0 ls0 ws0">sprzeczne z zas<span class="_ _2"></span>adami i przepisami obowiązują<span class="_ _2"></span>cymi w zakresie dziedzin<span class="_ _2"></span>y<span class="_ _2"></span><span class="ff1"> </span>świadczonych<span class="_ _2"></span> usług;<span class="ff1"> </span></div><div class="t m0 xc he y6bc ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">w <span class="_ _4"></span>przypad<span class="_ _2"></span>ku <span class="_ _4"></span>gdy <span class="_ _4"></span>biegły <span class="_ _4"></span>rewident <span class="_ _4"></span>lub <span class="_ _4"></span>firma <span class="_ _4"></span>audytorska <span class="_ _4"></span>świadczą <span class="_ _4"></span>przez <span class="_ _4"></span>o<span class="_ _2"></span>kres <span class="_ _4"></span>co <span class="_ _4"></span>najmniej <span class="_ _2"></span>trzech <span class="_ _4"></span>ko<span class="_ _2"></span>lejnych <span class="_ _4"></span>lat </span></span></div><div class="t m0 x98 he y6bd ff3 fs3 fc0 sc0 ls0 ws0">obrotowych <span class="_ _4"></span>na <span class="_ _4"></span>rzecz <span class="_ _2"></span>Spó<span class="_ _2"></span>łki <span class="_ _2"></span>lub <span class="_ _4"></span>jednostki <span class="_ _4"></span>zależnej, <span class="_ _2"></span>u<span class="_ _2"></span>sługi <span class="_ _2"></span>niebędące <span class="_ _4"></span>badaniem <span class="_ _4"></span>sprawozdań <span class="_ _4"></span>finansowych <span class="_ _4"></span>inne </div><div class="t m0 x98 he y6be ff3 fs3 fc0 sc0 ls0 ws0">niż usługi, <span class="_ _2"></span>o których mowa <span class="_ _2"></span>w art. 3 <span class="_ _2"></span><span class="ff1">przedm<span class="_ _2"></span>iotowej </span>Polity<span class="_ _2"></span>ki, całko<span class="_ _2"></span>wite wynagrodzenie z t<span class="_ _2"></span>ytułu<span class="_ _2"></span> takich usług jes<span class="_ _2"></span>t </div><div class="t m0 x98 he y6bf ff3 fs3 fc0 sc0 ls0 ws0">ograniczone <span class="_ _19"> </span>do <span class="_ _19"> </span>najwyżej <span class="_ _19"> </span>70% <span class="_ _19"> </span>średniego <span class="_ _19"> </span>wynagrodzenia <span class="_ _19"> </span>płaconego <span class="_ _19"> </span>w <span class="_ _19"> </span>trzech <span class="_ _19"> </span>kolejnych <span class="_ _19"> </span>ostatnich <span class="_ _19"> </span>latach </div><div class="t m0 x98 he y6c0 ff3 fs3 fc0 sc0 ls0 ws0">obrotowych <span class="_ _33"> </span>z <span class="_ _35"> </span>tytułu <span class="_ _33"> </span>badania <span class="_ _35"> </span>Spółki <span class="_ _33"> </span>oraz, <span class="_ _35"> </span>w <span class="_ _35"> </span>sto<span class="_ _2"></span>sownych <span class="_ _35"> </span>p<span class="_ _2"></span>rzypadkach<span class="_ _2"></span>, <span class="_ _35"> </span>jej <span class="_ _35"> </span>jednostek <span class="_ _33"> </span>zależnych <span class="_ _3b"> </span><span class="ff1">oraz </span></div><div class="t m0 x98 he y6c1 ff3 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego sprawozdania finans<span class="_ _2"></span>owego Grupy Kapitało<span class="_ _2"></span>wej „TOYA” S.A.;<span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 xc he y6c2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _2c"> </span><span class="ff3">świadczenie dozwolonych usług niebędących czynnościami rewizji <span class="_ _0"></span>finansowej jest możliwe tylko <span class="_ _0"></span>i wyłącznie <span class="_ _0"></span>po </span></span></div><div class="t m0 x98 he y6c3 ff3 fs3 fc0 sc0 ls0 ws0">uprzednim zatwierdzeniu przez Komitet Audytu takiej usługi stosowną uchwałą. Komitet Audytu wyraża zgodę </div><div class="t m0 x98 he y6c4 ff3 fs3 fc0 sc0 ls0 ws0">na <span class="_ _33"> </span>ś<span class="_ _2"></span>wiadczenie <span class="_ _33"> </span>dozwolony<span class="_ _2"></span>ch <span class="_ _33"> </span>usług <span class="_ _33"> </span>n<span class="_ _2"></span>iebędącyc<span class="ff1">h<span class="_ _2"></span> <span class="_ _33"> </span>badaniem <span class="_ _33"> </span>w <span class="_ _3b"> </span>przypadku, <span class="_ _3b"> </span>gdy <span class="_ _33"> </span>uzasadniona <span class="_ _33"> </span>p<span class="_ _2"></span>otrzeba </span></div><div class="t m0 x98 he y6c5 ff3 fs3 fc0 sc0 ls0 ws0">skorzystania z takich <span class="_ _0"></span>usług zostanie <span class="_ _0"></span>zgłoszona przez jeden <span class="_ _0"></span>z organów <span class="_ _0"></span>Spółki po <span class="_ _0"></span>przeprowad<span class="_ _2"></span>zeniu przez <span class="_ _0"></span>Komitet </div><div class="t m0 x98 he y6c6 ff3 fs3 fc0 sc0 ls0 ws0">audytu oceny zagrożeń i zabezpieczeń niezależności, o której mowa w art. 69<span class="ff1">-7<span class="_ _2"></span>3 ustawy z dnia 11 m<span class="_ _0"></span>aja 2017 r. </span></div><div class="t m0 x98 he y5b7 ff3 fs3 fc0 sc0 ls0 ws0">o biegłych rewidentach, fir<span class="_ _2"></span>mach audytorskich o<span class="_ _2"></span>raz nadzorze publicznym.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y6c7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y6c8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y6c9 ff3 fs3 fc0 sc0 ls0 ws0">Wybór  firmy <span class="_ _10"> </span>audyto<span class="_ _2"></span>rskiej  do <span class="_ _10"> </span>przepro<span class="_ _2"></span>wadzenia  badania  sprawozdania  finansowego  Spółki  za <span class="_ _10"> </span>202<span class="_ _4"></span><span class="ff1">3  </span>r. <span class="_ _10"> </span>nie  dotyczył </div><div class="t m0 x6 he y6ca ff3 fs3 fc0 sc0 ls0 ws0">przedłużenia <span class="_ _16"></span>umowy <span class="_ _4"></span>o <span class="_ _4"></span>b<span class="_ _2"></span>adanie <span class="_ _4"></span>sprawozd<span class="_ _2"></span>ania <span class="_ _4"></span>finansowego,<span class="_ _2"></span><span class="ff1"> <span class="_ _16"></span></span>a <span class="_ _4"></span>rekomendacja <span class="_ _16"></span>Komitetu <span class="_ _4"></span>Aud<span class="_ _2"></span>ytu <span class="_ _4"></span>„TOYA” <span class="_ _4"></span>S.A. <span class="_ _16"></span>dotycząca </div><div class="t m0 x6 he y6cb ff3 fs3 fc0 sc0 ls0 ws0">powołania <span class="_ _2"></span>firmy audy<span class="_ _2"></span>torskiej badającej <span class="_ _2"></span>sprawozdanie <span class="_ _2"></span>finansowe „TOYA” <span class="_ _2"></span>S.A. w <span class="_ _2"></span>latach <span class="_ _2"></span>202<span class="_ _2"></span><span class="ff1">3, <span class="_ _2"></span>2024 oraz <span class="_ _2"></span>2025 -</span>sp<span class="_ _2"></span>ełniała </div><div class="t m0 x6 he y6cc ff3 fs3 fc0 sc0 ls0 ws0">obowiązujące w<span class="_ _0"></span>arunki i <span class="_ _0"></span>została <span class="_ _3"></span>s<span class="_ _2"></span>porządzona w <span class="_ _0"></span>na<span class="_ _0"></span>stępstwie zorganizowanej <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>procedury <span class="_ _0"></span>wyboru <span class="_ _0"></span>spełniającej </div><div class="t m0 x6 he y6cd ff3 fs3 fc0 sc0 ls0 ws0">obowiązujące kryteria, p<span class="_ _2"></span>olegającej na:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xc he y6ce ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">zaproszeniu <span class="_ _0"></span>przez <span class="_ _3"></span>Sp<span class="_ _2"></span>ółkę <span class="_ _3"></span>d<span class="_ _2"></span>owolnych <span class="_ _0"></span>firm <span class="_ _3"></span>audyto<span class="_ _2"></span>rskich <span class="_ _0"></span>do <span class="_ _3"></span>skład<span class="_ _2"></span>ania <span class="_ _0"></span>ofert <span class="_ _3"></span>w <span class="_ _3"></span>sp<span class="_ _2"></span>rawie <span class="_ _3"></span>ś<span class="_ _2"></span>wiadczenia <span class="_ _0"></span>usługi <span class="_ _0"></span>badania </span></span></div><div class="t m0 x98 he y45f ff1 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _25"> </span>finan<span class="_ _2"></span>sowego, <span class="_ _25"> </span>pod <span class="_ _25"> </span>warunkiem <span class="_ _25"> </span>przestrzega<span class="_ _2"></span>nia <span class="_ _25"> </span>art. <span class="_ _25"> </span>17 <span class="_ _25"> </span>ust. <span class="_ _25"> </span>3<span class="_ _4"></span><span class="ffe fs4"> <span class="_ _35"> </span></span><span class="ff3">rozporządzenia <span class="_ _25"> </span>Parlamentu </span></div><div class="t m0 x98 he y6cf ff3 fs3 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _f"> </span>i <span class="_ _f"> </span>Rady <span class="_ _f"> </span>(UE) <span class="_ _e"> </span>n<span class="_ _2"></span>r <span class="_ _e"></span>537/2014 <span class="_ _e"> </span>z <span class="_ _f"> </span>d<span class="_ _2"></span>nia <span class="_ _f"> </span>16 <span class="_ _e"></span>kwietnia <span class="_ _f"> </span>2016 <span class="_ _f"> </span>roku <span class="_ _f"> </span>w <span class="_ _e"></span>sp<span class="_ _2"></span>rawie <span class="_ _e"></span>szczegół<span class="_ _2"></span>owych <span class="_ _f"> </span>wymogów </div><div class="t m0 x98 he y6d0 ff3 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1a"> </span>ustawowych <span class="_ _1a"> </span>badań <span class="_ _1a"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _1a"> </span>finansowych <span class="_ _1a"> </span>jednostek <span class="_ _1a"> </span>interesu <span class="_ _1a"> </span>publicznego, <span class="_ _1a"> </span>uchylającego </div><div class="t m0 x98 he y6d1 ff3 fs3 fc0 sc0 ls0 ws0">decyzję Komisji 2005/90<span class="_ _2"></span>9/WE;<span class="ff1"> </span></div><div class="t m0 xc he y36c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">organizacji procedury wyboru, <span class="_ _0"></span>która w <span class="_ _0"></span>żaden sposób nie <span class="_ _0"></span>wykluczała z <span class="_ _0"></span>udziału w <span class="_ _0"></span>procedurze wyboru firm, <span class="_ _0"></span>które </span></span></div><div class="t m0 x98 he y3f1 ff3 fs3 fc0 sc0 ls0 ws0">uzyskały mniej niż <span class="_ _2"></span>15% swojego całkowitego <span class="_ _2"></span>wynagrodzenia z <span class="_ _2"></span>tytułu badań<span class="_ _2"></span> od jednostek interesu pu<span class="_ _2"></span>blicznego </div><div class="t m0 x98 he y6d2 ff3 fs3 fc0 sc0 ls0 ws0">w  danym <span class="_ _10"> </span>pańs<span class="_ _2"></span>kie  Unii <span class="_ _10"> </span>Europejskiej  w  poprze<span class="ff1">dnim  roku  kalendarzowym,  zamieszczonych  w  w<span class="_ _0"></span>ykazie  firm </span></div><div class="t m0 x98 he y6d3 ff3 fs3 fc0 sc0 ls0 ws0">audytorskich<span class="_ _2"></span>, <span class="_ _10"> </span>o <span class="_ _10"> </span>którym <span class="_ _10"> </span>mowa <span class="_ _10"> </span>w <span class="_ _10"> </span>art. <span class="_ _10"> </span>91 <span class="_ _10"> </span>ustawy  z <span class="_ _f"> </span>dnia  11 <span class="_ _f"> </span>maja <span class="_ _10"> </span>2017  r. <span class="_ _f"> </span>o <span class="_ _10"> </span>biegły<span class="_ _2"></span>ch <span class="_ _10"> </span>rewidentach, <span class="_ _10"> </span>firmach<span class="_ _2"></span> </div><div class="t m0 x98 he y6d4 ff1 fs3 fc0 sc0 ls0 ws0">audytorskich<span class="_ _2"></span> oraz nadzorze publiczn<span class="_ _2"></span>ym; </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x2 y6d5 w8b h86" alt="" 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PuTRxzVt9FuU0vufbe7vPcr53paAm8T7JQfXv6sh989o0NKp//4yhvaCXiACdE79ND9pppqYZXlrCvXr48BEhH9hcAPL9tW0QS4UHH+VZse+pRH7pbjkgsvPfWH5z/sPkeytKsmmj/7/bs/6PijX/SmD595xdyI08jTqBWZ8I5REAq5iNy6/I/3TMZ4ZQkQs1vMRwgs5dwbn//Ypxx/wFICZEFCVHiLKEHLtBwlMxorZM10Mkg3OlHHPzwNIk0EcyDC7EdXXPvt87eUwfLWR+AIHuwM7NXUm22WfeLLZ20rfSByO3rIMXtPYR70hErg0vWzHQm4o7ngqhuQjBakN7H9rgcszz6fojTg+uu3oCnI25Hma5q4buP2EY3EVdet32/v3Z/xjNef8NQ/3dYOLlm/qYMl6znSFPE7ayb+5k+fsP90N2gc3sEMNRAwuD7ZFJHbRsRjMeIw7yZ7ZUlsu9PeeO+rTnjc3Q+a8VHjrYNB3GiSISHMkRw5kIJNtV6wF2ycOdiMfyAqAhFOcGvg7Z86tfWp6ki9AIYpPLGHUQVaN67d6G953+dmfZB7+c6H7bP/miUg3XJYXruxu+DabQhsDzv9nKvhCE4EmumYv++dDrA0Ae91XW/t2jlEz7xjqeHthm1z5183D6/nrb3mXkccMt3YC170wjPOuaD2VpQI99rBzGPau2P2mvr465/98CNWrOSGnm8BKxBUwEXkthNxAw2geTeo2x98zyM/86pHPfAOuzeMYM+Ym1qbANi4TYRlwg0FMIwPZgMQi9MsGH9EGkAgxTChpKiOOPey2f88+8rG5lhGdb7LboklvOuh6XEOdfPI+iedcvZ567bXiBUDu/cd9yNKEIw6z4nvnHcN3C9eP7rwqhsaVjCBPHTN9GF7LG3Rc8M1m2c3bA+wb5Ga0m9iWGs99dyriNgy8hUTvZomL7p6fnm/WZZGrWdPeUA3VDP0WY7YY8l7X/yYlz/x3ns323pllhHA+NRQEZHbwHTKuFaRGA847t4v+9MH7r1koc9hITsSIKKDdwG0QDfOvg+Tj1KMxnvSphhZjBJGGaOEkcXQYpii0ovBAfv6aT8s7Hvd1hgHzaRFH0ZLhIfVUW4iPEY2+NGF12aUxkeH770q+TxjmNiF45Kr1oN2/qVXDdtq7XZEm709Yr/dB14M0eXR+m0bF+o8WIJdwFPtamkvvXKdoVZYztg8Vz788ZN+995HTmHeYSME6gJo4YEAvZtCPP1Rd3vOkx/VTz6+00djcRG5lUacLE20BiA1TCksW7R7TXWvPuFe//jcex2JFlwBTDRgDwCJPIHUGDBYPNghtbZk74l29ZI8s2LPfaZ8eZOCya1f0atp+Z7TvmZps8/EsgOny0zGdW3v5G/9qHSTbpMdG+/80XeZ/s5bHv7Zl9//XvvOOZcXTia2W7HbN8+5qsOA6D38iD0mDYm5Kz1YnHHutTfY4ANfubBrmrZZQS+I9v53O5QJJPvRnnHFyM3o8zWWebaumYk8/dVzNw9rbwna2S7tObXtUQ+973Bh+5Y6Q3K6VqQp0Gg9sAdrMmO6tC940CEffvFDjlgdtGJoyIZ0Yj7HkDpWQkR2tfFBaRbR63KFMY22z3g77PUOWYG//uPH3fcOa+gYMg1+0Wd6vSgvf8ZD/sImPaHvfPfJ33nzF84O66UYMepbX/jkA/dfloy189v1Rpdct/HS9XOltzcwmwLLet2fPeORB63K++1hr/uLpzzyxR/cFJMBIOczzltbPVKyPVbvfug+K763drbJ5vALr7r+B5duOuNHF8RgglGd/d17c3c/6vYOWhS3fOFl1wabCDTm6OZryoi49rr1128Zrl65/Irrrq5leI/D13z/vLWT3ULfK1L/Z+eUUqJF3P9Ot9/v4ANf+46Tvnj2+oiUvNRm6ZBEDqcmWERk14/Ea4oulZrbrpcs99OfPOTwj/zViQ88fLdB2drjKC8etvD/47RVKyYPnGkPmRrut6RbMm1BAyJF7ZXtB023h0/WgybrYUu6VYN64RXrFnIfyUEz94fd57CDV/UmUaYZh++55JiDV6E4aRV13XbfsHU+4AE86I77JWOpzsB2Tr7tpNNKf5oBejWzR9/z0FVTKUCDd27nX3aDM9GydbMHrJkxFHpxS+deef0Rh+x/+vfPfc2rXnD3O+w3vXLPfdYs66Ntf+YVBRFBok746JAp/NMLH/f3J95rzyU+4tK2mEWH2unAZRHZ9REnCqNj9Hs2mEn1FS941GuecvzBK/rZEvIEURv84iMUKq0FYIaISKlLPdIWM4ho6L0YTlTrB1h4+TUbosnwTbDURH3w3feZQWelWje/zMo9DluT2VSvMJ+tvatv2BQAGQ++y/7WzSE1CB/ZxFfPunquMsKcsBg+7aF360cJBOBbu+bSa7c4UnisnMA9Dl8dXmjWVZ5zxablk/2JJn3/9NMu+vEFp53y5Xvf7S5G+zkxDhgX11n2UJaxfepxh33wdSfuvVvyuhAeGTvPEhIR2XURD6Ri/chuMXvCI+75lHvsO+B8eLsQ1rIHZpRffH7C+JyeAJCa6h61IyqCzlzYHzlhvQiiZKC/ea5zTw0LjOZ13zW7WYzAZNkYo5UzAzrHx6s5m03bWpIW9cA9Vy0b71JuBtDzlOUGjgD3XDFx0F4ziJppCF51w+y2hUpkgHutnNl35RQCtByWrti43aI+/qH3WXfl2ne96x/+4GHHTg5Scaaf2RSFi7+SYX2wZ73JJg+OXDP4qxOP229F17OKtpi2UhGRXSoDCPZ7LPe7w8wf/d5D7n3I7ZbWgDXJmgo4UNmkZvoXfzfw4SSMAMCGsSSG2UedNRVNWCq536GJhB7NAxu2MeqUwRGl30t77zZl2ApOgwWot9t9uYdZslpGwOCG7a0FjLG87/f5nb3+7awtdMJKFAcKrAHtIUetnkyJ6Ah3NN+7YO3Q83i/8qMPvN1he+1mKXVhFvHjy7cwyh5T/Te+6iWzo7J73wgw91hHSD91ejINERFEHf8UYGAqxWPvssdRr3/KP538vQ+fsjaj1XtIRHZxxHNsf9J99n3r8x66lB2tKx7OXkP2owCoSCM2/V885DQigTbegtaDOw8jHu9laEBlhHWBvHVk4FQJhw8Hk7nJAbAaArlhMzHZh5lHIAWqbx22EQG6VXvgnQ48+Yen03q1DFNqUDvkforuYXfcNxu8gOw69k89+3JHDiBHd8SBqw++3VIAsAzH2ms3LhSbTiOzfp7IPW8dPS5W+r+PxWn0iPE/WIyAdUDTA+6wW379Mx9wyAGXXnLZWr2HRGQXT6fss1v/Zc94wARh1iulZmsX9+eODtHZL3mLC5tKix3HsLXWq2gAMsKiNOEJbYOO6ALeRQsr1WK8e5YZgMWNyCtSP+WgA0YHIkqpgMPdEo86cHVT5xDBBKstGQR7MTzywDUExg9UgHMvuw4gIhK6A/Zcsfuy6UQf71+7bX64eb4jwoAGAMwCFgB/7qw4CGTA4IwWZNSOxatPNMbfP/bAo4+6g95DIrKLIz5s46LLN3SGLkpKRPUewiIw3qo7am+8bewvqjgARlgEEQEGGQii5GhTtPDWPAFNAL28gGYOeWhMBaXCgLy4+XiYgcCIBCOBnsd1ZQrYYXuvvOu+S+hlvC1ANUP1O++/bM3yvpfiyGC6dtP2yzYMSQfqZK6H7LPH8un+qqnxMc2lc5x3zcaAGdCLAmbAAYel//Z6fEfEgYIYwdv5YEkNkI3WAldu2rJtdpveQyKyiyN+7WzztNd89ORvnj2CVW9gM4wKEMxgA5D+S6zBiJIigAoUQ22isyhc/GaAQAJ78IRoiLSkcdQRnQgbedd2BBoD4G5AGXVMHQBGg8CSfibH25RjpscnP+Bo1i5ScqRIPfP6kDvvBaQmMUBnXnvl1fPRNy+JvmrpxKrlg2y+/+qliJqjOOyHl22qYePNAXw81c3wn/dNiYsxB5hhgwmmCg6TRcNzrtj82Fd+9KJLr9F7SER2ccRBzqXlr33PF046de0WWFmcBF48mgc02C9za6IDAVpYDhjghI/3UQmmYqmwN95bhcCSpskdrfQDbEuZHzpivNOKI2Jh+wJZACAIcslE4zvGxeHl7kfdfqrfIPVqGCwbcPRBe5cgoo73QV9/wzZHMjoiVi1faggy9lg1SVSLAHnFxm0gQQTHpxfRafHzI764vZejaZmjlB4wIk6/Ysv/fdcnr5vNzqT3kIjs6ohHN3Jc0a554bv/80XvPOXHW9tARHSMOj4GLQJABRbXRTsQ6ABHFCweHwEHg9VhBSykM9Gb8ZTK+DEqHCgFYPiqqUnjBKKJGLSdX7Zhc8fxSWgRqFdsnQ3PYTVsoR/zy5dOIpyL5+zYgXtMHrT3crZBSxz5dL8cefA+eXw+RcBKOfvy7YSPN5BdvXplCS4g7bVqpvFRtexhF12x2Rene3Id7xHuiycZIQp8BNQOcBR4QcARFe7AyGzDqL75U9950l995PSraonsutlHRHap8W33AbAzbmrjpG+c88ML1n7oVY+//R4rBlHMK5hYukgNECDJxfkFwsdz2AAdNCSiY8AIwgNW2QsLdzOQYIIBo0Ay+N5rdm9tvVmldwRPO+ey++y/rKmeyNbjnGs3VU7DtxPdBOqa3ZclBL0y9RDI7K1cNggfhhVGapp2cpAyPFIOoEF71jVbAygwZ/7Bedf8wQvfmQaDSzcGLbecoLdrr1jXReoRcCIRUS3oqQIJyKADkQHAIhwRNA+wuG0u6QVv+MAp59+wnUvBjKi6Y1NEbgUj8R2a/gT7E5ddt+kl7/z8ede3IyYw4C0yKxHmZEvUBBA5kHfszkobb8Ay3oIcYfAUNcxj/BMkhqXAjnUuXLViuvGhgw03kumMH17YeqC0qQVz/6LLt6LzFAZO5N70spklwPiTSCx+y2GGBViDCOTFwyuAQLQJV268FtavTKCt2zr87mVbv3rRtku3dC0yzEjfPDu7db690c2WBtp4TN0RI6aA0RdKRE0NzCIimGc7vu1Dp5x+7hVdDADSS8+1SFxEbh0RH3+w15WY71LbX/HVi4ZPfeX73/XZM2+ouaQc0RIAaowPuQnAMb7TxjE+sNgNHkgAGJVRDdWijCdIUtTkhdGByQDQbr/vquW2DdEBg7auOPOizWdctK7NGDbp82euP+vizQBzRa/avnvstmRgJIE0XiuSAr0ohnnYHLGQvFpw/BGloVy1Deu2OiIYYd5GrW2zZJR365Bhbj6fo63MP75iHbwubi5LBuEwBwkkBOGgGRGOAs6z99kzLnv6a97/vi+fs9V2LzZFTzmi8aI3kIjcakbi4UBE7rfolzR1yWa+9kPf+It3fWl9sYVIhi6AgkGMtwzZcaLPjs8DHXDfsQs5wCCSm9XEMNDDCmwBNAMC3G/N0kN2Sxll5CsD05vr1P952ydOvab7wPevfv5bPz1betaPGhzEwj0OWd4fPxxsPLtuCKt1cTqezp8c4mnZ45Krt47mliK68djcIxIzvMsN0c0bnMQQEz+6agHWIIqNN7oifLwkPJCjAyrYN2/p3Tzwz/9xzh/+zce+csH2bXlVi6laLGiOVNjXG0hEdq2M8UlspIWTVsNh2XzowByn/u30C7ds3XbiY4+/32ErJ5M148//DIBnmP8k4uONohbvzYywjtmRgslBJ4fsd5hKsPGZDAPihIff48z3f6dYH9Z6rWs3Tj7hZR9dMC9dIkbhUXpTudv84GP2z0Bwx/2fDAc667stAbtA01n4eK8qOHx03qWbeoR7reyBfbc8XxcSS3TO3JToVzTBfN5lN4zisL5xxxRPGOp4osaZEU7UYr2L1829+zPf/sg3zt+WV5lNeNcxjVe0sLKppoiLyK1iJM4ACbcoFh28cxSyGGqLyf88b9MJr/3UW//tB1vH0wylRkQJh3fm1X7yODQEgYB1sBKGpqXNm3VE0A1IDgAeQKY//oF3v900G8wmztHqAqY2tTMLWNLVkunRywAP2GvV3Q7fL8PJnbUFiGSOkuB9VKbFP5SOiD1lNykAAB3iSURBVFwuvO7K1rb2o02ojY2m03BZrsvT/HLOTUUHZgZStJeuvaw1BOkeQI3aGhY3s6qOijTy9MWz1z/2xe/6wH9duCVmPJi6uYYj86HFiKiwn0zTi4jsypH4je6rH99vWWoi3BnuzC0mW7N//NSp+65Z9YR77DfZGKId52vH6ZnjFdUExxMqrI5KRJSgJ0cOa9qucXQJ48M3GZ4dx9750Ku/euHIe8E+UsBatMPcnxrOtZjvsuFJj3jAVI6dz3BxsibaVIcTCV1EMlid2zmJM4p00Q2bvd/43LBpcJf9b/fHT3lkQk1eLfF9n/7KF8/ZYFFy1A0btm8rmKAnS4BbQgWDmd41xjm3s6+efek7T7piYarj1HgpjiFqEAzAiRJwaAdDEbl1RPxGW1QhGLWGOenWD/QRyN5tjZUvftdnzr3iTs946D0OWtb0o41qTAB8/JHjjqbDA5nos9bogyliyOhSE4iKxZUkEcBk48961D2/+t1Lrp2f6qwfnCXmjL3S9tGb6vumxxyx6mn3OWBQR0g5wHH9AVamarl0JazCzJIB4023bD5mLr6687rMB0PWueMOmXr0YTRkRCpIFx+68j/Ovq5DU2xw7Vx35bVbd99rcjyBH7U1axg1gluG+Nip57zh49+/dn6JJzJItAFrbRBwoBiKoTJKaAtDEbl1TKcEIipYmZ0pyBQeyMEBLCe0g9hWHBti5u1fOOfxL/nH7126tYvBQup1wYjFgxECGB8lnIBUMFHnMhrEJNGEWZfSfEo7pkMQQa/xO3tMv/BZx03G9eGzoCfvWdsHkLiw/1R97TMfuCwtwMuOkysAeJCVvZKnnE5rHaVDCqsBNIHrN41mr9tqnXU2qMz777m6Xxd63jZ1oQ/ff89VESWMkZoh+mf96LxEB8IdzI3X4hHnbYqnv/HTL/7nr109m72AAfNuvFg+0iSsByZHDpARKTq9gURk10d8cXUGkyNX5orskRgEKlAD7qRnh6VSB1dusRe95SNnXz8sRLE0HiNjx3h+8UFZBjE3VTcsqdcv802TdVty37GZ1OLnnzn3BoiH3/MO9z9q5Uqu67dbeo4efAqbl46ufP4T7rfX6kGUIXjjO/4jAEP0u9kl3LQUNyzxzUtiwbtKhNVuw7oNq9LW3crVUwtXT5XNuy+fQupFmkCaqBFrVkwssfnl2DDl6xrfuvbSKyMqwCBb90jNhi6/9r1f/Or5G+Y4g2Qpm8EJWkqAI1pEGT8FR3bmGG+DKCKy6zAiPn7axU/++/9y9mGGAKICvezzOUadWR1nNAEe2RuLFGgPXMWX//7RD77XnZbmyPRAhtOtEmYO1oUr5rZfuTkaIAVHzHde3ev3J2u2HAVA8WThxq56f4t3XzvnktPP23TR+i4lO2y1PeDOe97rkP1pxUi6NSRIhgO1IsO3XrAem0fVOMeYyhF32m8mkJq6dcOwf8n1Wwtt0jFvzWFrJpdP5BGbHMEYLbR+xnXDqRilKPM2MTlojl5N1EnPcPD086973Ye++d2LN43ShKM2UcNZ0QQasE0cZY9Aqszj24jGKxifd//b/8NzjtXbSER2ZcQ/etqlT/77/wJAjqdH8AuvzXr96B517/1f8czjD57yXNtijbPpeRfMHmY2nsKG3+j35p95nPFPf/bxF5ej7Pj1/+nJAPi5v97SEJEBI5ysEQ0WCibGGwX0UYvXNvUHtTXiejTvO+WaN3/w85tG6Vf6SwDwvAceooiLyC6U/3e/zWvbRffFr313yuff8McPX5GQvCQDLAVIG9/64zvWoY9vz49feLwESZK//NPY+R/vbP2O7xZghDHwk2WAeby5Yo1aCVqvVwtgC0wf/9I5b3rv57bnFYC2JBSR346I0yJg223Nx0677uoNJ73sxPvdZd9lk+PN/mjgzk1c3WBEEIGoYO/nVvhXCvf/p/4/GfJHG4uLEmO8/RYwvtG0I0owuXtGvWKLv+Hjp37ymxcuNLt3SAgdXS8itzH/y9tVIuhp0tPkvE3/18WbnvrK93389Ktu6JqgWXQpCkhHDhijY7SAg7fkx4CL++curppBhQcIT41bwyg0nHVtd+IbPvSvX790K5d3zSR+qdOLRER+M0bi7EVnTAthbXG/brj8L97+hW/e66CXP/HeB65oEhxIBZHGw3IwkDrgFrtLPZCDHG9oZQBQg0Ygwgts86j33s98+73/+aN1c17SDLxanUuIVqtNROS3JOLhFYjGhxbDgtylyY4Tnzjt0h+fe+4/vvo5h+25pO+1Rw+kwqYi7Jadby5M489ME8aTKuiIXlSDbxzyeW86+ctnb+6aGdCBklgMLNobXER+e6ZTYNU4osO8lyIjWqBt0btgc/o/7zj5gk3ekvARvIwCZfzZZtzi9zfGeEMAR3gDFKYb2vTmD375qz+6ocsrQAIl1RHcOzSetJuViPz2TKeggt5Zv4uGKAnz9FLQ256Wn3rZ8A9e+t5nP/jo5zz06Kme9RARnuGIEtG7ZV5VisoIhCNQI8jUoT35+1f//We+c9Zlm0ZYkuu8x4JFJaKiAcfLZzQtLiK/HSNxRopoPDWeWZMxGo5PNItSrHfZbH7dR097wds/uzksoTbdNqIb+S031LXaAh1Ya0TN/W2W3va5M//wTZ/6zpW+kFc2aAd1U44OQEUO0KJQx/SIyG9PxAMWyECFtWCNyI4eCHiLOizOWVv279+/4u8+duq2mpH7URk54Ub35tzMLysh4MVr6m10fOm7l73p09/bzmUBoN0OH4WlylzROBPhKbrxraQiIr8V0ykx3pE1CqsHrNp4XUckesA8CKZtWPbOz5959sVXP/exxx1/5O1yBH7t9eC/pIIMWG3s3HXb/unfz/jct87b2M0Y0bQLwdI2vRZNjPeVDQ+Yj88OEhH5LRmJgw4bNdUHXTQlYJXWMaozORsamzo0y7Ox9IsXbn/m6z/0yf88a+dQ9xYYjBezEdJ5l6478YVv+PgpZ17XTlsZWakIq9YEm0iD8Z64jBqwagPXMT0i8tszEocTaDpjOz5ruI5vq9+xfxa9o8ErkID+5tjtNR/5TnO7/Z58BwemED2whRs8L+6BmFAAwPPiCfTjDxizI/vPWZtYERUOWASbIdjEMIUBKRhBOtICcMm2+qx3f+NH9WDkPqI6qqdY3EfLKzC3uHkLDHBGewvN84iI3Coi/ssM1sODBMyDm+faV//tB8879tCnPPret98t+t4jGNY5sgEIz/QAx0e4cTHt9nP/pRCwoNEAVqL2kZy9ABFBRgvbslA/efoFH/rM1y+5vsKmGSOLUqHpEhFRxH+liGM848ygLaB3/Sje+dW1n//e2ve/5ulHrh7kGCLglo0YHy1EIALO8XGd46OGPMaP9FMRpyOCMKSEjj4qbBjWNxu6XV/wwjd84JTzt47QLHifRBNt9nY+TeiLLSK/eW7WmxSD8MVjg9ib62y+49pN6aVvPfnyOe9SQ+tndIAHU4UhbLzhyeJZQeNi/8xBlgZPO/4/wEA28ASMgFngb//1y187b/2czYy8b/3p8fcGDcJFRBH/34zFibCoNAIJvSXk9Mh6p12+8YRXfehjp126rq0FDtDHtSZIWmDnwceIG/X8JypQMnYcKcRs8BHiWxff8Ly//cz7Tzl/U15TkNEMvJSAdWxGpmG4iCjivyIHAzQ4akcjxvdtlmFrvbOvGf7Zmz75wn/80mb0OzB5l9EF4KSFp51j5583jA7k8b6yFh3CHbbA/j9/4QcnvOK9nz3zmrlmeTgQXfjIWMFw9kqa1FdaRH4j3Yxz4qAFAlESw+somLo0AgbmUTmaGyz71Kk3bNxw0quefr+77Lu8Z8MAApaiIswsBRiwn51OcTAiUriDHdNVGxfe8qnTPvW1c7f5biU1rF2DWklEIECmIECd9iAiGon/6hWPYJAMpCg5WqAPa51djekaS6vlUy/Y+Ky//NBJ31+3iROBLscCAoAD45tv6D89Eq+1WpQUJRxD5h9cN3zGX3/sX7968SYsL9Yfz8oU9iqz0wBYFIshfE5faRFRxH9VMV48HuR4gtsqgEBKwCQ955jrnFdsTy/6u4998tRLCvuBQO7D8rjjP/uIKSXC4aVmO/vqbc97zT9//+q2zTOAJQurbTC5TYI5mB1GREIdb5MiIqLplF8x4qDDnDS4wY3zHlPwCaQhfZQqa2KbZq5nvPzdX7r8ooP/5PHHz0xH39gPko6fvk9/fLCyg7M++MSXznnzJ75+zbBpbSnDGc6uMJmD4PieIwtmDxoqtT5FRBTxX3mQH9VpQLO4pXdUsEc3+gJs5LRRGiBXdl14na3NO7500Q8vm3398x9y8Oop8+gl/LeCjy+uW+BbP/Gt93/x+7PNMk+wMkTprBmETVQfEq35FkZymiM5ky+uLNf5mSKi6ZRfxfhYNhCAgQYafClQ+tjSVINPIBHOzDrJzsihLf/OBev/+m/fceX6bZbS4sB756OR7j4cDt/74c9+9Evf2p6WemR67ZXtjUUtUcNgOUUZ+FwKtxjf85nBBjp3TUR+g0fiHG9KuHiP5c4E/7rXPr5v3rudJSY3RWCIJSAMo+gAWEGubAAYuvk8/e/XDH70yk+8/IRjH3fP20/lgurGBjGswa9fvPGVH/7GGRdtdi5HVIsCYGSTAMBiUcJRMZjngESEM0aI8T5XN9mL+tlrEZFdHPGgRWrGlY0bFfcWva4VJKMOGrtsa/2jd3z5x9dse+ETjllu1WEjTv3bty5/zXs+e+1wqjbLUbrFwfkufMIRGJ/9JiKyi0fiXlOZG1dxZ6duoWv6zqkSkgnOkQcnR3n6w5/92nKbP/FR90pN/eYFm9/8gc9fsxVutDJPdLfok/yfr7XuRUR2fcQPXDPzrPsfOo7TjaYebpFr1vH0xI7ZCQZyWHZ43/fYvOH6U7931h6rln37Wz++x9F3uLtN9mtLdI5b9kn+z9fHHLan3kMisgsxIgowGk8O7OqBbQUKOYjoRVRgaAaPAdGRNcKAPhBk2aVP8sbXBCap9YsisktH4hlIiB0D4h2d2hXXASCcURFtYmqi57BU0WcNdDAHGJF7Ow6K2OVPWDskisiuH4nrb0FE5DbK9FcgIqKIi4iIIi4iIoq4iIgiLiIit3ZaIScictvwcxcTaomhiMhtmKZTREQUcRERUcRFREQRFxFRxEVERBEXERFFXEREFHEREUVcREQUcRERUcRFRBRxERFRxEVERBEXERFFXEREERcREUVcREQUcRERUcRFRBRxERFRxEVERBEXEVHERUREERcREUVcREQUcRERRVxERBRxERFRxEVERBEXEVHERUREERcREUVcREQRFxERRVxERBRxERFRxEVEFHEREVHERUREERcRUcRFREQRFxERRVxERBRxERFFXEREFHEREVHERUREERcRUcRFREQRFxERRVxERBEXERFFXEREFHEREVHERUQUcRERUcRFREQRFxERRVxERBEXERFFXEREFHEREUVcREQUcRERUcRFREQRFxFRxEVERBEXERFFXEREFHEREUVcREQUcRERUcRFRBRxERFRxEVERBEXERFFXEREERcREUVcREQUcRERRVxERBRxERFRxEVERBEXEVHERUREERcREUVcREQUcRERRVxERBRxERFRxEVEFHEREVHERUREERcREUVcREQRFxERRVxERBRxERFRxEVEFHEREVHERUREERcRUcRFREQRFxERRVxERBRxERFFXEREFHEREVHERUREERcRUcRFREQRFxERRVxERBEXERFFXEREFHEREVHERUQUcRERUcRFREQRFxFRxEVERBEXERFFXEREFHEREUVcREQUcRERUcRFREQRFxFRxEVERBEXERFFXEREERcREUVcREQUcRERUcRFRBRxERFRxEVERBEXERFFXEREERcREUVcREQUcRERRVxERBRxERFRxEVERBEXEVHERUREERcREUVcREQR11+BiIgiLiIiiriIiCjiIiKKuIiIKOIiIqKIi4iIIi4iooiLiIgiLiIiiriIiCIuIiKKuIiIKOIiIqKIi4go4iIiooiLiIgiLiIiiriIiCIuIiKKuIiIKOIiIoq4iIgo4iIiooiLiIgiLiKiiIuIiCIuIiKKuIiIKOIiIoq4iIgo4iIiooiLiCjiIiKiiIuIiCIuIiKKuIiIIi4iIoq4iIgo4iIiiriIiCjiIiKiiIuIiCIuIqKIi4iIIi4iIoq4iIgo4iIiiriIiCjiIiKiiIuIKOIiIqKIi4iIIi4iIoq4iIgiLiIiiriIiCjiIiKiiIuIKOIiIqKIi4iIIi4iooiLiIgiLiIiiriIiCjiIiKKuIiIKOIiIqKIi4iIIi4iooiLiIgiLiIiiriIiCIuIiKKuIiIKOIiIqKIi4go4iIiooiLiIgiLiKiiIuIiCIu/68dOzgBIIZhIIgg/besayKPszNTggJrCICIAyDiACIOgIgDIOIAiDiAiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4gIgDIOIAiDgAIg4g4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAMg4gAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4gIgDIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDiDgAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg4g4iYAEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcRMAiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDgAIg4g4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAMg4gAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4gIgDIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDiDgAIg6AiAMg4gAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOIOIAiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAIg6AiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDiDgAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDiAiAMg4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAOIOAAiDoCIAyDiACIOgIgDIOIAiDiAiAMg4gCIOICIAyDiAIg4ACIOIOIAiDgAIg4g4gCIOAAiDoCIA4g4ACIOgIgDIOIAIg6AiAMg4gAiDoCIAyDiAIg4gIgDIOIAiDgAIg4g4gCIOAAiDiDiAIg4ACIOgIgDiDgAIg6AiAOIuAkARBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdgorZGABha77My5UkcJy9iQF7gOwVAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQARB2CWtkYAGFrvszLlSRwnL2JAXuA7BUDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEAUQcABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAG5rawSAofU+K1OexHHyIgbkBb5TAEQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcQBEHAARB0DEAUQcgJ9qawSAofU+K1OexHHyIgbkBb5TAEQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxABEHQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHEHEARBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcQMQBEHEARBwAEQcQcQBEHAARB0DEAUQcABEHQMQBRBwAEQdAxAEQcQARB0DEARBxAEQcQMQBEHEARBxAxAEQcQBEHAARBxBxAEQcABEHQMQBRBwAEQdAxAFEHAARB0DEARBxABEHQMQBEHEAEQdAxAEQcQBEHEDEARBxAEQcABEHEHEARBwAEQcQcQBEHAARB0DEAUQcABEH4La2RgAYWu8PzkSEbXUXaqIAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">GRUPA TOYA S.A. </div><div class="t m0 x5 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls1">2023</span> <span class="ls2">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x72 h6 y9 ff1 fs2 fc0 sc0 ls11 ws0">57<span class="ls0"> </span></div><div class="t m0 xc he y627 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">przygotowaniu p<span class="_ _2"></span>rzez Spółkę doku<span class="_ _2"></span>mentacji przetargowej dla<span class="_ _2"></span> zapros<span class="_ _2"></span>zonych firm audy<span class="_ _2"></span>torskich, która umożliwiła<span class="_ _2"></span> </span></span></div><div class="t m0 x98 he y64d ff3 fs3 fc0 sc0 ls0 ws0">im <span class="_ _10"> </span>poznanie <span class="_ _10"> </span>działalno<span class="_ _2"></span>ści <span class="_ _10"> </span>Spółki, <span class="_ _10"> </span>wskazywała <span class="_ _10"> </span>sprawozdan<span class="_ _2"></span>ia <span class="_ _10"> </span>finansowe <span class="_ _10"> </span>podlegające <span class="_ _10"> </span>badan<span class="_ _2"></span>iu <span class="_ _10"> </span>oraz <span class="_ _10"> </span>zawierała </div><div class="t m0 x98 he y2c0 ff3 fs3 fc0 sc0 ls0 ws0">przejrzyste <span class="_ _16"></span>i <span class="_ _16"></span>niedyskr<span class="_ _2"></span>yminujące <span class="_ _4"></span>kryteria <span class="_ _16"></span>wyb<span class="_ _2"></span>oru,<span class="_ _2"></span><span class="ff1"> <span class="_ _16"></span></span>które <span class="_ _16"></span>są <span class="_ _16"></span>stos<span class="_ _2"></span>owane <span class="_ _4"></span>p<span class="_ _2"></span>rzez <span class="_ _16"></span>Spółkę <span class="_ _16"></span>do <span class="_ _16"></span>oceny <span class="_ _16"></span>ofert <span class="_ _4"></span>zł<span class="_ _2"></span>ożonych </div><div class="t m0 x98 he y26d ff1 fs3 fc0 sc0 ls0 ws0">przez firmy audytors<span class="_ _2"></span>kie; </div><div class="t m0 xc he y698 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">swobodzie <span class="_ _16"></span>okr<span class="_ _2"></span>eślenia <span class="_ _16"></span>przez<span class="_ _2"></span> <span class="_ _16"></span>Spó<span class="_ _2"></span>łkę <span class="_ _16"></span>procedury<span class="_ _2"></span> <span class="_ _16"></span>wyboru <span class="_ _e"></span>i <span class="_ _16"></span>możliwości <span class="_ _16"></span>p<span class="_ _2"></span>rowadzenia <span class="_ _e"></span>bezpośrednich <span class="_ _e"></span>negocjacji <span class="_ _16"></span>z<span class="_ _2"></span> </span></span></div><div class="t m0 x98 he y62c ff1 fs3 fc0 sc0 ls0 ws0">zainteresowanymi oferentami<span class="_ _2"></span> w trakcie procedury;<span class="_ _2"></span> </div><div class="t m0 xc he y6d6 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">ocenie <span class="_ _10"> </span>przez  Spółkę <span class="_ _10"> </span>ofert <span class="_ _10"> </span>złożony<span class="_ _2"></span>ch <span class="_ _10"> </span>przez  firmy <span class="_ _10"> </span>audytorskie <span class="_ _10"> </span>zgodnie  z <span class="_ _10"> </span>kryteriami <span class="_ _10"> </span>wyboru  określonymi <span class="_ _10"> </span>w </span></span></div><div class="t m0 x98 he y6d7 ff1 fs3 fc0 sc0 ls0 ws0">dokumentacji przetargow<span class="_ _2"></span>ej; </div><div class="t m0 xc he y6d8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">przygotowaniu <span class="_ _35"> </span>przez <span class="_ _35"> </span>Spó<span class="_ _2"></span>łkę <span class="_ _25"> </span>sprawozd<span class="_ _2"></span>ania <span class="_ _35"> </span>zawierającego <span class="_ _35"> </span>wnioski <span class="_ _35"> </span>z <span class="_ _35"> </span>pro<span class="_ _2"></span>cedury <span class="_ _35"> </span>wyboru, <span class="_ _35"> </span>które <span class="_ _35"> </span>zostało </span></span></div><div class="t m0 x98 he y6d9 ff3 fs3 fc0 sc0 ls0 ws0">zatwierdzone uchwałą <span class="_ _2"></span>Komitetu Au<span class="_ _2"></span>dytu;<span class="ff1"> </span></div><div class="t m0 xc he y69e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">uwzględnieniu  przez  Spółkę  oraz  Komitet  Audytu<span class="_ _2"></span>  wszelkich  ustaleń  lub  wniosków  zawartych  w  rocznym </span></span></div><div class="t m0 x98 he y6da ff3 fs3 fc0 sc0 ls0 ws0">sprawozdaniu<span class="_ _2"></span>, o któ<span class="_ _2"></span>rym mowa w <span class="_ _2"></span>art. 90 <span class="_ _2"></span>ust. <span class="_ _2"></span>5 ustawy <span class="_ _2"></span>z d<span class="_ _2"></span>nia 11 maja <span class="_ _2"></span>2017 r. <span class="_ _2"></span>o b<span class="_ _2"></span>iegłych rewidentach, <span class="_ _2"></span>firmach<span class="_ _2"></span> </div><div class="t m0 x98 he y6db ff1 fs3 fc0 sc0 ls0 ws0">audytorskich<span class="_ _2"></span> oraz nadzo<span class="_ _2"></span>rze publicznym; </div><div class="t m0 xc he y6dc ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _23"> </span><span class="ff3">wykazaniu <span class="_ _11"> </span>przez <span class="_ _11"> </span>Spółkę <span class="_ _11"> </span>–<span class="ff1"> <span class="_ _25"> </span>na <span class="_ _1a"> </span>wnios<span class="_ _2"></span>ek <span class="_ _1a"> </span>Komisji <span class="_ _11"> </span>Nad<span class="_ _2"></span>zoru <span class="_ _11"> </span>Finansowego <span class="_ _25"> </span></span>–<span class="ff1"> <span class="_ _1a"> </span></span>ż<span class="_ _2"></span>e <span class="_ _1a"> </span>proce<span class="_ _2"></span>dura <span class="_ _11"> </span>wyboru <span class="_ _11"> </span>został<span class="_ _2"></span>a </span></span></div><div class="t m0 x98 he y46a ff3 fs3 fc0 sc0 ls0 ws0">przeprowadzona <span class="_ _4"></span>zgodn<span class="_ _2"></span>ie <span class="_ _2"></span>z <span class="_ _4"></span>wymogami, <span class="_ _2"></span>o<span class="_ _2"></span> <span class="_ _2"></span>któ<span class="_ _2"></span>rych <span class="_ _4"></span>mowa <span class="_ _2"></span>w <span class="_ _4"></span>art. <span class="_ _4"></span>130 <span class="_ _2"></span>us<span class="_ _2"></span>t<span class="_ _2"></span><span class="ff1">. <span class="_ _4"></span>2 <span class="_ _4"></span>i <span class="_ _2"></span>3 <span class="_ _4"></span>ustawy <span class="_ _4"></span>z <span class="_ _4"></span>dnia <span class="_ _2"></span>11 <span class="_ _2"></span>maja <span class="_ _4"></span>2017 <span class="_ _4"></span>r. <span class="_ _4"></span>o </span></div><div class="t m0 x98 he y6dd ff3 fs3 fc0 sc0 ls0 ws0">biegłych rewidentach, firmac<span class="_ _2"></span>h audy<span class="_ _2"></span>torskich oraz nadzorze pu<span class="_ _2"></span>blicznym.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y6de ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y6df ff3 fs3 fc0 sc0 ls0 ws0">Komitet Audytu odb<span class="_ _2"></span>ył w 202<span class="ff1">3 <span class="ls8">r. <span class="_ _2"></span></span>dwa posiedzenia.<span class="_ _2"></span> </span></div><div class="t m0 x6 h7e y6e0 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hd y37f ff2 fs6 fc0 sc0 ls6 ws0">26.12.<span class="ff8 ls0"> <span class="ff2">O<span class="ff4">pis <span class="_ _13"> </span>polityki <span class="_ _d"> </span>różnorodności <span class="_ _d"> </span>stosowanej <span class="_ _d"> </span>do <span class="_ _13"> </span>organów <span class="_ _d"> </span>ad<span class="_ _2"></span>ministruj<span class="_ _0"></span>ących, </span></span></span></div><div class="t m0 x64 hd y6e1 ff4 fs6 fc0 sc0 ls0 ws0">zarządzających <span class="_ _2"></span>i <span class="_ _16"></span>nadzorujących <span class="_ _4"></span>emitenta<span class="ff2">, <span class="_ _4"></span></span>w <span class="_ _4"></span>odniesieniu <span class="_ _4"></span>w <span class="_ _4"></span>szczególności <span class="_ _4"></span>do </div><div class="t m0 x64 hd y6e2 ff4 fs6 fc0 sc0 ls0 ws0">wieku, <span class="_ _3b"> </span>płci <span class="_ _3b"> </span>lub <span class="_ _3b"> </span>wykształcenia <span class="_ _3b"> </span>i <span class="_ _3b"> </span>doświadczenia <span class="_ _3b"> </span>zawodowego, <span class="_ _3b"> </span>celów <span class="_ _3b"> </span>tej<span class="_ _0"></span> </div><div class="t m0 x64 hd y6e3 ff4 fs6 fc0 sc0 ls0 ws0">polityki różnorodności, sposobu jej <span class="_ _2"></span>realizacji oraz <span class="_ _2"></span>skutków w <span class="_ _2"></span>danym okresie </div><div class="t m0 x64 hd y6e4 ff2 fs6 fc0 sc0 ls0 ws0">sprawozdawczym, <span class="_ _f"></span>a <span class="_ _10"></span>w <span class="_ _10"></span>przypadku <span class="_ _10"></span>gdy <span class="_ _10"></span>emitent <span class="_ _10"></span>nie <span class="_ _f"></span>stosuje <span class="_ _10"></span>takiej <span class="_ _10"></span>polityki <span class="_ _47"> </span>- </div><div class="t m0 x64 hd y453 ff4 fs6 fc0 sc0 ls0 ws0">wyjaśn<span class="ff2">ienie tak<span class="_ _0"></span>iej decyzji </span></div><div class="t m0 x6 h7e y6e5 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y6e6 ff3 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>nie <span class="_ _2"></span>opracowała <span class="_ _2"></span>i <span class="_ _2"></span>nie <span class="_ _2"></span>realizuje <span class="_ _2"></span>polityki <span class="_ _2"></span>różnoro<span class="_ _2"></span>dności. W <span class="_ _2"></span>ocenie <span class="_ _2"></span>Zarządu<span class="_ _2"></span> <span class="_ _2"></span>Spółki jed<span class="_ _2"></span>ynym kry<span class="_ _2"></span>terium wyb<span class="_ _2"></span>oru <span class="_ _2"></span>osób </div><div class="t m0 x6 he y2f4 ff3 fs3 fc0 sc0 ls0 ws0">sprawujących  funkcje  we <span class="_ _10"> </span>władzach  spółki  oraz <span class="_ _10"> </span>jej  kluczowych <span class="_ _10"> </span>menadżerów  jest  doświadczenie <span class="_ _10"> </span>oraz  kompetencje </div><div class="t m0 x6 he y2f5 ff1 fs3 fc0 sc0 ls0 ws0">kandydata do spra<span class="_ _2"></span>wowanie danej fu<span class="_ _2"></span><span class="ff3">nkcji. Spółka<span class="_ _2"></span> deklaruje rozważenie <span class="_ _2"></span>w przyszłoś<span class="_ _2"></span>ci opracowania stoso<span class="_ _2"></span>wnej polityki. <span class="_ _2"></span></span> </div><div class="t m0 x6 h7e y6e7 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 he y6e8 ff3 fs3 fc0 sc0 ls0 ws0">Zarząd Toya S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 he y6e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6ea w8c h87"><div class="t m0 x21 h7 y5de ff2 fs3 fc0 sc0 ls0 ws0">Data </div></div><div class="c x117 y6ea w8d h87"><div class="t m0 x1d h7 y5de ff4 fs3 fc0 sc0 ls0 ws0">Imię i Nazwisko<span class="ff2"> </span></div></div><div class="c x8f y6ea w8e h87"><div class="t m0 x1d h7 y5de ff2 fs3 fc0 sc0 ls0 ws0">Funkcja </div></div><div class="c xa4 y6ea w8f h87"><div class="t m0 x21 h7 y5de ff2 fs3 fc0 sc0 ls0 ws0">Podpis </div></div><div class="c x6 y6eb w8c h15"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 he y5dd ff1 fs3 fc0 sc0 ls0 ws0">28.03.2024 </div><div class="t m0 x21 he y6ed ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y6eb w8d h15"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff1 fs3 fc0 sc0 ls0 ws0">Grzegorz Pinkosz<span class="_ _2"></span> </div><div class="t m0 x1d he y6ed ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5de ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y6eb w8e h15"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff3 fs3 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c xa4 y6eb w8f h15"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6ee w8c h15"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 he y5dd ff1 fs3 fc0 sc0 ls0 ws0">28<span class="ls4">.0</span>3.2024 </div><div class="t m0 x21 he y6ed ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y6ee w8d h15"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff1 fs3 fc0 sc0 ls0 ws0">Maciej Lubnauer<span class="_ _2"></span> </div><div class="t m0 x1d he y6ed ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5de ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y6ee w8e h15"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff3 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c xa4 y6ee w8f h15"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6ef w8c h88"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x21 he y5dd ff1 fs3 fc0 sc0 ls0 ws0">28<span class="ls4">.0</span>3.2024 </div><div class="t m0 x21 he y54a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y6ef w8d h88"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff1 fs3 fc0 sc0 ls0 ws0">Robert Borys </div><div class="t m0 x1d he y54a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5de ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y6ef w8e h88"><div class="t m0 x1d he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d he y5dd ff3 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c xa4 y6ef w8f h88"><div class="t m0 x21 he y6ec ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 he y695 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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